<snapdata remixID="11053225"><project name="U3-curve stiching project" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><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" 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="100.00000000000009" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,203.8400000000003,245,1" 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="45" y="10.499999999999872"><block s="receiveGo"></block><custom-block s="draw black background"></custom-block><custom-block s="draw x and y axis"></custom-block><block s="doFor"><l>i</l><l>1</l><l>4</l><script><custom-block s="draw multiple quadrant curves %s 1-4?"><block var="i"/></custom-block></script></block><custom-block s="Corners"></custom-block><block s="up"></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="doSayFor"><l>Press the green flag to restart</l><l>2</l></block></script><script x="400" y="20.6666666666667"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="56" y="277.66666666666663"><block s="doFor"><l>i</l><l>1</l><l>4</l><script><custom-block s="Quadrant curves at angle 45 degrees %s 1-4?"><block var="i"/></custom-block></script></block></script></scripts></sprite><watcher var="x coordinate" style="normal" x="8.729166666665833" y="82.05417364999994" color="243,118,29" hidden="true"/><watcher var="y coordinates" style="normal" x="8.729166666665833" y="100.38542539583335" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw x and y axis" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>245,0,43,1</color></block><block s="setSize"><l>.5</l></block><block s="gotoXY"><l>0</l><l>150</l></block><block s="down"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="draw 1st quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>10</l></block><block s="doChangeVar"><l>y coordinates</l><l>-10</l></block><block s="doWait"><l>.25</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw multiple quadrant curves %&apos;quadrants&apos; 1-4?" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>150</l></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>1</l></block><script><custom-block s="draw 1st quadrant curve"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>2</l></block><script><custom-block s="draw 2nd quadrant curve"></custom-block></script><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>-150</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>3</l></block><script><custom-block s="draw 3rd quadrant curve"></custom-block></script><script><custom-block s="draw 4th quadrant curve"></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="draw 2nd quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>-10</l></block><block s="doChangeVar"><l>y coordinates</l><l>-10</l></block><block s="doWait"><l>.25</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw 3rd quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>-10</l></block><block s="doChangeVar"><l>y coordinates</l><l>10</l></block><block s="doWait"><l>.25</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw 4th quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>10</l></block><block s="doChangeVar"><l>y coordinates</l><l>10</l></block><block s="doWait"><l>.25</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw black background" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>20,5,0,1</color></block><block s="setSize"><l>360</l></block><block s="down"></block><block s="gotoXY"><l>-260</l><l></l></block><block s="gotoXY"><l>260</l><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="Layout (Plus sign)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>214,40,0,1</color></block><block s="doRepeat"><l>4</l><script><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>150</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-150</l></block></script></block></script></block-definition><block-definition s="Reset" 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="setHeading"><l>90</l></block><block s="clear"></block></script></block-definition><block-definition s="Quadrant 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>10</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block></script></block-definition><block-definition s="Constant Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>.1</l></block><block s="forward"><l>140</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-140</l></block></script></block-definition><block-definition s="Quadrant 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>-150</l><block s="reportProduct"><l>-10</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>-10</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block></script></block-definition><block-definition s="Quadrant 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><l>10</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>-10</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block></script></block-definition><block-definition s="Quadrant 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>-150</l><block s="reportProduct"><l>-10</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>10</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block></script></block-definition><block-definition s="Curve Stitching" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Layout (Plus sign)"></custom-block><custom-block s="Quadrant 1"></custom-block><custom-block s="Quadrant 2"></custom-block><custom-block s="Quadrant 3"></custom-block><custom-block s="Quadrant 4"></custom-block></script></block-definition><block-definition s="Initial Attempt Remastered Quadrant 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setHeading"><l>180</l></block><block s="changeYPosition"><l>150</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>16</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>10</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="setHeading"><l>90</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block-definition><block-definition s="Initial Attempt Quadrant 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>180</l></block><block s="setYPosition"><l>150</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><block s="reportLessThan"><block s="yPosition"></block><l>161</l></block></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doRepeat"><l>15</l><script><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block></script></block></script></block-definition><block-definition s="Initial Attempt Quadrant 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>180</l></block><block s="setYPosition"><l>150</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><block s="reportLessThan"><block s="yPosition"></block><l>161</l></block></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doRepeat"><l>15</l><script><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block></script></block></script></block-definition><block-definition s="Initial Attempt Quadrant 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="setYPosition"><l>-150</l></block><block s="doRepeat"><l>15</l><script><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block></script></block></script></block-definition><block-definition s="Initial Attempt Quadrant 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="setYPosition"><l>-150</l></block><block s="doRepeat"><l>15</l><script><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block></script></block></script></block-definition><block-definition s="Initial Attempt" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initial Attempt Quadrant 1"></custom-block><custom-block s="Initial Attempt Quadrant 2"></custom-block><custom-block s="Initial Attempt Quadrant 3"></custom-block><custom-block s="Initial Attempt Quadrant 4"></custom-block></script></block-definition><block-definition s="Curve Stitching (Enlargened)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>300</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>300</l><block s="reportProduct"><l>20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>300</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>300</l><block s="reportProduct"><l>20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>-20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>300</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>-300</l><block s="reportProduct"><l>-20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>-20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>0</l><l>300</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>0</l><block