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    • Allocation & Schedule
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    • Reputation Mining
    • Distribution Formula
    • Conditional Liquid Staking Tokens: a Participation-based Vesting primitive
    • Game Theory of Reputation Mining
  • Reputation Finance
    • What is RepFi (Reputation Finance)
    • Social Prediction Market Making: Peer Staking
      • Parameters & Calculations
    • Unrealized Rep as a Collateral (URRC)
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  1. Community Rewards

Āutonomous Airdrop

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Last updated 3 months ago

The Āutonomous Airdrop is $AUT's 4 Million distribution to reward early ecosystem participants.

Each of the eligible participants will be rewarded based on a transparent and accountable formula:

Aˉ⊕=min(fΠi,40)\displaystyle Ā_{\oplus} = min(_f\Pi_{i} , 40)Aˉ⊕​=min(f​Πi​,40)

This formula describes how every participant with an ĀutID will receive an amount of $AUT equal to their relative Participation-coefficient across the Interactions available in the ecosystem - up to 40 $AUT.

We define “interaction” (unironically, an iota → ι\iotaι) as an activity in the Āut ecosystem - including:

  1. investing in one of our public token sales

  2. participating in our Zealy Testnet campaign

  3. participating in our Zealy Main net campaign

  4. joining the Ambassador program

  5. being an eligible Hub Operator

  6. being an active, contributing member in one of the eligible Hubs.

In the formula, fΠi_f \Pi if​Πi is the relative Participation-coefficient of an eligible participant to the airdrop, calculated as:

fΠi=Πi∑Π\displaystyle _f\Pi_{i} = \frac {\Pi_{i}} {\sum \Pi}f​Πi​=∑ΠΠi​​

where:

  • Πi\Pi_{i}Πi​ is the amount of points (CPiCP_{i}CPi​) gained by a Participant (i) across all the eligible Interactions (ι\iotaι).

  • ∑Π\sum \Pi∑Π is the total amount of Points gained by all eligible Participants across all Interactions (ι\iotaι) in the ecosystem.

Here,

From this we can calculate the Π\PiΠ of a Participant (i) as:

Πi=∑ι=1nιn×(fiCPι)\Pi_{i} = \displaystyle \sum_{\iota = 1}^n \iota_{\tiny n} \times (_{fi}CP_{\iota})Πi​=ι=1∑n​ιn​×(fi​CPι​)

that simply calculates the relative Contribution Points of a Participant in each one of the ecosystem Interactions (ι\iotaι) and multiplies it by the total amount of interactions available.

ι\iotaι is the Interaction itself (as described above)

fiCPι_{fi}CP_{\iota}fi​CPι​ is the relative amount of Contribution Points that the eligible participant gained in that interaction, with the relative value of CP calculated as iCPι∑CPι\displaystyle \frac {_iCP{\iota}} {\sum CP_{\iota}}∑CPι​i​CPι​:

the Contribution Points gained by Participant (i) in Interaction (ι\iotaι), divided by the total amount of points gained by all eligible Participants in that specific Ecosystem Interaction (ι\iotaι).