RupayX
What is RupayX?
RupayX brings EVM-compatible programmability and native cross-chain communication with RupayX using an innovative consensus of Proof of Authority(PoA)
Why is RupayX designed as a separate chain from RupayX?
The execution of a Smart Contract may slow down the exchange function and add non-deterministic factors to trading. Even if that compromise could be tolerated, it might be a straightforward idea to introduce a new Virtual Machine specification based on Tendermint, based on the current underlying consensus protocol and major RPC implementation of RupayX. But all these will increase the learning requirements for all existing dApp communities, and will not be very welcomed.
How does RupayX work? What is the architecture and consensus used?
RupayX relies on a system with Proof of Authority (PoA) consensus that can support short block time and lower fees.
There will be fewer validators on RupayX testnet.
Can you tell more about Proof of Staked Authority(PoSA)? What is it?
PoSA is a combination of PoA and PoS. Blocks are produced by a limited set of validators, they are elected in and out based on a staking based governance. Validators take turns to produce blocks in a PoA manner
What are the benefits for developers to build on RupayX?
- EVM-compatible: RupayX supports all the existing Ethereum tooling Fast block time, cheaper cost
- Native cross-chain trasfer & communication: RPX DEX remains a liquid venue of exchange of assets on RupayX and RupayX"
What are the benefits for developers to build on RupayX?
RupayX opens the gate for users to take advantage of the fast transferring and trading
What make RupayX different?
Key Innovations:
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Proof-of-authority Consensus
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Native Cross-Chain Communication
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Expand the use cases of RPX token
RupayX is EVM-compatible. What does that mean?
EVM means Ethereum Virtual Machine. Any smart-contract written to run in EVM can be easily ported to RupayX.
Can developers make hybrid Dapps using both RupayX and RupayX in one single Dapp?
Yes, with the help of native cross-chain functions