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$135 Across Craps Strategy: Correct Setup and Regression

Point-excluded Across · Two hits · Regression · Correct totals

The “$135 Across” strategy commonly means $25 on 4, 5, 9, and 10 and $30 on 6 and 8, excluding the established point. The full six-number layout is actually $160; removing a $25 point leaves $135, while removing 6 or 8 leaves $130.

The name is shorthand, not a guaranteed total

Ask whether the point is excluded and confirm the actual amount. The old claim that $25 units simply “amount to $135” was arithmetically incomplete.

Starting layout

NumberWorking amountPlace win
4$25 unless it is the point$45
5$25 unless it is the point$35
6$30 unless it is the point$35
8$30 unless it is the point$35
9$25 unless it is the point$35
10$25 unless it is the point$45

Place 4/10 is shown for a clean comparison. A Buy bet may pay better at $25 depending on commission timing and rounding.

Two-hit regression to $64 across

  1. After the point, put $130 or $135 across the remaining box numbers using the amounts above.
  2. Collect two box-number wins. The minimum two-hit total is $70; 4/10 hits can pay more.
  3. Regress to $64 across: $10 on 4/5/9/10 and $12 on 6/8.
  4. Decide in advance whether to collect, press, or remove the regressed layout.
EntryTwo minimum $35 hitsReturned by regressionRack result with $64 still working
$135$70$71+$6 cash; $64 exposed
$130$70$66+$6 cash; $64 exposed

The arithmetic explains the appeal: two minimum hits plus the regression return $6 more than the original entry while leaving $64 working. If 7 follows immediately and the returned chips stay in the rack, the cycle still ends $6 ahead. The $64 is nevertheless your money: losing it gives back $64 of the $70 peak profit, and its Place-bet house edges have not changed.

How likely are the two hits?

The answer depends on what happens when the excluded point repeats. The first percentage below treats that roll and all other non-resolving totals as neutral, so it asks whether the next two decisive outcomes for the working layout are covered box numbers rather than 7. The second asks for two covered hits before either 7 or the point ends the current point cycle.

Excluded pointCovered combinationsTwo hits before 7, point treated as neutralTwo hits before point or 7
4 or 1021(21 ÷ 27)² = 60.49%(21 ÷ 30)² = 49.00%
5 or 920(20 ÷ 26)² = 59.17%(20 ÷ 30)² = 44.44%
6 or 819(19 ÷ 25)² = 57.76%(19 ÷ 30)² = 40.11%

Neither column is a universal “success rate.” If the bets come down when the point wins, the right-hand column is the relevant single-cycle measure. If the layout survives a point win, it must be reconfigured around the new point, so the covered combinations and actual amount can change. This is why a demonstration that says only “get two hits” leaves out a material rule.

Risk before the regression

A point-seven-out loses the entire $130/$135 layout before any collection. One hit followed by 7 still produces roughly a $95–$100 loss at the minimum $35 payout. Several short hands can therefore consume a bankroll much faster than the small post-regression rack profit suggests.

Minimum-payout path$135 entry$130 entry
7 before a covered hit−$135−$130
One $35 hit, then 7−$100−$95
Two $35 hits, then regress+$6 racked; $64 working+$6 racked; $64 working
Immediate 7 after that regressionCycle ends +$6Cycle ends +$6

These are minimum-payout examples. A covered 4 or 10 pays $45 as a Place bet, so some paths return more. Buy-bet commission timing can change them again. What does not change is the asymmetry: the plan risks $130 or $135 to reach a state that initially locks up only $6.

Rules to decide before playing

  • Is the point excluded or also covered?
  • Are 4 and 10 Place or Buy bets?
  • Does a 4/10 win count as one of the two hits?
  • Do the bets work on a new come-out roll?
  • What happens after regression: collect, press, or remove?
  • How many full $130/$135 entries fit the loss limit?

Do not size the bankroll to “survive until it works.” The next hand is not more likely to supply two hits because the previous hand failed.

Compare the larger $220 Squeeze Play, the Triple Lux press pattern, and the underlying Place-bet payouts and edges.

Reviewed by Sam: This page keeps the original two-hit regression idea but corrects the starting total and removes claims that the remaining layout is “house money.”

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