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The Better Price / the acca
The uplift on a slip

The uplift by number of legs

An acca boost raises the combined price of a slip by a step that grows with the number of legs. The step is real, and it is also the only boost that compounds the chance of losing, because every leg has to land for the uplifted combined price to pay.

Desk spec
acca boosts sampled
288
mean legs
3.4
mean combined price
12.33
mean boosted price
14.15
mean uplift
+14.8%
uplift at 5+ legs
+20.0%
The uplift barsample B / three offered selections, market price against boosted price
selection one2.50 → 3.00+20.0%
selection two4.00 → 4.50+12.5%
selection three1.80 → 2.00+11.1%
the market price is the number the same selection carries everywhere else; the boosted price is what this offer quotes for it. Across the 540 single-selection boosts sampled the mean market price was 2.75 and the mean boosted price 3.17, a mean uplift of +15.3%, and the mean implied chance of the selection fell from 39.8% to 34.6%.
Direct answer

An acca boost adds a step to the combined price that grows with the number of legs - about +5.0% at two legs and +20.0% at five or more in the sample. It raises the price of the whole slip, and it changes nothing about the chance of every leg landing.

The step grows with the slip; the chance does not

A single-selection boost moves one price. An acca boost moves the product of several, and the operator sizes the step by how many legs have to land. That is a rational response to a riskier customer bet, and it is why the boost looks generous exactly where the bet is hardest to win.

Sample F, the uplift by legs across 288 acca boosts
LegsStepOffersShareImplied chance at 2.00 a leg
2+5.0%7225.0%25.0%
3+10.0%9633.3%12.5%
4+15.0%8429.2%6.3%
5 or more+20.0%3612.5%3.1% or less

Read the last column against the third. The uplift roughly doubles between two legs and five, while the implied chance falls by a factor of eight. The boost is larger and the bet is much harder.

What a step does to the price and to the chance

Worked example / sample F, three legs at 2.00, a +10.0% step

  1. the combined market price: 2.00 x 2.00 x 2.00 = 8.00
  2. the implied chance of all three landing: 1 / 8.00 = 12.5%
  3. the boosted combined price: 8.00 x 1.10 = 8.80
  4. the implied chance at the boosted price: 1 / 8.80 = 11.4%
  5. the uplift on a 10.00 stake if all three land: 10.00 x 0.80 = 8.00
  6. added expected value, at the market own chance: 10.00 x 0.80 x 0.125 = 1.00
8.00 more if the slip wins, 1.00 on average - the same shape as a single-selection boost, with the average sitting against a much less likely win.

Across the sample the mean slip was 3.4 legs and the mean combined price 12.33, against a mean boosted price of 14.15: an uplift of +14.8% on a bet whose implied chance was already in single digits.

What an acca boost is not

The growing step compensates for the added legs.

false The step is a percentage on the price; the added legs multiply the chance of losing. A +20.0% step on a five-leg slip does not restore the chance that two legs did not cost.

A bigger step means a bigger expected return.

partly true Measured per unit staked the added expected value rises with the step and falls with the chance. In the sample the effect was roughly flat across leg counts; nothing about the boost made the longer slip the better bet.

The acca boost and the single boost are the same offer.

false The single-selection boost is a price on one event. The acca boost is a price on a product of events, and the cap and revert rules that apply to it differ.