vb6parse 1.0.1

//! # PV Function
//!
//! Returns a Double specifying the present value of an annuity based on periodic, fixed payments to be paid in the future and a fixed interest rate.
//!
//! ## Syntax
//!
//! ```vb
//! PV(rate, nper, pmt, [fv], [type])
//! ```
//!
//! ## Parameters
//!
//! - `rate` - Required. Double specifying interest rate per period. For example, if you get a car loan at an annual percentage rate (APR) of 10% and make monthly payments, the rate per period is 0.1/12, or 0.0083.
//! - `nper` - Required. Integer specifying total number of payment periods in the annuity. For example, if you make monthly payments on a 4-year car loan, your loan has 4 * 12 (or 48) payment periods.
//! - `pmt` - Required. Double specifying payment to be made each period. Payments usually contain principal and interest that does not change over the life of the annuity.
//! - `fv` - Optional. Variant specifying future value or cash balance you want after you've made the final payment. For example, the future value of a loan is $0 because that's its value after the final payment. However, if you want to save $50,000 over 18 years for your child's education, then $50,000 is the future value. If omitted, 0 is assumed.
//! - `type` - Optional. Variant specifying when payments are due. Use 0 if payments are due at the end of the payment period, or use 1 if payments are due at the beginning of the period. If omitted, 0 is assumed.
//!
//! ## Return Value
//!
//! Returns a `Double` specifying the present value of an annuity. The present value is the current value of a series of future payments or the current value of a future lump sum.
//!
//! ## Remarks
//!
//! The `PV` function is the inverse of the `FV` function. While `FV` calculates what a series of payments will be worth in the future,
//! `PV` calculates what those same future payments are worth today, discounted by a rate of return.
//!
//! An annuity is a series of fixed cash payments made over a period of time. An annuity can be a loan (such as a home mortgage)
//! or an investment (such as a monthly savings plan).
//!
//! The `rate` and `nper` arguments must be calculated using payment periods expressed in the same units. For example, if `rate`
//! is calculated using months, `nper` must also be calculated using months.
//!
//! For all arguments, cash paid out (such as deposits to savings) is represented by negative numbers; cash received
//! (such as dividend checks) is represented by positive numbers.
//!
//! **Important Uses**:
//! - **Loan Affordability**: Calculate how much you can borrow given a specific payment amount
//! - **Investment Valuation**: Determine current value of future cash flows
//! - **Annuity Pricing**: Calculate lump sum value of periodic payments
//! - **Lease Analysis**: Determine present value of lease payments
//!
//! ## Typical Uses
//!
//! 1. **Loan Affordability**: Calculate maximum loan amount based on affordable payment
//! 2. **Investment Valuation**: Determine present value of future investment returns
//! 3. **Annuity Valuation**: Calculate lump sum value of annuity payments
//! 4. **Bond Pricing**: Value bonds based on coupon payments and face value
//! 5. **Lease vs Buy Analysis**: Compare present value of lease payments to purchase price
//! 6. **Pension Valuation**: Calculate current value of future pension payments
//! 7. **Structured Settlement**: Determine lump sum value of periodic payments
//! 8. **Capital Budgeting**: Evaluate present value of project cash flows
//!
//! ## Basic Examples
//!
//! ### Example 1: Loan Affordability
//! ```vb
//! ' How much can you borrow if you can afford $500/month for 5 years at 6% APR?
//! Dim loanAmount As Double
//! loanAmount = Abs(PV(0.06 / 12, 5 * 12, -500))
//! ' Returns approximately $25,775 (negative payment = money you pay out)
//! ```
//!
//! ### Example 2: Investment Present Value
//! ```vb
//! ' What's the present value of receiving $1,000/month for 10 years at 5% return?
//! Dim presentValue As Double
//! presentValue = Abs(PV(0.05 / 12, 10 * 12, 1000))
//! ' Returns approximately $94,289 (positive payment = money you receive)
//! ```
//!
//! ### Example 3: Annuity Valuation
//! ```vb
//! ' Value of annuity paying $2,000/month for 20 years at 4% discount rate
//! Dim annuityValue As Double
//! annuityValue = Abs(PV(0.04 / 12, 20 * 12, 2000))
//! ' Returns the lump sum equivalent value
//! ```
//!
