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Liaquat Ali Mirani
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Liaquat Ali Mirani   My Press Releases

How the new rewards framework functions

Published on 12/13/2018
For additional information  Click Here

Join Alidervash on Minds

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Token 101

DOWNLOAD WHITEPAPER

How the new rewards framework functions

Psyches rewards you with crypto for adding to the system. The initial phase in joining our prizes program is to give your versatile number. We convert your number into a hash ID utilizing SHA-256 encryption and a salt key to make an extraordinary identifier for your record. We don't store your number on our servers.

As opposed to compensating you with Points progressively, we are presently circulating our crypto remunerates as a "Day by day Reward Pool". Amid the test arrange, we will explore different avenues regarding how the Daily Reward Pool is determined, yet it will in a perfect world be mechanized dependent on client interest once we move into the Main Ethereum organize.

Consistently, we measure your commitments to the system and you get a "Commitment Score" which can be found in the Contributions area of your wallet. We at that point figure the amount you added to the system with respect to the whole network, which decides the level of the Daily Reward Pool that you acquire.

It is vital to take note of that with the new framework, you will just get kudos for special association, and you can just acquire credit from another exceptional client once per metric every day. (On the off chance that a companion cast a ballot on my substance multiple times in multi day, I will just get acknowledgment for 1 vote). This is basic in averting gaming and maltreatment of the framework as we move into increasingly significant token prizes. We are basically estimating what number of novel clients you came to in a given day.

Day by day rewards will be disseminated at 02:00 am GMT ordinary into your OffChain address.

How we measure your commitments

We compute your commitment score every day utilizing the accompanying weighted scoring framework. If it's not too much trouble take note of that the new framework just gives kudos for extraordinary commitment (clients who have given a versatile number), so not all commitment you get will be figured into your score.

Rewads Table

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