oli_sussex
Market Sharp
- Joined
- Dec 19, 2025
- Messages
- 332
- Reaction score
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- Points
- 3
The Lay the Draw strategy has a specific appeal and a specific problem that the community discusses but never fully resolves.
The appeal: back the draw before a match. When a goal is scored the draw price drops dramatically. Trade out by backing the draw at the lower price. Lock in profit regardless of the final result.
The logic is sound. The execution is specific. The profitability is genuinely contested.
The specific problem.
Every match where no goal is scored: the draw price stays roughly stable or gets shorter as time passes without a goal. The lay position loses value continuously in a goalless game.
The striker rate of Premier League matches ending goalless: approximately 9-10%.
The proportion of matches that stay goalless beyond 60 minutes: higher than 10% because late goals are common.
Every goalless match costs you. Every scored match potentially profits you. The question is whether the profit from goal-scoring matches exceeds the losses from goalless matches at the prices available.
The mathematical answer: depends entirely on game selection, timing of goals, and the prices at which both legs are executed.
Whether it does so consistently in practice: much more contested than the strategy's popularity suggests.
The appeal: back the draw before a match. When a goal is scored the draw price drops dramatically. Trade out by backing the draw at the lower price. Lock in profit regardless of the final result.
The logic is sound. The execution is specific. The profitability is genuinely contested.
The specific problem.
Every match where no goal is scored: the draw price stays roughly stable or gets shorter as time passes without a goal. The lay position loses value continuously in a goalless game.
The striker rate of Premier League matches ending goalless: approximately 9-10%.
The proportion of matches that stay goalless beyond 60 minutes: higher than 10% because late goals are common.
Every goalless match costs you. Every scored match potentially profits you. The question is whether the profit from goal-scoring matches exceeds the losses from goalless matches at the prices available.
The mathematical answer: depends entirely on game selection, timing of goals, and the prices at which both legs are executed.
Whether it does so consistently in practice: much more contested than the strategy's popularity suggests.
