<snapdata remixID="10025908"><project name="U3-Curve Stitching" 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 id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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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="150" y="-150" heading="270" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,149.00000000000006,249,1" 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><comment x="20" y="20" w="550" collapsed="false">Kai Tsan&#xD;Period 7&#xD;AP COMPUTER SCIENCES PRINCIPLES +&#xD;Dr. D&#xD;&#xD;This program createds a design that uses straight lines to make shapes that look curved and is sometimes sewn with thread or drawn on paper. To create this pattern I used a serises of striaght lines and angles to create the illusion of a curved surface, and repeated it 8 times, I first began by creating the x and y axis and then plotted the points where i will draw a straigth line and the angle corrosponding to it, i refelcted this 4 times creating the shape shown on the playing field,</comment><script x="20" y="170.00000000000003"><block s="receiveGo"><comment w="90" collapsed="false">Restarts the program and clears the canvas</comment></block><block s="clear"></block><custom-block s="x-y axis"><comment w="112" collapsed="false">The X and Y lines</comment></custom-block><custom-block s="inner frame"><comment w="90" collapsed="false">The inner curve</comment></custom-block><custom-block s="outer frame"><comment w="90" collapsed="false">The outer curve</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="x-y axis" type="command" category="motion"><comment w="90" collapsed="false">Adds the y and x axis for the curve to be created on</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>249,100,0,1</color></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="setHeading"><l>180</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="setHeading"><l>270</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="up"></block><block s="down"></block></script></block-definition><block-definition s="outer frame" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="gotoXY"><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>150</l></block><block s="down"></block><block s="gotoXY"><l>150</l><block s="reportSum"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="up"></block></script><comment w="90" collapsed="false">Uses the corrdiante plane, and changes the angle and the corrdiante over time ussing the for loo[..</comment></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="gotoXY"><l>-150</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>150</l></block><block s="up"></block></script></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="gotoXY"><l>-150</l><block s="reportDifference"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportSum"><l>-150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>-150</l></block><block s="up"></block></script></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="gotoXY"><l>150</l><block s="reportSum"><l>-150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="down"></block><block s="gotoXY"><block s="reportSum"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>-150</l></block><block s="up"></block></script></block></script></block-definition><block-definition s="inner frame" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="down"></block><block s="gotoXY"><block s="reportSum"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block><block s="gotoXY"><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="up"></block></script><comment w="90" collapsed="false">uses the points and changes the corrdinate with for loop.</comment></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><l>150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="gotoXY"><block s="reportDifference"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block><block s="up"></block></script></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block s="reportDifference"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="gotoXY"><block s="reportSum"><l>-150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block><block s="up"></block></script></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block s="reportSum"><l>-150</l><block s="reportProduct"><block var="i"/><l>10</l></block></block></block><block s="gotoXY"><block s="reportSum"><l>0</l><block s="reportProduct"><block var="i"/><l>10</l></block></block><l>0</l></block><block s="up"></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U3-Curve Stitching" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>