HH666 legitimacy: limits of this guide

What remains unknown

An outside operator's identity, licence, ownership, official address, app, reputation and safety have not been established here. A similar domain name, search result or the existence of this demo cannot establish those facts.

An independent guide

This guide discusses the name HH666 and provides its own original browser demonstration, Square Root Divisor Roulette. The demonstration does not establish an affiliation with an outside business or reproduce an outside product.

Two readings and the score

Draw two independent uniform integers from 0 through 12. Multiply (first + 1) by (second + 1), find the largest perfect-square divisor of the product and take its square root as the score. There are 169 equally likely ordered pairs; the scores themselves are not equally likely.

Expected return and samples

Each band has 96% mathematical expected gross return before whole-coin credit: coverage/169 × (0.96 × 169/coverage) = 0.96. This is not hit probability or a promised session result. Lower and Middle simulations each used 1,000,000 rounds and measured about 96.0626% and 95.8991%. Upper used 10,000,000 rounds and measured about 95.7625%, with standard error about 0.17365 percentage points. These are sample estimates. Interrupted rounds that never settle are not included in this expectation.

Virtual coins only

The demo has no cashier, deposits, withdrawals or exchangeable winnings. Its coins have no cash value. No outside payment methods, fees, processing times or verification requirements have been established by this guide.

Limits of privacy observations

Local wallet storage and the absence of account or payment controls do not establish anonymity or exclude other personal-data processing. These observations do not establish whether data are sold, profiled or retained elsewhere. This page does not supply an outside company's privacy policy or promise encryption and retention periods.

Frequently asked questions