//! ### Example 4: Lump Sum with Future Value
//! ```vb
//! ' Present value of $50,000 in 10 years at 6% annual return (no periodic payments)
//! Dim presentValue As Double
//! presentValue = Abs(PV(0.06, 10, 0, -50000))
//! ' Returns approximately $27,920 (what you'd need to invest today)
//! ```
//!
//! ## Common Patterns
//!
//! ### Pattern 1: `CalculateAffordableLoan`
//! ```vb
//! Function CalculateAffordableLoan(monthlyPayment As Double, _
//!                                  annualRate As Double, _
//!                                  years As Integer) As Double
//!     Dim monthlyRate As Double
//!     Dim numPayments As Integer
//!     
//!     monthlyRate = annualRate / 12
//!     numPayments = years * 12
//!     
//!     ' Negative payment because it's money flowing out
//!     CalculateAffordableLoan = Abs(PV(monthlyRate, numPayments, -monthlyPayment))
//! End Function
//! ```
//!
//! ### Pattern 2: `ComparePaymentOptions`
//! ```vb
//! Function ComparePaymentOptions(payment1 As Double, years1 As Integer, _
//!                                payment2 As Double, years2 As Integer, _
//!                                rate As Double) As String
//!     Dim pv1 As Double
//!     Dim pv2 As Double
//!     
//!     pv1 = Abs(PV(rate / 12, years1 * 12, -payment1))
//!     pv2 = Abs(PV(rate / 12, years2 * 12, -payment2))
//!     
//!     If pv1 > pv2 Then
//!         ComparePaymentOptions = "Option 1 allows borrowing $" & _
//!                                Format(pv1 - pv2, "#,##0") & " more"
//!     Else
//!         ComparePaymentOptions = "Option 2 allows borrowing $" & _
//!                                Format(pv2 - pv1, "#,##0") & " more"
//!     End If
//! End Function
//! ```
//!
//! ### Pattern 3: `CalculateLumpSumEquivalent`
//! ```vb
//! Function CalculateLumpSumEquivalent(monthlyPayment As Double, _
//!                                     years As Integer, _
//!                                     discountRate As Double) As Double
//!     ' Calculate what a stream of payments is worth as a lump sum today
//!     Dim monthlyRate As Double
//!     
//!     monthlyRate = discountRate / 12
//!     CalculateLumpSumEquivalent = Abs(PV(monthlyRate, years * 12, monthlyPayment))
//! End Function
//! ```
//!
//! ### Pattern 4: `ValidatePVParameters`
//! ```vb
//! Function ValidatePVParameters(rate As Double, nper As Integer, _
//!                               pmt As Double) As Boolean
//!     ValidatePVParameters = False
//!     
//!     If nper <= 0 Then
//!         MsgBox "Number of periods must be positive"
//!         Exit Function
//!     End If
//!     
//!     If rate < -1 Then
//!         MsgBox "Interest rate cannot be less than -100%"
//!         Exit Function
//!     End If
//!     
//!     ValidatePVParameters = True
//! End Function
//! ```
//!
//! ### Pattern 5: `CalculateBreakEvenLoanAmount`
//! ```vb
//! Function CalculateBreakEvenLoanAmount(payment As Double, _
//!                                       rate As Double, _
//!                                       years As Integer, _
//!                                       upfrontCosts As Double) As Double
//!     ' Calculate loan amount where total cost equals upfront costs
//!     Dim loanPV As Double
//!     
//!     loanPV = Abs(PV(rate / 12, years * 12, -payment))
//!     CalculateBreakEvenLoanAmount = loanPV - upfrontCosts
//! End Function
//! ```
//!
//! ### Pattern 6: `PVOfMixedCashFlows`
//! ```vb
//! Function PVOfMixedCashFlows(regularPayment As Double, _
//!                             rate As Double, _
//!                             nper As Integer, _
//!                             futureValue As Double) As Double
//!     ' Calculate PV when you have both regular payments and a lump sum
//!     PVOfMixedCashFlows = Abs(PV(rate, nper, regularPayment, futureValue))
//! End Function
//! ```
//!
//! ### Pattern 7: `CalculateRequiredDownPayment`
//! ```vb
//! Function CalculateRequiredDownPayment(homePrice As Double, _
//!                                       monthlyPayment As Double, _
//!                                       rate As Double, _
//!                                       years As Integer) As Double
//!     Dim maxLoan As Double
//!     
