Computational Embroidery Card
📊 Module 1: Metadata Table
- Case ID: Canvas-129
- Perceptual Impression: Recursive Extension
- Fundamental Structure: Zigzag Wave $\slash\backslash\slash\backslash$, Cross Stitch, Vertical Line, Diagonal $\backslash\slash$ Line
- Thread Specifications: DMC / No. 5 Floss
- Color Palette: Green, Orange-Red, White
- Composition Alignment: Left to right, continuous sequence
- Starting Logic: Continuous execution from left to right
📐 Module 2: Starting Logic & Vector Operations
- Starting Logic:
- Key Focus: Embroider the zigzag wave pattern first, followed by the center cross stitch.
- Execution Order: Zigzag Wave $\slash\backslash\slash\backslash$ $\rightarrow$ Cross Stitch $\rightarrow$ Inner Vertical Line $\vert$ $\rightarrow$ Diagonal $\backslash\slash$ Line (Forming 8-way Star Partition).
- Stitching Precision: Lines $1-2$ and $3-4$ must be tightened securely to preserve structural tension.
- Polar Vector Operations (Syntax Type: 8-Way Star Partition):
- Zigzag Boundary Axes: Angle $\pm 45^\circ$ (Continuous recursive wave)
- Central Cross Axes: Angle 0° (Horizontal) and 90° (Vertical)
- Radial Star Division Axes: Angle $\pm 45^\circ$ / $\pm 135^\circ$ (Centripetal geometric partition)
🕸️ Module 3: Structural Mechanics & Topology
- Topological Network: Bounded by wave peaks and troughs as perimeter anchors, with center cross axes and 8-way radial lines converging at the exact cell center.
- Mechanical Analysis: The zigzag outer frame forms a flexible continuous tension boundary. The internal cross and diagonal radiating stitches constrict inward, subdividing the canvas plane into eight balanced triangular stress fields, exemplifying “8-way Star Partitioning.”
⚡ Module 4: SVG Vector Data & P5.js Dynamic Renderer API
🧵 Canvas-129 精確版:1-16 手稿針點路徑動畫
準備進針中…
- SVG Geometric Parameters:
ViewBox:0 0 420 390Zigzag Wave Path: (45, 105) -> (105, 45) -> (165, 105) -> (225, 45)…Center Cross Axes: Horizontal line (105, 195) to (225, 195), Vertical line (165, 135) to (165, 255)Grid Alignment: All anchor nodes snapped to cell centers(x * 30 + 15, y * 30 + 15)
