not known to any individual party. 🏈Zero-knowledge proofs: ECVRFs can be used to construct zero-knowledge proofs, which allow a party to prove knowledge of a secret without revealing the secret itself. This can be useful for various applications, such as

⭐Private transactions: MPC can enable private transactions on the Orochi Network, protecting user privacy while maintaining the integrity of the system. ECVRF on the other hand, can be used for: 🏈Verifiable randomness: ECVRFs can be used to generate verifiable randomness for

various applications, such as lotteries, random number generation for consensus protocols, and fair distribution of rewards. 🏈Secure multi-party computations: ECVRFs can be used to enhance the security and privacy of MPC protocols by providing verifiable randomness that is

Understanding the Mechanics of ECVRFs ⚒️ Discover how to generate random numbers that can be proven truly random! 🔍 Elliptic Curve Verifiable Random Functions (ECVRF) utilize a public-key cryptography system with these key components: 🔻 Public-Private Key Pair 🔻 One-Way

✔️ Utilize ECVRF to produce public verifiable randomness ✔️ Reduce Latency ✔️ Reduce Cost These are the key benefits #Orand brings to blockchain gaming. How does it achieve this? 👉 Orand employs the Elliptic Curve Verifiable Random Functions (#ECVRFs), implemented on secp256k1

Demystifying Verifiable Random Functions (VRFs) 🎲 ECVRFs power our Orand - the trustless source of randomness. 🔍 Seeking a deeper understanding? ECVRFs are cryptographic primitives that offer a unique combination of randomness and verifiability. They address a key limitation

One use-case that I'm particularly excited about is ECVRFs. As specified in RFC9381 ( https://t.co/n862cVxZQm), elliptic curves can be used to construct a VRF. This enables Subnets to utilize their validator sets in order to generate on-chain randomness secured by stake 🤯

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🔹 Orand — bringing provable randomness to blockchain. Powered by ECVRFs, Orand outputs randomness that’s impossible to manipulate—and easy to verify. No backdoors. No bias. #FairnessInCode

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8/cont. 💰Earning The randomness generated by the #ECVRFs of #Orand can be used to determine the outcome of incentives or the selection of contributors for @Gafin_io to the distribution of rewards

7/ Anti-Bot Mechanisms ⚔️ Orand ECVRFs can generate random challenges that need to be solved to verify human presence Bots would have difficulty solving these challenges, further deterring their presence in the game

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5/ Fair Matchmaking 🔮 Orand ECVRFs ensure truly random and unbiased number generation, enabling fair matchmaking algorithms => Players of @HeroesEmpires will face opponents based on their skill levels, character strengths, and other relevant factors 🤝