RocketDash NFT Game
Rocket Dash is a cutting-edge 3D NFT Rocket Racing game that utilizes a play-to-earn approach. This means that players can earn valuable NFT and cryptocurrency rewards by racing their own NFT rockets in a variety of space-themed environments.
What makes RocketDash unique?
RocketDash is the FIRST game to ever be launched on Polygon zkEVM. Additionally, while similar predecessors may have similar features, RocketDash will evolve over time with factions, and other features yet to be revealed. The team will continue to innovate and improve.
How does RocketDash work?
RocketDash is an RNG space racing game in which players purchase a rocket and race it in thrilling multi-player racing. Rockets have rarity properties that give players a probability boost of winning. Players are rewarded on finishing position; top three earn crypto and the top four earn points toward their rank. Players start at basic training and advance to cadet level; from there, players can advance to Pilot, Engineer, Astronaut, and Elonaut, with the latter being the highest rank. Lastly, players can engineer rockets, similar to breeding mechanisms, to build the best rocket for the track.
RocketDash Gameplay Overview
RocketDash is a racing game with RNG based odds and rocket NFTs with probability boosts, with races conducted on a variety of different tracks. In order to play, players will need to connect their wallet (MetaMask, TrustWallet, Coinbase Wallet) to RocketDash.game and will need to have added the Polygon zkEVM network to their wallet, as well as zkEVM ETH.
How to make money in RocketDash?
In RocketDash, there will be fees established by the Admin team for certain actions such as entering races, purchasing ships or using the engineering feature. These fees can be paid using various types of currency (zkETH OR #ELONONE). the first-place finisher will receive 60% of the rewards, the second-place finisher will receive 25% of the rewards, and the third-place finisher will receive 15% of the rewards. Â (NOTE: The prize pool is the total entry fee cost minus admin fees.)
