<snapdata remixID="13028084"><project name="CurveLines-Davis" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="CurveLines-Davis"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Stitch curve Axis length: %&apos;length&apos; Origin (X,Y): %&apos;X=0&apos; %&apos;Y=0&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><custom-block s="Draw axis Length: %n Origin (X,Y) %n %n Angle: %n"><block var="length"/><block var="X=0"/><block var="Y=0"/><l>0</l></custom-block><block s="doSetVar"><l>int</l><l>5</l></block><block s="doRepeat"><block s="reportQuotient"><block var="length"/><l>5</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportVariadicSum"><list><block var="int"/><block var="X=0"/></list></block><block var="Y=0"/></block><block s="down"></block><block s="gotoXY"><block var="X=0"/><block s="reportVariadicSum"><list><block var="Y=0"/><block s="reportDifference"><block var="length"/><block var="int"/></block></list></block></block><block s="doSetVar"><l>int</l><block s="reportVariadicSum"><list><block var="int"/><l>5</l></list></block></block></script></block></script></block-definition><block-definition s="Draw axis Length: %&apos;axis length&apos; Origin (X,Y) %&apos;X=0 axis&apos; %&apos;Y=0 axis&apos; Angle: %&apos;angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="X=0 axis"/><block var="Y=0 axis"/></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="turnLeft"><block var="angle"/></block><block s="forward"><block var="axis length"/></block><block s="gotoXY"><block var="X=0 axis"/><block var="Y=0 axis"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="axis length"/></block></script></block-definition><block-definition s="Stitch Curve; Axis length: %&apos;length&apos; Origin (X,Y): %&apos;X=0&apos; %&apos;Y=0&apos; Angle: %&apos;Angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="Draw axis Length: %n Origin (X,Y) %n %n Angle: %n"><block var="length"/><block var="X=0"/><block var="Y=0"/><block var="Angle"/></custom-block><block s="doSetVar"><l>int</l><l>5</l></block><block s="up"></block><block s="doRepeat"><block s="reportQuotient"><block var="length"/><l>5</l></block><script><block s="gotoXY"><block var="X=0"/><block var="Y=0"/></block><block s="setHeading"><l>90</l></block><block s="turnLeft"><block var="Angle"/></block><block s="forward"><block var="int"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><block s="gotoXY"><block var="X=0"/><block var="Y=0"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block s="reportDifference"><block var="length"/><block var="int"/></block></block><block s="down"></block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="doSetVar"><l>int</l><block s="reportVariadicSum"><list><block var="int"/><l>5</l></list></block></block></script></block></script></block-definition><block-definition s="Stitch &quot;plus&quot;; Axis length: %&apos;axis&apos; Origin (X,Y): %&apos;X=0&apos; %&apos;Y=0&apos; Angle: %&apos;Angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>int 2</l><l>0</l></block><block s="doRepeat"><l>4</l><script><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="axis"/><block var="X=0"/><block var="Y=0"/><block s="reportVariadicSum"><list><block var="Angle"/><block var="int 2"/></list></block></custom-block><block s="doSetVar"><l>int 2</l><block s="reportVariadicSum"><list><block var="int 2"/><l>90</l></list></block></block></script></block></script></block-definition><block-definition s="Stitch circle; Radius: %&apos;Radius&apos; Origin (X,Y): %&apos;X Center&apos; %&apos;Y Center&apos; Angle of box: %&apos;Side angle&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="X Center"/><block var="Y Center"/></block><block s="setHeading"><l>90</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>180</l><block var="Side angle"/></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="setHeading"><l>270</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>270</l><block var="Side angle"/></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="setHeading"><l>180</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>360</l><block var="Side angle"/></block></custom-block><block s="gotoXY"><block var="X"/><block var="Y"/></block><block s="setHeading"><l>90</l></block><block s="turn"><block var="Side angle"/></block><block s="forward"><block var="Radius"/></block><block s="doSetVar"><l>X</l><block s="xPosition"></block></block><block s="doSetVar"><l>Y</l><block s="yPosition"></block></block><custom-block s="Stitch Curve; Axis length: %n Origin (X,Y): %n %n Angle: %n"><block var="Radius"/><block var="X"/><block var="Y"/><block s="reportDifference"><l>90</l><block var="Side angle"/></block></custom-block></script><scripts><comment x="236" y="156.19999999999993" w="205" collapsed="false">This took me way too long to make work. Yes, it probably could have been made into a loop, but this was significantly easier to wrap my head around because I could take it one step at a time</comment></scripts></block-definition></blocks><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" 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