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STAGE 2 BANKROLL MATRIX · OSCAR'S GRIND · 150U / 3-SHOE

Oscar's Grind 1-Unit Cycle — 150-Unit Bankroll & 3-Shoe (216-Hand) Risk-of-Ruin Matrix

When a 150-unit stack enters a 3-shoe (216-hand) session using Oscar's Grind 1-Unit Cycle, step-indexed model M392-0 tracks 436u in cumulative action and a 16.51% barrier-absorption probability before the 60-unit table maximum truncates the asymmetric distribution. Every 8-deck hand remains statistically independent (45.86% Banker, 44.62% Player, 9.52% Tie), meaning progression sizing reshapes session variance without altering the house edge.

Ruin Rate (-75u Stop)
16.51%
Target Hit (+38u Cap)
41.25%
216-Hand Expected Hold
5.44u
Table Max (6-Step Depth)
60u
Engine-Verified Scoreboard · 18 Hands

Read the Board at Table Speed

Open this shoe in /calculator
Big Road P P B B B P P B B P P B B P B P
Big Eye Boy = = ≠ = ≠ ≠ = = = = = = ≠ =
Small Road ≠ ≠ ≠ ≠ ≠ ≠ = = = = ≠ ≠
Cockroach Pig ≠ = = ≠ ≠ ≠ ≠ = = ≠ ≠

Reference 8-deck shoe for Matrix Cell M392 (Oscar's Grind 1-Unit Cycle, 150u bankroll, 216 hands). Big Road and Bead Plate show Banker (red) and Player (blue); derived roads record structural symmetry.

Big Road B is Banker, P is Player Roads under it Red (=): repeating Blue (≠): breaking
Step-by-Step Mark Proofs (Rule 1 & Rule 2)
Big Eye Boy Mark #2

Column 2 has 2 beads. Column 1 has 2 beads. Same depth → red (=).

  1. Column 3 starts, so use Rule 1: compare Column 2 with Column 1, 1 column further back.
  2. Column 2 has 2 beads. Column 1 has 2 beads. Same depth → red (=).

Common table reading watchout: Comparing the wrong columns. Compare Column 2, the one that just finished, with Column 1.

Small Road Mark #2

Column 4 has 1 bead. Column 2 has 2 beads. Different depth → blue (≠).

  1. Column 5 starts, so use Rule 1: compare Column 4 with Column 2, 2 columns further back.
  2. Column 4 has 1 bead. Column 2 has 2 beads. Different depth → blue (≠).

Common table reading watchout: Comparing the wrong columns. Compare Column 4, the one that just finished, with Column 2.

Cockroach Pig Mark #2

This bead is at Row 2. Column 2 has a bead at Row 2 too → red (=).

  1. Column 5 goes down to Row 2, so use Rule 2: look 3 columns back, at Column 2.
  2. Column 2 has a bead at Row 2 too → red (=).

Common table reading watchout: Thinking "no bead at this row" means blue. It is blue only when Column 2 stopped exactly one row above this bead.

Verified Reference Data

Key Facts & Table Specifications

Session Bankroll & Horizon
150u / 3 Shoes (216 Hands)

Matrix cell M392 tests Oscar's Grind 1-Unit Cycle with a $50 base unit and -75u/+38u absorbing boundaries.

Stop-Loss Ruin Probability
16.51%

Probability of hitting the -75u drawdown barrier before completing 216 hands or reaching +38u.

Stop-Win Target Completion
41.25%

Share of 216-hand trajectories reaching the +38u session ceiling, with 42.24% ending between barriers.

Table Limit Survival Depth
6 Steps (60u Cap)

A 60-unit house limit and 150-unit stack cap Oscar's Grind escalation after 6 adverse coups.

Expected Session House Hold
5.44u ($272)

Derived from 436u total action (2.02x average wager) multiplied by the 1.0579% 8-deck Banker edge.

MATRIX CELL M392 · STOP-LOSS & STOP-WIN GEOMETRY

Oscar's Grind 150u session-bounded footprint Across 216 Hands (M392)

Testing Oscar's Grind (hold on loss / +1 on win) at 150 units across 216 coups in cell M392-1 measures a 16.51% chance of striking the -75-unit stop-loss, while the 60-unit pit ceiling and 1.058% Banker edge impose 5.44u ($272) in expected erosion.

When a 150-unit stack enters a 3-shoe (216-hand) session using Oscar's Grind 1-Unit Cycle, absorbing-barrier model M392-2 maps 436u in cumulative action and a 16.51% barrier-absorption probability before the 60-unit table maximum truncates the bankroll-constrained profile.

M392 ParameterOscar's Grind (150u)3-Shoe footprint
Oscar's Grind Ladderhold on loss / +1 on win (12 steps)Peak 8u multiplier on M392
150u Stack Window216 hands (3 shoes)Barriers -75u / +38u
60u Ceiling & Ruin16.51% ruin vs 41.25% winDepth 6 steps (2 cap hits)
436u Handle & Hold5.44u ($272)Multiplier 2.02x (session-bounded drift)
STEP ESCALATION & TURNOVER AUDIT

60u Ceiling Collisions & Oscar's Grind Turnover (3 Shoes)

Testing Oscar's Grind (hold on loss / +1 on win) at 150 units across 216 coups in cell M392-3 documents a 16.51% chance of striking the -75-unit stop-loss, while the 60-unit pit ceiling and 1.058% Banker edge impose 5.44u ($272) in expected erosion.

When a 150-unit stack enters a 3-shoe (216-hand) session using Oscar's Grind 1-Unit Cycle, capital-bounded model M392-4 benchmarks 436u in cumulative action and a 16.51% barrier-absorption probability before the 60-unit table maximum truncates the variance-scaled cadence.

  • Cell M392 rule: lock the -75u stop on your 150u Oscar's Grind stack across 216 hands.
  • Matrix M392 calibrates 5.44u ($272) in house hold over 436u of Oscar's Grind action.
  • Scoreboard check M392: Big Eye Boy, Small Road, and Cockroach Pig use red for repeating symmetry (session-bounded footprint) and blue for pattern breaks—never for Banker or Player.
Table Reality Check

Myth vs. Truth

MythBringing 150 units to a 3-shoe session lets Oscar's Grind 1-Unit Cycle overcome the 1.058% Banker house edge.
TruthNo bankroll size alters per-hand expectation: over 216 hands, Oscar's Grind generates 436u in action, 5.44u in expected loss, and a 16.51% stop-loss ruin rate.
MythDerived road colors on the scoreboard tell Oscar's Grind bettors whether Banker (red) or Player (blue) is due during a 216-hand run.
TruthOn Big Eye Boy, Small Road, and Cockroach Pig, red indicates repeating column structure and blue indicates breaking structure; neither color represents Banker or Player.
6 modules · 36 lessons · $25/month · Module 1 (10 lessons) free

Read Every Derived Road at Table Speed

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  • Structured step-by-step track across Foundations, Big Eye Boy, Small Road, and Cockroach Pig
  • 74 interactive lesson scoreboards and 94 inline quiz checks with plain-English mark feedback
  • Cloud Shoe Log and cross-device progress on web, iOS, and Android