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Mathematical Formulas
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Upgrade a Mine
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APR
Last updated
9 months ago
Create Mine Price Computing :
CreateMinePrice
=
baseMinePrice
\text{CreateMinePrice} = \text{baseMinePrice}
CreateMinePrice
=
baseMinePrice
Upgrade Mine Price Computing :
Join Mine Price Computing :
Mine Rewards Computing :
Mine Value Computing :
UpgradeMinePrice
=
baseMinePrice
Ć
2
(
nextLevel
ā
1
)
\text{UpgradeMinePrice} = \text{baseMinePrice} \times 2^{(\text{nextLevel} - 1)}
UpgradeMinePrice
=
baseMinePrice
Ć
2
(
nextLevel
ā
1
)
JoinMinePrice
=
(
ā
i
=
1
level
baseMinePrice
Ć
2
(
i
ā
1
)
)
Ć
(
1
ā
discountRate
100
)
\text{JoinMinePrice} = \left(\sum_{i=1}^{\text{level}} \text{baseMinePrice} \times 2^{(i - 1)}\right) \times \left(1 - \frac{\text{discountRate}}{100}\right)
JoinMinePrice
=
(
i
=
1
ā
level
ā
baseMinePrice
Ć
2
(
i
ā
1
)
)
Ć
(
1
ā
100
discountRate
ā
)
RewardsToClaim
=
(
mineValue
Ć
mineAPR
365
)
Ć
(
currentTime
ā
lastClaimedAt
)
ONE_DAY
\text{RewardsToClaim} = \frac{(\text{mineValue} \times \frac{\text{mineAPR}}{365}) \times (\text{currentTime} - \text{lastClaimedAt})}{\text{ONE\_DAY}}
RewardsToClaim
=
ONE_DAY
(
mineValue
Ć
365
mineAPR
ā
)
Ć
(
currentTime
ā
lastClaimedAt
)
ā
MineValue
=
ā
i
=
1
level
baseMinePrice
Ć
2
(
i
ā
1
)
\text{MineValue} = \sum_{i=1}^{\text{level}} \text{baseMinePrice} \times 2^{(i - 1)}
MineValue
=
i
=
1
ā
level
ā
baseMinePrice
Ć
2
(
i
ā
1
)