//!     maxLoan = Abs(PV(rate / 12, years * 12, -monthlyPayment))
//!     
//!     If maxLoan >= homePrice Then
//!         CalculateRequiredDownPayment = 0
//!     Else
//!         CalculateRequiredDownPayment = homePrice - maxLoan
//!     End If
//! End Function
//! ```
//!
//! ### Pattern 8: `CompareLumpSumVsAnnuity`
//! ```vb
//! Function CompareLumpSumVsAnnuity(lumpSum As Double, _
//!                                  annuityPayment As Double, _
//!                                  years As Integer, _
//!                                  discountRate As Double) As String
//!     Dim annuityPV As Double
//!     Dim difference As Double
//!     
//!     annuityPV = Abs(PV(discountRate / 12, years * 12, annuityPayment))
//!     difference = lumpSum - annuityPV
//!     
//!     If difference > 0 Then
//!         CompareLumpSumVsAnnuity = "Lump sum is better by $" & Format(difference, "#,##0")
//!     ElseIf difference < 0 Then
//!         CompareLumpSumVsAnnuity = "Annuity is better by $" & Format(Abs(difference), "#,##0")
//!     Else
//!         CompareLumpSumVsAnnuity = "Both options are equal"
//!     End If
//! End Function
//! ```
//!
//! ### Pattern 9: `CalculateLeaseValue`
//! ```vb
//! Function CalculateLeaseValue(monthlyLease As Double, _
//!                              leaseTermMonths As Integer, _
//!                              discountRate As Double) As Double
//!     ' Calculate present value of all lease payments
//!     CalculateLeaseValue = Abs(PV(discountRate / 12, leaseTermMonths, -monthlyLease))
//! End Function
//! ```
//!
//! ### Pattern 10: `FindAffordablePayment`
//! ```vb
//! Function FindAffordablePayment(desiredLoan As Double, _
//!                                rate As Double, _
//!                                nper As Integer) As Double
//!     ' Reverse calculation: find payment from desired loan amount
//!     ' This uses Pmt, but demonstrates PV relationship
//!     FindAffordablePayment = Abs(Pmt(rate, nper, desiredLoan))
//! End Function
//! ```
//!
//! ## Advanced Usage
//!
//! ### Example 1: Comprehensive Loan Calculator
//! ```vb
//! ' Calculate loan amounts based on payment affordability
//! Class LoanAffordabilityCalculator
//!     Private m_monthlyIncome As Double
//!     Private m_monthlyDebts As Double
//!     Private m_annualRate As Double
//!     Private m_loanYears As Integer
//!     Private m_debtToIncomeRatio As Double
//!     
//!     Public Sub Initialize(monthlyIncome As Double, monthlyDebts As Double, _
//!                          annualRate As Double, loanYears As Integer)
//!         m_monthlyIncome = monthlyIncome
//!         m_monthlyDebts = monthlyDebts
//!         m_annualRate = annualRate
//!         m_loanYears = loanYears
//!         m_debtToIncomeRatio = 0.43  ' Standard 43% DTI ratio
//!     End Sub
//!     
//!     Public Function GetMaxMonthlyPayment() As Double
//!         Dim maxTotalDebt As Double
//!         Dim maxPayment As Double
//!         
//!         maxTotalDebt = m_monthlyIncome * m_debtToIncomeRatio
//!         maxPayment = maxTotalDebt - m_monthlyDebts
//!         
//!         If maxPayment < 0 Then maxPayment = 0
//!         GetMaxMonthlyPayment = maxPayment
//!     End Function
//!     
//!     Public Function GetMaxLoanAmount() As Double
//!         Dim maxPayment As Double
//!         Dim monthlyRate As Double
//!         Dim numPayments As Integer
//!         
//!         maxPayment = GetMaxMonthlyPayment()
//!         monthlyRate = m_annualRate / 12
//!         numPayments = m_loanYears * 12
//!         
//!         ' Use PV to find how much can be borrowed
//!         GetMaxLoanAmount = Abs(PV(monthlyRate, numPayments, -maxPayment))
//!     End Function
//!     
//!     Public Function GetLoanWithDownPayment(downPayment As Double) As Double
//!         GetLoanWithDownPayment = GetMaxLoanAmount() + downPayment
//!     End Function
//!     
