Column 5 has 3 beads. Column 3 has 1 bead. Different depth → blue (≠). In boundary comparison [s2b168sr] (r02-single-step, depth slot 8), Small Road (小路 (Siu Lou), k=2) contrasts Rule 1 Boundary (New Column Row 1) at Column 6 Row 1 (Blue (≠)) against its opposite branch (Red (=)) at Monte-Carlo Salle Blanche displays.
Boundary [s2b168sr] (3-2-1-1-3-2-2-2): Small Road k=2 at C6R1 vs Ref C3 (D1) → Column 5 has 3 beads. Column 3 has 1 bead. Different depth → blue (≠).
Column 5 has 3 beads. Column 3 has 1 bead. Different depth → blue (≠).
Common table reading watchout: Comparing the wrong columns. Compare Column 5, the one that just finished, with Column 3.
Shape r02-single-step depth slot 8 on Hand #11 of 16.
Rule 1 Boundary (New Column Row 1) resolves Blue (≠) while the alternate branch resolves Red (=).
1. Column 6 starts, so use Rule 1: compare Column 5 with Column 3, 2 columns further back. 2. Column 5 has 3 beads. Column 3 has 1 bead. Different depth → blue (≠).
Tracked across 10 marks on Small Road in [s2b168sr].
Rule 1 and Rule 2 produce opposite derived colors on every next-hand split.
At Hand #11 in sequence [s2b168sr] (3-2-1-1-3-2-2-2), Small Road (k=2) resolves Column 6 Row 1 [s2b168sra] relative to Column 3 (depth 1) on Monte-Carlo Salle Blanche displays displays: Column 5 has 3 beads. Column 3 has 1 bead. Different depth → blue (≠).
Reference window [s2b168srb1] for Small Road (offset k=2) [s2b168srb2] links Column 6 Row 1 (depth 3) [s2b168srb3] to Column 3 (depth 1) [s2b168srb4], generating Blue (≠) [s2b168srb5] and next-hand split B=RRB vs P=BBR.
| Branch | Coordinate Pair | Derived Verdict |
|---|---|---|
| s2b168srf1 Active (Rule 1) | s2b168src1 C6R1 vs C3 (D1) | s2b168srv1 Blue (≠) |
| s2b168srf2 Alternate (Rule 2) | s2b168src2 C5R4 vs C3 | s2b168srv2 Red (=) |
For 16 hands in [s2b168src1], Small Road (offset k=2) [s2b168src2] contrasts Column 6 with Column 3 [s2b168src3] at Monte-Carlo Salle Blanche displays; derived marks never indicate Banker or Player [s2b168src4] and each deal [s2b168src5] is mathematically independent.
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