APIS

by The Oxchild Pte Ltd.

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UMA Token

by Risk Labs

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Cryptaur

by Cryptaur

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APIS

by The Oxchild Pte Ltd.

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UMA Token

by Risk Labs

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Cryptaur

by Cryptaur

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What problem does this service solve?

APIS will allow users to invest their coins on a network masternode without having to stake a large number of coins or deal with the technical requirements of setting one up.UMA defines an open-source protocol to create and verify trustless financial contracts, making it easier to create financial DApps.Cryptaur is a DApp development and payment network.

Token Stats

Company Description

APIS is developing a masternode mediation platform that will lower the barriers of entry for users wanting invest their coins on their own masternode of a network. A masternode is a type of node that has additional voting influence and block rewards, on a Proof-of-Stake network. Investors are able to place coins on a masternode and receive a stable interest from the block rewards; similar to interest that is given in a bank. APIS will allow users to invest in masternodes without having to deal with the technical requirements or stake a prohibitively large number of coins.
Their network is powered by the Ethereum-based APIS token.

The UMA token is used to enable holders to participate in community governance issues and to help resolve contract disputes on the UMA platform. UMA is designed to be a decentralized financial contracts platform, and is an abbreviation of Universal Market Access. Their goal is to build the financial infrastructure that will make creating decentralized financial services easier. UMA provides a variety of smart contract templates as well as a decentralized oracle that can be used to validate payouts related to financial contracts.

Cryptaur is a Lithuanian company that is buildingg an Ethereum based payment and DApp development network. Cryptaur does not appear to have any distinct advantages over other decentralized networks. Cryptaur has plans to create a social capital management system that will be based on their Proof of Contribution algorithm.

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