//!     Public Function GetRequiredDownPayment(homePrice As Double) As Double
//!         Dim maxLoan As Double
//!         
//!         maxLoan = GetMaxLoanAmount()
//!         
//!         If maxLoan >= homePrice Then
//!             GetRequiredDownPayment = 0
//!         Else
//!             GetRequiredDownPayment = homePrice - maxLoan
//!         End If
//!     End Function
//!     
//!     Public Function GenerateAffordabilityReport() As String
//!         Dim report As String
//!         Dim maxPayment As Double
//!         Dim maxLoan As Double
//!         
//!         maxPayment = GetMaxMonthlyPayment()
//!         maxLoan = GetMaxLoanAmount()
//!         
//!         report = "Loan Affordability Analysis" & vbCrLf
//!         report = report & String(50, "=") & vbCrLf
//!         report = report & "Monthly Income: $" & Format(m_monthlyIncome, "#,##0") & vbCrLf
//!         report = report & "Existing Debts: $" & Format(m_monthlyDebts, "#,##0") & vbCrLf
//!         report = report & "DTI Ratio: " & Format(m_debtToIncomeRatio * 100, "0") & "%" & vbCrLf
//!         report = report & String(50, "-") & vbCrLf
//!         report = report & "Max Monthly Payment: $" & Format(maxPayment, "#,##0") & vbCrLf
//!         report = report & "Interest Rate: " & Format(m_annualRate * 100, "0.00") & "%" & vbCrLf
//!         report = report & "Loan Term: " & m_loanYears & " years" & vbCrLf
//!         report = report & String(50, "-") & vbCrLf
//!         report = report & "Maximum Loan Amount: $" & Format(maxLoan, "#,##0")
//!         
//!         GenerateAffordabilityReport = report
//!     End Function
//! End Class
//! ```
//!
//! ### Example 2: Annuity Comparison Tool
//! ```vb
//! ' Compare different annuity and lump sum options
//! Module AnnuityComparison
//!     Private Type AnnuityOption
//!         Name As String
//!         Payment As Double
//!         Years As Integer
//!         IsLumpSum As Boolean
//!         LumpSumAmount As Double
//!     End Type
//!     
//!     Public Function CompareOptions(options() As AnnuityOption, _
//!                                   discountRate As Double) As String
//!         Dim report As String
//!         Dim i As Integer
//!         Dim pv As Double
//!         Dim monthlyRate As Double
//!         Dim bestValue As Double
//!         Dim bestIndex As Integer
//!         
//!         monthlyRate = discountRate / 12
//!         bestValue = 0
//!         bestIndex = LBound(options)
//!         
//!         report = "Annuity Option Comparison" & vbCrLf
//!         report = report & "Discount Rate: " & Format(discountRate * 100, "0.0") & "%" & vbCrLf
//!         report = report & String(60, "=") & vbCrLf
//!         report = report & "Option              Type        Present Value" & vbCrLf
//!         report = report & String(60, "-") & vbCrLf
//!         
//!         For i = LBound(options) To UBound(options)
//!             If options(i).IsLumpSum Then
//!                 pv = options(i).LumpSumAmount
//!             Else
//!                 pv = Abs(PV(monthlyRate, options(i).Years * 12, options(i).Payment))
//!             End If
//!             
//!             If pv > bestValue Then
//!                 bestValue = pv
//!                 bestIndex = i
//!             End If
//!             
//!             report = report & Left(options(i).Name & Space(20), 20) & _
//!                      IIf(options(i).IsLumpSum, "Lump Sum    ", "Annuity     ") & _
//!                      "$" & Format(pv, "#,##0")
//!             
//!             If i = bestIndex Then report = report & " *BEST*"
//!             report = report & vbCrLf
//!         Next i
//!         
//!         report = report & String(60, "-") & vbCrLf
//!         report = report & "Recommended: " & options(bestIndex).Name
//!         
//!         CompareOptions = report
//!     End Function
//!     
//!     Public Function CalculateAnnuityYield(lumpSum As Double, _
//!                                          monthlyPayment As Double, _
//!                                          years As Integer) As Double
//!         ' Find the discount rate that makes PV equal to lump sum
//!         ' This is a simplified approximation
//!         Dim rate As Double
//!         Dim pv As Double
//!         Dim diff As Double
//!         
