Alibaba Coin

by Alibabacoin Foundation

(0)
View Profile

WhiteCoin

by WhiteCoin

(0)
View Profile

Ravencoin

by Ravencoin

(0)
View Profile

Alibaba Coin

by Alibabacoin Foundation

(0)
View Profile

WhiteCoin

by WhiteCoin

(0)
View Profile

Ravencoin

by Ravencoin

(0)
View Profile

What problem does this service solve?

Alibaba Coin's goal is to use facial recognition technology to make cryptocurrency payment authentication easier.WhiteCoin's currency platform does not appear to provide specific technical advantages or project goals that will solve any problems.Ravencoin wants to create a blockchain that will improve the tracking of digital asset ownership.

Token Stats

Company Description

Alibaba Coin is a digital currency that plans to implement blockchain-based facial recognition technology that will allow users to make transactions by showing their faces to a merchant's camera. Alibaba Coin was created by a company in Dubai, and has no relation to the Chinese online retail giant.

WhiteCoin is a cryptocurrency protocol with a Proof-of-Stake (PoS) consensus mechanism. WhiteCoin's (XWC) marketing materials place an emphasis on security and stability, but do not present details regarding their specific technical advantages or project goals.
WhiteCoin's payment network provides a high degree of anonymity and its PoS consensus model allows XWC coin holders to earn revenue by staking their holdings.

Ravencoin is a blockchain created by the owner of Overstock.com. It is a use case specific blockchain for the declaration of ownership of digital assets. Ravecoin is a fork of Bitcoin, and was originally funded by Medici Ventures, a blockchain investment fund owned by Overstock.com.
Ravencoin's name is inspired by the use of Ravens in sending messages, and its blockchain is designed to carry statements of truth about who owns what asset. The developers created a new consensus algorithm called x16r to solve the problems of centralized ASIC mining. The algorithm is unique in that it consists of 16 different hashing algorithms whose order are randomly changed.

Ratings

(0)

(0)

(0)