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chore(MathSpec.md): fix other problem caused by linter

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Ricardo Guilherme Schmidt
2024-11-11 12:33:54 -03:00
parent 315ff9951e
commit 5c884e7a3c
1 changed files with 15 additions and 5 deletions
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docs/MathSpec.md
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@@ -768,7 +768,9 @@ $$
The maximum total multiplier points that can be generated for a determined amount of balance and lock duration.
$$
\boxed{\hat{\mathcal{f}}mp_{\mathcal{M}}(a_{bal}, t_{\text{lock}}) = a_{bal} + \frac{a_{bal} \times \mathtt{APY} \times \left( M_{\text{MAX}} \times T_{\text{YEAR}} + t_{\text{lock}} \right)}{100 \times T_{\text{YEAR}}}}
\boxed{
\hat{\mathcal{f}}mp_{\mathcal{M}}(a_{bal}, t_{\text{lock}}) = a_{bal} + \frac{a_{bal} \times \mathtt{APY} \times \left( M_{\text{MAX}} \times T_{\text{YEAR}} + t_{\text{lock}} \right)}{100 \times T_{\text{YEAR}}}
}
$$
#### Maximum Accrued Multiplier Points
@@ -776,7 +778,9 @@ $$
The maximum multiplier points that can be accrued over time for a determined amount of balance.
$$
\boxed{\hat{\mathcal{f}}mp_\Sigma^{max}(a_{bal}) = \frac{a_{bal} \times \mathsf{MPY}}{100}}
\boxed{
\hat{\mathcal{f}}mp_\Sigma^{max}(a_{bal}) = \frac{a_{bal} \times \mathsf{MPY}}{100}
}
$$
#### Maximum Absolute Multiplier Points
@@ -785,12 +789,16 @@ The absolute maximum multiplier points that some balance could have, which is th
time and the maximum accrued multiplier points.
$$
\boxed{\hat{\mathcal{f}}mp_\mathcal{M}^\mathit{abs}(a_{bal}) = \frac{a_{bal} \times \mathsf{MPY}_\mathit{abs}}{100}}
\boxed{
\hat{\mathcal{f}}mp_\mathcal{M}^\mathit{abs}(a_{bal}) = \frac{a_{bal} \times \mathsf{MPY}_\mathit{abs}}{100}
}
$$
#### Locked Time ($t_{lock}$)
> [!CAUTION] If implemented with integers, for $a_{bal} < T_{YEAR}$, due precision loss, this values will be an
<!-- prettier-ignore -->
> [!CAUTION]
> If implemented with integers, for $a_{bal} < T_{YEAR}$, due precision loss, this values will be an
> approximation.
Estimates the time an account set as locked time.
@@ -810,7 +818,9 @@ Where:
#### Remaining Time Lock Allowed to Increase
> [!CAUTION] If implemented with integers, for $a_{bal} < T_{YEAR}$, due precision loss, this values will be an
<!-- prettier-ignore -->
> [!CAUTION]
> If implemented with integers, for $a_{bal} < T_{YEAR}$, due precision loss, this values will be an
> approximation.
Retrieves how much time lock can be increased for an account.