//!         rate = 0.05  ' Starting guess
//!         Do
//!             pv = Abs(PV(rate / 12, years * 12, monthlyPayment))
//!             diff = pv - lumpSum
//!             
//!             If Abs(diff) < 0.01 Then Exit Do
//!             
//!             ' Adjust rate
//!             If diff > 0 Then
//!                 rate = rate + 0.0001
//!             Else
//!                 rate = rate - 0.0001
//!             End If
//!         Loop While Abs(diff) > 0.01
//!         
//!         CalculateAnnuityYield = rate
//!     End Function
//! End Module
//! ```
//!
//! ### Example 3: Lease vs Buy Analyzer
//! ```vb
//! ' Compare leasing vs buying with present value analysis
//! Class LeaseVsBuyAnalyzer
//!     Private m_purchasePrice As Double
//!     Private m_monthlyLease As Double
//!     Private m_leaseTermMonths As Integer
//!     Private m_discountRate As Double
//!     Private m_residualValue As Double
//!     
//!     Public Sub Initialize(purchasePrice As Double, monthlyLease As Double, _
//!                          leaseTermMonths As Integer, discountRate As Double, _
//!                          residualValue As Double)
//!         m_purchasePrice = purchasePrice
//!         m_monthlyLease = monthlyLease
//!         m_leaseTermMonths = leaseTermMonths
//!         m_discountRate = discountRate
//!         m_residualValue = residualValue
//!     End Sub
//!     
//!     Public Function GetLeasePresentValue() As Double
//!         ' Calculate PV of all lease payments
//!         GetLeasePresentValue = Abs(PV(m_discountRate / 12, m_leaseTermMonths, -m_monthlyLease))
//!     End Function
//!     
//!     Public Function GetBuyPresentValue() As Double
//!         ' Calculate PV of buying (purchase price minus PV of residual value)
//!         Dim pvResidual As Double
//!         
//!         ' PV of residual value (what it's worth after lease term)
//!         pvResidual = Abs(PV(m_discountRate / 12, m_leaseTermMonths, 0, -m_residualValue))
//!         
//!         GetBuyPresentValue = m_purchasePrice - pvResidual
//!     End Function
//!     
//!     Public Function GetRecommendation() As String
//!         Dim leasePV As Double
//!         Dim buyPV As Double
//!         Dim difference As Double
//!         
//!         leasePV = GetLeasePresentValue()
//!         buyPV = GetBuyPresentValue()
//!         difference = Abs(buyPV - leasePV)
//!         
//!         If leasePV < buyPV Then
//!             GetRecommendation = "LEASE - Saves $" & Format(difference, "#,##0") & " in PV"
//!         ElseIf leasePV > buyPV Then
//!             GetRecommendation = "BUY - Saves $" & Format(difference, "#,##0") & " in PV"
//!         Else
//!             GetRecommendation = "Either option - PV is equal"
//!         End If
//!     End Function
//!     
//!     Public Function GenerateAnalysis() As String
//!         Dim analysis As String
//!         Dim leasePV As Double
//!         Dim buyPV As Double
//!         
//!         leasePV = GetLeasePresentValue()
//!         buyPV = GetBuyPresentValue()
//!         
//!         analysis = "Lease vs Buy Analysis" & vbCrLf
//!         analysis = analysis & String(50, "=") & vbCrLf
//!         analysis = analysis & "Purchase Price: $" & Format(m_purchasePrice, "#,##0") & vbCrLf
//!         analysis = analysis & "Monthly Lease: $" & Format(m_monthlyLease, "#,##0") & vbCrLf
//!         analysis = analysis & "Lease Term: " & m_leaseTermMonths & " months" & vbCrLf
//!         analysis = analysis & "Discount Rate: " & Format(m_discountRate * 100, "0.0") & "%" & vbCrLf
//!         analysis = analysis & "Residual Value: $" & Format(m_residualValue, "#,##0") & vbCrLf
//!         analysis = analysis & String(50, "-") & vbCrLf
//!         analysis = analysis & "Lease PV: $" & Format(leasePV, "#,##0") & vbCrLf
//!         analysis = analysis & "Buy PV: $" & Format(buyPV, "#,##0") & vbCrLf
//!         analysis = analysis & String(50, "-") & vbCrLf
//!         analysis = analysis & "Recommendation: " & GetRecommendation()
//!         
