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The APR of 181.58% is effectively the average rate you

will get for holding 1 yr taking into ac the 1.658% reduction every 11 days? Or does it excludes the 1.658% in the calculation?

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Tracey-Williams Автор вопроса

Do you have the formula to convert this to the effective rate taking into ac 1.658% reduction every 11 days?

Tracey Williams
Do you have the formula to convert this to the eff...

What do you want to achieve? You have 3 factors - pool size, DFI price and emitted DFI per block. So you can not really compare it with any APR outside DefiChain and inside DefiChain eco system the shown APR is perfectly fine.

Tracey-Williams Автор вопроса
Crypto Guru
What do you want to achieve? You have 3 factors - ...

To keep it simple, Assume all variables , i.e. DFI price, pool size, emitted DFI per block, etc remain constant. I just want to calculate the effective annual percent yield taking into account the 1.658% reduction cycle.

Tracey Williams
To keep it simple, Assume all variables , i.e. DFI...

In mathematics, this is called "exponential decrease". Formula: N(t)=N(0)*(1-p/100)^t So, the APR after 12 months (365 days) is calculated as follows: APR(365) = APR*(1-1.658/100)^(365/11.3) With a current APR of 130%, this gives: APR(365) = 130*(1-1.658/100)^(365/11.3) = approx. 75.75% after one year.

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