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Full Result Coverage
Q: What is full result coverage? A: Full result coverage means a group of legs has at least one positive-return leg in every score state in the model.
Full Result Coverage
Q: What is full result coverage?
A: Full result coverage is a basic requirement before a candidate can enter payout solving.
It means:
No matter which score state occurs, the whole group of legs must not all lose together.
Let the score-state set be:
\[ S={s_1,s_2,\ldots,s_m} \]
Each leg has a coverage set:
\[ C(L_i)={s_j:\text{leg }L_i\text{ has settlement code}>0\text{ under }s_j} \]
The group coverage is:
\[ C(L_1,\ldots,L_n)=C(L_1)\cup C(L_2)\cup\cdots\cup C(L_n) \]
If:
\[ C(L_1,\ldots,L_n)=S \]
then the group covers all score states.
A home/draw/away moneyline group covers all 90-minute 1X2 results. But home and away without draw leaves the draw state uncovered.
Coverage is necessary, not sufficient. The odds, stake ratios, rebate, and execution conditions still decide whether the strategy is profitable.