//!         GenerateAnalysis = analysis
//!     End Function
//! End Class
//! ```
//!
//! ### Example 4: Pension Valuation Calculator
//! ```vb
//! ' Calculate present value of pension benefits
//! Class PensionValuator
//!     Private m_monthlyPension As Double
//!     Private m_yearsToRetirement As Integer
//!     Private m_yearsOfPayments As Integer
//!     Private m_discountRate As Double
//!     Private m_inflationRate As Double
//!     
//!     Public Sub SetPensionDetails(monthlyPension As Double, _
//!                                 yearsToRetirement As Integer, _
//!                                 yearsOfPayments As Integer)
//!         m_monthlyPension = monthlyPension
//!         m_yearsToRetirement = yearsToRetirement
//!         m_yearsOfPayments = yearsOfPayments
//!     End Sub
//!     
//!     Public Sub SetEconomicAssumptions(discountRate As Double, inflationRate As Double)
//!         m_discountRate = discountRate
//!         m_inflationRate = inflationRate
//!     End Sub
//!     
//!     Public Function GetPensionPresentValue() As Double
//!         Dim monthlyRate As Double
//!         Dim numPayments As Integer
//!         Dim pvAtRetirement As Double
//!         Dim pvToday As Double
//!         
//!         monthlyRate = m_discountRate / 12
//!         numPayments = m_yearsOfPayments * 12
//!         
//!         ' Calculate PV at retirement
//!         pvAtRetirement = Abs(PV(monthlyRate, numPayments, m_monthlyPension))
//!         
//!         ' Discount back to today
//!         pvToday = Abs(PV(m_discountRate, m_yearsToRetirement, 0, -pvAtRetirement))
//!         
//!         GetPensionPresentValue = pvToday
//!     End Function
//!     
//!     Public Function GetInflationAdjustedValue() As Double
//!         Dim realRate As Double
//!         Dim monthlyRate As Double
//!         Dim numPayments As Integer
//!         Dim pvAtRetirement As Double
//!         Dim pvToday As Double
//!         
//!         ' Fisher equation: (1 + nominal) = (1 + real)(1 + inflation)
//!         realRate = ((1 + m_discountRate) / (1 + m_inflationRate)) - 1
//!         monthlyRate = realRate / 12
//!         numPayments = m_yearsOfPayments * 12
//!         
//!         pvAtRetirement = Abs(PV(monthlyRate, numPayments, m_monthlyPension))
//!         pvToday = Abs(PV(realRate, m_yearsToRetirement, 0, -pvAtRetirement))
//!         
//!         GetInflationAdjustedValue = pvToday
//!     End Function
//!     
//!     Public Function GenerateValuationReport() As String
//!         Dim report As String
//!         Dim nominalPV As Double
//!         Dim realPV As Double
//!         Dim totalPayments As Double
//!         
//!         nominalPV = GetPensionPresentValue()
//!         realPV = GetInflationAdjustedValue()
//!         totalPayments = m_monthlyPension * m_yearsOfPayments * 12
//!         
//!         report = "Pension Valuation Report" & vbCrLf
//!         report = report & String(50, "=") & vbCrLf
//!         report = report & "Monthly Pension: $" & Format(m_monthlyPension, "#,##0") & vbCrLf
//!         report = report & "Years to Retirement: " & m_yearsToRetirement & vbCrLf
//!         report = report & "Years of Payments: " & m_yearsOfPayments & vbCrLf
//!         report = report & "Discount Rate: " & Format(m_discountRate * 100, "0.0") & "%" & vbCrLf
//!         report = report & "Inflation Rate: " & Format(m_inflationRate * 100, "0.0") & "%" & vbCrLf
//!         report = report & String(50, "-") & vbCrLf
//!         report = report & "Total Nominal Payments: $" & Format(totalPayments, "#,##0") & vbCrLf
//!         report = report & "Present Value (Nominal): $" & Format(nominalPV, "#,##0") & vbCrLf
//!         report = report & "Present Value (Real): $" & Format(realPV, "#,##0") & vbCrLf
//!         report = report & String(50, "-") & vbCrLf
//!         report = report & "Value Reduction from Inflation: $" & _
//!                  Format(nominalPV - realPV, "#,##0") & " (" & _
//!                  Format(((nominalPV - realPV) / nominalPV) * 100, "0.0") & "%)"
//!         