s="reportDifference"><l>-300</l><block s="reportProduct"><l>-20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block></script></block-definition><block-definition s="Curve Stitching With New Location" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>90</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>90</l><block s="reportDifference"><l>150</l><block s="reportProduct"><l>20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>90</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>-90</l><block s="reportDifference"><l>150</l><block s="reportProduct"><l>20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>-20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>90</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>-90</l><block s="reportDifference"><l>-150</l><block s="reportProduct"><l>-20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>-20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block><block s="setColor"><color>214,40,0,1</color></block><block s="doGlide"><l>.1</l><l>90</l><l>150</l></block><block s="setHeading"><l>180</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doGlide"><l>.1</l><l>90</l><block s="reportDifference"><l>-150</l><block s="reportProduct"><l>-20</l><block var="i"/></block></block></block><block s="down"></block><block s="doGlide"><l>.1</l><block s="reportProduct"><l>20</l><block var="i"/></block><l>0</l></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block></script></block></script></block-definition><block-definition s="Test Run" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setHeading"><l>180</l></block><block s="setYPosition"><l>150</l></block><block s="doRepeat"><l>15</l><script><block s="doFor"><l>i</l><l>6</l><l>7</l><script><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><block var="i"/></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block></script></block></script></block></script></block-definition><block-definition s="Initial Attempt Remastered Quadrant 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setHeading"><l>180</l></block><block s="changeYPosition"><l>150</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-16</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-10</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>-10</l></block><block s="doWait"><l>.1</l></block><block s="setHeading"><l>-90</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block-definition><block-definition s="Initial Attempt Remastered Quadrant 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setHeading"><l>0</l></block><block s="changeYPosition"><l>-150</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-16</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-10</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>-4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="setHeading"><l>-90</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block-definition><block-definition s="Initial Attempt Remastered Quadrant 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setHeading"><l>0</l></block><block s="changeYPosition"><l>-150</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>16</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>10</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>6</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>5</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><l>4</l></block><block s="doWait"><l>.1</l></block><custom-block s="Constant Line"></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.1</l></block><block s="changeYPosition"><l>10</l></block><block s="doWait"><l>.1</l></block><block s="setHeading"><l>90</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block-definition><block-definition s="Initial Attempt Remastered 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block></script></block-definition><block-definition s="Initial Attempt Remastered" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block></script></block-definition><block-definition s="Curve Stitching Project" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>158,255,255,1</color></block><custom-block s="Initial Attempt Remastered"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>0</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>0</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>0</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>0</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block></script></block-definition><block-definition s="Curve Stitching Project 2 (Final Product)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Reset"></custom-block><block s="setColor"><color>0,0,15,1</color></block><block s="floodFill"></block><block s="setColor"><color>158,255,255,1</color></block><custom-block s="Initial Attempt Remastered"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>0</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>0</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>0</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>0</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-120</l><l>90</l></block><custom-block s="Initial Attempt Remastered"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-120</l><l>-90</l></block><custom-block s="Initial Attempt Remastered"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>120</l><l>-90</l></block><custom-block s="Initial Attempt Remastered"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>120</l><l>90</l></block><custom-block s="Initial Attempt Remastered"></custom-block><custom-block s="Run Alonzo"></custom-block></script></block-definition><block-definition s="Curve Stitching Project 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>158,255,255,1</color></block><custom-block s="Initial Attempt Remastered"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block></script></block-definition><block-definition s="Curve Stitching Project 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>158,255,255,1</color></block><custom-block s="Initial Attempt Remastered"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>-180</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>240</l><l>180</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>-300</l><l>0</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>300</l><l>0</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>0</l><l>300</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>.1</l><l>0</l><l>-300</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block></script></block-definition><block-definition s="Run Alonzo" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>1000</l><l>0</l></block></script></block-definition><block-definition s="Corners" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doGlide"><l>1</l><l>-240</l><l>-175</l></block><custom-block s="Initial Attempt Remastered Quadrant 1"></custom-block><block s="up"></block><block s="doGlide"><l>1</l><l>-240</l><l>175</l></block><custom-block s="Initial Attempt Remastered Quadrant 4"></custom-block><block s="up"></block><block s="doGlide"><l>1</l><l>240</l><l>-175</l></block><custom-block s="Initial Attempt Remastered Quadrant 2"></custom-block><block s="up"></block><block s="doGlide"><l>1</l><l>240</l><l>175</l></block><custom-block s="Initial Attempt Remastered Quadrant 3"></custom-block><block s="up"></block></script></block-definition><block-definition s="Quadrant curves at angle 45 degrees %&apos;quadrants&apos; 1-4?" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>150</l></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>1</l></block><script><block s="turn"><l>45</l></block><custom-block s="draw 1st quadrant curve"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>2</l></block><script><block s="turn"><l>45</l></block><custom-block s="draw 2nd quadrant curve"></custom-block></script><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>-150</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>3</l></block><script><block s="turn"><l>45</l></block><custom-block s="draw 3rd quadrant curve"></custom-block></script><script><block s="turn"><l>45</l></block><custom-block s="draw 4th quadrant curve"></custom-block></script></block></script></block></script></block></script></block-definition></blocks><variables><variable name="x coordinate"><l>160</l></variable><variable name="y coordinates"><l>10</l></variable></variables></project><media name="U3-curve stiching project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>