<snapdata remixID="14933446"><project name="Curve Stitching" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Curve Stitching"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="xValue" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="yValue" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></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>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>0</l></block><block s="doSetVar"><l>yValue</l><l>150</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>10</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doChangeVar"><l>yValue</l><l>-10</l></block><block s="gotoXY"><l>0</l><block var="yValue"/></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>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>0</l></block><block s="doSetVar"><l>yValue</l><l>150</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>-10</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doChangeVar"><l>yValue</l><l>-10</l></block><block s="gotoXY"><l>0</l><block var="yValue"/></block></script></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>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>0</l></block><block s="doSetVar"><l>yValue</l><l>-150</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>-10</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doChangeVar"><l>yValue</l><l>10</l></block><block s="gotoXY"><l>0</l><block var="yValue"/></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>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>0</l></block><block s="doSetVar"><l>yValue</l><l>-150</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>10</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doChangeVar"><l>yValue</l><l>10</l></block><block s="gotoXY"><l>0</l><block var="yValue"/></block></script></block></script></block-definition><block-definition s="Border 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>150</l></block><block s="doSetVar"><l>yValue</l><l>0</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>-10</l></block><block s="gotoXY"><block var="xValue"/><l>150</l></block><block s="doChangeVar"><l>yValue</l><l>10</l></block><block s="gotoXY"><l>150</l><block var="yValue"/></block></script></block><block s="gotoXY"><l>150</l><l>0</l></block></script></block-definition><block-definition s="Border 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>-150</l></block><block s="doSetVar"><l>yValue</l><l>0</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>10</l></block><block s="gotoXY"><block var="xValue"/><l>150</l></block><block s="doChangeVar"><l>yValue</l><l>10</l></block><block s="gotoXY"><l>-150</l><block var="yValue"/></block></script></block><block s="gotoXY"><l>-150</l><l>0</l></block></script></block-definition><block-definition s="Border 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>-150</l></block><block s="doSetVar"><l>yValue</l><l>0</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>10</l></block><block s="gotoXY"><block var="xValue"/><l>-150</l></block><block s="doChangeVar"><l>yValue</l><l>-10</l></block><block s="gotoXY"><l>-150</l><block var="yValue"/></block></script></block><block s="gotoXY"><l>-150</l><l>0</l></block></script></block-definition><block-definition s="Border 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>xValue</l><l>150 </l></block><block s="doSetVar"><l>yValue</l><l>0</l></block><block s="gotoXY"><block var="xValue"/><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l>xValue</l><l>-10</l></block><block s="gotoXY"><block var="xValue"/><l>-150</l></block><block s="doChangeVar"><l>yValue</l><l>-10</l></block><block s="gotoXY"><l>150</l><block var="yValue"/></block></script></block><block s="gotoXY"><l>150</l><l>0</l></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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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</pentrails><costumes><list id="299"><item><ref mediaID="Curve Stitching_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="300"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-110" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,31.600000000000016,1" pen="tip" id="305"><costumes><list struct="atomic" id="306"></list></costumes><sounds><list struct="atomic" id="307"></list></sounds><blocks></blocks><variables></variables><scripts><script x="327.0000000000015" y="903.9999999999998"><block s="gotoXY"><block var="xValue"/><l>150</l></block></script><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="145.99999999999977" collapsed="true">Clears the stage buffer, resets the pen state, and draws the primary X and Y axes to establish the coordinate plane.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="turn"><l>90</l></block></script><comment w="395.99999999999994" collapsed="true">This code segment uses a for i = 1 to 4 loop to initialize the coordinate axes for the starburst design. In each iteration, the sprite moves 150 steps out to draw one axis arm, moves -150 steps back to return to the origin (0, 0), and then turns 90 degrees. Repeating this 4 times creates the perfect perpendicular cross (X and Y axes) that defines the four quadrants for the curve stitching.</comment></block><custom-block s="Quadrant 1"><comment w="631.0000000000001" collapsed="true">The xValue and yValue Initialization: Sets the starting points for the first line at the origin (0,0) and the maximum axis height (150).&#xD;&#xD;The change pen hue by 10 &#xD;Block: Shifts the color spectrum for every iteration, creating a visual gradient that highlights the individual lines within the curve.&#xD;&#xD;The go to x: xValue y: 0 &#xD;Block: Anchors the start of each &quot;string&quot; to the current coordinate on the horizontal axis.&#xD;&#xD;The change xValue by 10 and change yValue by -10 &#xD;Blocks: Creates an inverse relationship where the X-coordinate moves outward while the Y-coordinate moves toward the origin.&#xD;&#xD;The go to x: 0 y: yValue &#xD;Block: Completes the &quot;stitch&quot; by drawing the line from the X-axis to the calculated point on the Y-axis.</comment></custom-block><custom-block s="Quadrant 2"></custom-block><custom-block s="Quadrant 3"></custom-block><custom-block s="Quadrant 4"></custom-block><custom-block s="Border 1"></custom-block><custom-block s="Border 2"></custom-block><custom-block s="Border 3"></custom-block><custom-block s="Border 4"><comment w="80" collapsed="true">&#xD;&#xD;&#xD;&#xD;The Border Custom Blocks: Extends the stitching algorithm to the corners of the stage by connecting axis points to the outer boundary lines (x=150 or y=150).&#xD;&#xD;The go to x: xValue y: 150 (or similar) &#xD;Block: Directs the pen to a fixed boundary edge instead of the origin, creating the &quot;frame&quot; curves around the central star.</comment></custom-block></script><comment x="185.16601562500045" y="402.3333333333328" w="353.00000000000006" collapsed="true">Custom Blocks (Quadrant 1, Border 2, etc.): Uses procedural abstraction to hide complex coordinate math inside simple, reusable named procedures.&#xD;&#xD;Variable Logic: The xValue and yValue variables serve as dynamic iterators that track and update the position of each line in the loop.&#xD;&#xD;Symmetry Logic: By flipping the increments (ex., from +10 to -10), the same abstracted logic is reused to mirror the design into all four quadrants.</comment><comment x="560.7070312500003" y="419.6666666666665" w="159.99999999999977" collapsed="true">Automates the drawing of 15 individual lines, which collectively form an envelope of lines perceived as a parabolic curve.</comment></scripts></sprite><watcher var="xValue" style="normal" x="10" y="10" color="243,118,29"/><watcher var="yValue" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="xValue"><l>40</l></variable><variable name="yValue"><l>-110</l></variable></variables></scene></scenes></project><media name="Curve Stitching" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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" mediaID="Curve Stitching_Stage_cst_Untitled"/></media></snapdata>