//!         GenerateValuationReport = report
//!     End Function
//! End Class
//! ```
//!
//! ## Error Handling
//!
//! The `PV` function can raise errors in the following situations:
//!
//! - **Invalid Procedure Call (Error 5)**: When:
//!   - `nper` is 0 or negative
//!   - `rate` is -1 (causes division by zero in the formula)
//! - **Type Mismatch (Error 13)**: When arguments cannot be converted to numeric values
//! - **Overflow (Error 6)**: When calculated values exceed Double range
//!
//! Always validate input parameters:
//!
//! ```vb
//! On Error Resume Next
//! presentValue = PV(rate, nper, pmt, fv, type)
//! If Err.Number <> 0 Then
//!     MsgBox "Error calculating present value: " & Err.Description
//!     Err.Clear
//! End If
//! On Error GoTo 0
//! ```
//!
//! ## Performance Considerations
//!
//! - The `PV` function is very fast for individual calculations
//! - Avoid calling repeatedly in tight loops if parameters don't change
//! - Pre-calculate monthly rates and other constants outside loops
//! - For sensitivity analysis, consider caching results
//!
//! ## Best Practices
//!
//! 1. **Convert Rates Properly**: Always divide annual rates by 12 for monthly calculations
//! 2. **Match Time Units**: Ensure rate and nper use the same time period
//! 3. **Use Absolute Value**: Use `Abs()` to display positive values to users
//! 4. **Validate Inputs**: Check that nper > 0 and rate is reasonable
//! 5. **Handle Sign Conventions**: Remember negative = outflow, positive = inflow
//! 6. **Round for Display**: Use `Format()` for currency display
//! 7. **Document Assumptions**: Clearly state discount rates and time periods
//! 8. **Consider Inflation**: Use real rates for inflation-adjusted analysis
//! 9. **Test Edge Cases**: Verify behavior with 0% rate, very long terms
//! 10. **Compare with Pmt**: Understand the inverse relationship between PV and Pmt
//!
//! ## Comparison with Related Functions
//!
//! | Function | Purpose | Returns | Use Case |
//! |----------|---------|---------|----------|
//! | **PV** | Present value of annuity | Double (current value) | Loan affordability, investment valuation |
//! | **FV** | Future value of annuity | Double (future value) | Investment growth, savings goals |
//! | **Pmt** | Periodic payment | Double (payment amount) | Loan payments, inverse of PV |
//! | **NPV** | Net present value | Double (NPV) | Project evaluation with irregular cash flows |
//! | **`NPer`** | Number of periods | Double (period count) | Time to goal calculation |
//! | **Rate** | Interest rate | Double (rate per period) | Finding effective rate |
//!
//! ## Platform and Version Notes
//!
//! - Available in all versions of VBA and VB6
//! - Behavior is consistent across Windows platforms
//! - Uses standard present value formulas from financial mathematics
//! - For zero interest rates, PV is simply pmt * nper + fv
//! - Maximum precision limited by Double data type
//!
//! ## Limitations
//!
//! - Assumes constant interest rate over entire period
//! - Assumes equal payment amounts (standard annuity)
//! - Does not account for taxes, fees, or transaction costs
//! - Cannot handle variable rate scenarios without recalculation
//! - Does not consider payment frequency other than what you specify
//! - Sign convention can be confusing (negative for outflows)
//!
//! ## Related Functions
//!
