What this independent guide supplies
6wins.info is an independent query-information guide with its own Six Stamp Over cricket simulator. A matching name or search snippet does not authenticate an external casino, licence, app, account, commercial game, payment service or support contact. No business identity or commercial affiliation is established here.
This guide-created browser game has original rules and virtual pricing. It does not reproduce an operator interface, demonstrate commercial odds or prepare a user for real-money play. The site has no commercial accounts, deposits, withdrawals or cash prizes.
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Our cricket continuation calculations describe only Six Stamp Over. They cannot validate an external payment, app or commercial game. No regional authorisation, regulator listing, commercial audit or testing seal is authenticated here.
Six balls, two wickets and six distinct stamps
Choose a target of8,12,18 or24 runs before starting a round with six balls and two wickets. Select Defend, Drive, Cut or Slog before each delivery. Outcomes are dot,1,2,3,4,6 or wicket according to the selected shot chart.
The first occurrence of each non-wicket outcome during that round adds one extra run to its normal score and records its own stamp. Thus the first dot scores one, later dots score zero; the first four scores five, later fours score four. Each outcome has a separate stamp. A wicket grants no stamp or bonus, consumes one wicket allowance and does not erase collected stamps.
Reaching the target ends the round immediately with its fixed target-winning return. Using all six balls without reaching it, or losing both wickets, ends the round without a return. There is no cashout, extension or automatic-play control.
Optimal target probability and gross virtual return
Let P be the optimal probability of reaching the selected target from six balls, two wickets and no collected stamps. The target-winning gross credit is stake times0.96 divided by P; a failed chase credits zero. P is calculated by exact dynamic programming over remaining balls, wickets, runs needed and the six-bit stamp mask.
At each state the calculation evaluates all four shot charts and chooses the largest continuation success probability. Expected gross virtual return is96% when shot decisions follow that optimal policy. Suboptimal decisions may lower it. The figure is not a96% chance of winning, a target score, a collection probability, a platform fee or a promise about every strategy.
The credited gross return includes its stake component after the stake was deducted. Short sessions need not match expectation. No equal-outcome distribution, fixed2.67-run average or universally superior early-aggression strategy follows from these rules. A suitable shot depends on the target, remaining resources and already collected stamps.
Frequently asked questions
Is this an authenticated operator website?
No. This independent guide supplies its own cricket simulator and does not authenticate an external operator or affiliation.
How does a first-occurrence stamp work?
Each outcome dot,1,2,3,4 or6 grants one extra run on its first occurrence in that round. Repeats give only their normal score.
Does a dot ever score a run?
Yes. The first dot in a round scores one through its stamp bonus. Repeated dots score zero.
