<snapdata remixID="9029267"><project name="U3L1-CurveStitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="150" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" 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="20" y="20"><block s="receiveGo"></block><block s="hide"></block><block s="doSetVar"><l>Direction</l><l>0</l></block><block s="doSetVar"><l>intPoints</l><l>50</l></block><block s="doSetVar"><l>height</l><l>150</l></block><block s="doSetVar"><l>length</l><l>150</l></block><block s="clear"></block><block s="doWarp"><script><block s="doRepeat"><l>4</l><script><custom-block s="Draw Stitched Curve X: %n , Y: %n , Direction: %n , Length: %n , Height: %n , Interval Points: %n"><l>0</l><l>0</l><block var="Direction"/><block var="length"/><block var="height"/><block var="intPoints"/></custom-block><block s="doChangeVar"><l>Direction</l><l>90</l></block></script></block><custom-block s="Draw Stitched Curve X: %n , Y: %n , Direction: %n , Length: %n , Height: %n , Interval Points: %n"><block var="height"/><block var="length"/><l>270</l><block var="length"/><block var="height"/><block var="intPoints"/></custom-block><custom-block s="Draw Stitched Curve X: %n , Y: %n , Direction: %n , Length: %n , Height: %n , Interval Points: %n"><block s="reportProduct"><block var="height"/><l>-1</l></block><block var="length"/><l>180</l><block var="length"/><block var="height"/><block var="intPoints"/></custom-block><custom-block s="Draw Stitched Curve X: %n , Y: %n , Direction: %n , Length: %n , Height: %n , Interval Points: %n"><block s="reportProduct"><block var="height"/><l>-1</l></block><block s="reportProduct"><block var="length"/><l>-1</l></block><l>90</l><block var="length"/><block var="height"/><block var="intPoints"/></custom-block><custom-block s="Draw Stitched Curve X: %n , Y: %n , Direction: %n , Length: %n , Height: %n , Interval Points: %n"><block var="height"/><block s="reportProduct"><block var="length"/><l>-1</l></block><l>0</l><block var="length"/><block var="height"/><block var="intPoints"/></custom-block></script></block></script></scripts></sprite><watcher var="Direction" style="normal" x="10" y="10" color="243,118,29"/><watcher var="intPoints" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="height" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="length" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Stitched Curve X: %&apos;x&apos; , Y: %&apos;y&apos; , Direction: %&apos;dir&apos; , Length: %&apos;len&apos; , Height: %&apos;height&apos; , Interval Points: %&apos;intPoints&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">0</input><input type="%n">90</input><input type="%n">100</input><input type="%n">100</input><input type="%n">10</input></inputs><script><block s="doDeclareVariables"><list><l>XCoords</l><l>YCoords</l></list></block><block s="doSetVar"><l>XCoords</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>YCoords</l><block s="reportNewList"><list></list></block></block><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="down"></block><block s="doRepeat"><block var="intPoints"/><script><block s="forward"><block s="reportQuotient"><block var="len"/><block var="intPoints"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="XCoords"/></block></script></block><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="turnLeft"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="intPoints"/><script><block s="forward"><block s="reportQuotient"><block var="height"/><block var="intPoints"/></block></block><block s="doAddToList"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="YCoords"/></block></script></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="doFor"><l>i</l><l>1</l><block var="intPoints"/><script><block s="doGotoObject"><block s="reportListItem"><block s="reportDifference"><block s="reportSum"><block var="intPoints"/><l>1</l></block><block var="i"/></block><block var="YCoords"/></block></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><block var="XCoords"/></block></block><block s="turn"><l>90</l></block></script></block></script></block-definition></blocks><variables><variable name="Direction"><l>360</l></variable><variable name="intPoints"><l>50</l></variable><variable name="height"><l>150</l></variable><variable name="length"><l>150</l></variable></variables></project><media name="U3L1-CurveStitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>