Some terminology I like to use:
- Flow represents the equivalent value of money.
- Income represents a positive flow.
- Debt represents a negative flow.
- Loan represents a variance in flow.
- Loan In represents a positive flow variance.
- Loan Out represents a negative flow variance.
- Goal represents a boundary used for flow control.
- Balance represents a calculus used in flow control.
- Spending represents an exchange of flow for an object with the equivalent value.
- Saving represents a flow that was not exchanged according to schedule.
- Reserve represents a flow retained for a later schedule.
Now, let's show some formulas:
- Income Balance = add all corresponding subcategories with positive values
- Debt Balance = add all corresponding subcategories with positive values
- Loan In Balance = Loan From + Return To, where
- Loan From = add all corresponding subcategories with positive values
- Return To = add all corresponding subcategories with negative values
- Loan Out Balance = Return From + Loan To, where
- Return From = add all corresponding subcategories with positive values
- Loan To = add all corresponding subcategories with negative values
- Spending Balance = add all corresponding subcategories with positive values
- Reserve Balance = add all corresponding subcategories with positive values
- Available Flow = Income Balance – Debt Balance – Loan In Balance + Loan Out Balance – Spending Balance – Reserve Balance
- Normal Goal = (Available Flow + Spending Balance) / Month Days, where
- Month Days = the number of days in the corresponding month
- Median Goal = Spending Balance / Today, where
- Today = the number of days since the beginning of the corresponding month including the present day
- Future Goal = Available Flow / (Month Days – Today)
- Today Goal = (Available Flow + Spending Balance Today) / (Month Days – Today + 1), where
- Spending Balance Today = Spending Balance for the day that has Today value
- Available Today = Today Goal – Spending Balance Today
- Savings = (Normal Goal – Median Goal) * Today; a negative value is considered overdraft.
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