Draw each as the cell's border shape + optional dot/X. Decode this (imagine the symbols):
But that's not consistent. Let me give you the used by puzzle solvers: 4. Practical Sky Code Chart (Simplified) Use a 3x3 matrix of squares. Each letter is one square's border fragments .
| | | | |---|---|---| | A: ◺ | B: ◿ | C: ◹ | | D: ◸ | E: ▢ | F: ◻ | | G: ◥ | H: ◤ | I: ◣ | sky code
Symbol 1: Top-right corner shape, no dot → Symbol 2: Center square shape, with dot → N Symbol 3: Bottom-left corner shape, with X → Y
Result: (not a word, just example).
| Grid 1 (No dot) | Grid 2 (With dot) | |---|---| | ┌─┬─┐ | ┌─┬─┐ | | ├─┼─┤ | ├─┼─┤ | | └─┴─┘ | └─┴─┘ | | (Each cell is a shape) | (Each cell has a ● dot inside) |
You draw the outline of that specific cell within the 3x3 grid, plus a dot if it's J-R. Draw each as the cell's border shape + optional dot/X
Actually, to be precise: We split the alphabet into two sets of 9 letters (A-I and J-R) and a third set for S-Z + numbers. | Cell Position | No Dot (A-I) | With Dot (J-R) | |---|---|---| | Top-left | A = ┌┐ ? No — better: The shape is the grid cell. | J = same shape + dot | | Top-middle | B | K | | Top-right | C | L | | Middle-left | D | M | | Center | E | N | | Middle-right | F | O | | Bottom-left | G | P | | Bottom-middle | H | Q | | Bottom-right | I | R |