PROOF OF FAIRNESS + OPEN SOURCED CODE
QUANTUM MECHANICS providing VERIFIABLY FAIR wagers
MOONBETS CASINO uses a very unique QUANTUM STATISTICS simulator model to power our VRF (verifiable random function) that decides the wins and losses. It is currently in place with our flagship MOONBETS CLASSIC 2x GAME and will be the heart of all future games we create! View our entire OPEN SOURCED code base with in-depths explanations and verification instructions here- Quantum Statistics Info and Verifiability + open source code: https://github.com/MOONBETS/quantum-moonbets-ui/blob/main/VERIFIABLE.md User Interface (All visuals and interactive sections found on MOONBETS CASINO) https://github.com/MOONBETS/quantum-moonbets-ui/
The MOONBETS Quantum Simulator implements a transparent and verifiable fairness system for MOONBETS, inspired by quantum randomness and verifiable pseudo-quantum algorithms. The core idea revolves around the use of a quantum factor, a RNG (random number generated) independently for each participant, which determines the outcome of your respective games- win or lose.
Each BET on MOONBETS platform is assigned a random number via our quantum RNG after the wager is made, and BET is placed.
The quantum simulator has the option of generating the player's number or other random numbers. You can watch this take place in real-time after each bet is placed in the pop up dialogue box. You can also use the instructions to verify each game in the MOONBETS GitHub!
Mathematical proofs verify that the result is truly random and unmanipulated.
The RNG by the Quantum Simulator becomes available to the MOONBETS application, and if the number generated matches the number that is assigned to the bet- that is a WIN and the player wins 2x their wager. If the number is NOT a match, that is a LOSS.
We are 1 of the few crypto casinos that utilize this model- possible the only. It is the most fair model possible, but it is 1 of the hardest to implement as it requires a high level of experience with statistics, mathematics and basic understanding of the randomness that is Quantum Mechanics.
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