//! - `FV`: Returns the future value of an investment
//! - `Pmt`: Returns the periodic payment for an annuity
//! - `PPmt`: Returns the principal payment for a specific period
//! - `IPmt`: Returns the interest payment for a specific period
//! - `NPer`: Returns the number of periods for an investment
//! - `Rate`: Returns the interest rate per period
//! - `NPV`: Returns the net present value with irregular cash flows

#[cfg(test)]
mod tests {
    use crate::*;

    #[test]
    fn pv_basic() {
        let source = r"
Dim loanAmount As Double
loanAmount = PV(0.06 / 12, 60, -500)
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_with_all_parameters() {
        let source = r"
Dim presentValue As Double
presentValue = PV(0.05 / 12, 120, 1000, 0, 0)
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_if_statement() {
        let source = r#"
If Abs(PV(rate, nper, payment)) > maxLoan Then
    MsgBox "Cannot afford this amount"
End If
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_function_return() {
        let source = r"
Function CalculateLoanCapacity(payment As Double) As Double
    CalculateLoanCapacity = Abs(PV(0.05 / 12, 360, -payment))
End Function
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_variable_assignment() {
        let source = r"
Dim affordableAmount As Double
affordableAmount = PV(monthlyRate, periods, monthlyPayment)
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_msgbox() {
        let source = r#"
MsgBox "You can borrow: $" & Format(Abs(PV(0.06 / 12, 60, -500)), "0.00")
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_debug_print() {
        let source = r#"
Debug.Print "Present Value: " & PV(rate, nper, pmt)
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_select_case() {
        let source = r#"
Dim loanPV As Double
loanPV = Abs(PV(0.05 / 12, 360, -payment))
Select Case loanPV
    Case Is > 500000
        category = "Jumbo"
    Case Is > 250000
        category = "Conforming"
    Case Else
        category = "Small"
End Select
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_class_usage() {
        let source = r"
Private m_presentValue As Double

Public Sub Calculate()
    m_presentValue = PV(m_rate, m_periods, m_payment)
End Sub
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_with_statement() {
        let source = r"
With loanCalc
    .LoanAmount = PV(.Rate, .Term, .Payment)
End With
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_elseif() {
        let source = r"
If amount > 1000000 Then
    rate = 0.04
ElseIf PV(0.05 / 12, 360, -payment) > budget Then
    rate = 0.05
End If
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_for_loop() {
        let source = r"
For payment = 1000 To 3000 Step 100
    loanAmount = Abs(PV(0.05 / 12, 360, -payment))
    Debug.Print payment, loanAmount
Next payment
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_do_while() {
        let source = r"
Do While Abs(PV(rate, nper, -payment)) < targetLoan
    payment = payment + 10
Loop
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_do_until() {
        let source = r"
Do Until Abs(PV(r / 12, n, -pmt)) >= desiredAmount
    pmt = pmt + 50
Loop
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_while_wend() {
        let source = r"
While Abs(PV(interestRate, periods, -payment)) > 0
    payment = payment + 1
Wend
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_parentheses() {
        let source = r"
Dim result As Double
result = (PV(rate, nper, pmt))
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_iif() {
        let source = r"
Dim presentValue As Double
presentValue = IIf(useFV, PV(r, n, p, fv), PV(r, n, p))
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_comparison() {
        let source = r#"
If Abs(PV(rate1, term, -pmt)) > Abs(PV(rate2, term, -pmt)) Then
    MsgBox "Option 1 allows more borrowing"
End If
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_array_assignment() {
        let source = r"
Dim loanAmounts(10) As Double
loanAmounts(i) = PV(rates(i), periods, payment)
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_property_assignment() {
        let source = r"
Set obj = New LoanCalculator
obj.MaxLoan = PV(obj.Rate, obj.Term, obj.Payment)
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_function_argument() {
        let source = r"
Call AnalyzeLoan(PV(monthlyRate, months, -payment), interestRate)
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_arithmetic() {
        let source = r"
Dim downPayment As Double
downPayment = homePrice - Abs(PV(rate, nper, -payment))
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_concatenation() {
        let source = r#"
Dim msg As String
msg = "Maximum loan: $" & Format(Abs(PV(r, n, -pmt)), "0.00")
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_abs_function() {
        let source = r"
Dim displayValue As Double
displayValue = Abs(PV(interestRate / 12, years * 12, -monthlyPayment))
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_with_future_value() {
        let source = r"
Dim lumpSumPV As Double
lumpSumPV = Abs(PV(0.06, 10, 0, -50000))
";
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_error_handling() {
        let source = r#"
On Error Resume Next
presentValue = PV(rate, nper, pmt, fv, type)
If Err.Number <> 0 Then
    MsgBox "Error calculating present value"
End If
On Error GoTo 0
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }

    #[test]
    fn pv_on_error_goto() {
        let source = r#"
Sub CalculatePresentValue()
    On Error GoTo ErrorHandler
    Dim pv As Double
    pv = PV(monthlyRate, numMonths, payment)
    Exit Sub
ErrorHandler:
    MsgBox "Error in present value calculation"
End Sub
"#;
        let (cst_opt, _failures) = ConcreteSyntaxTree::from_text("test.bas", source).unpack();
        let cst = cst_opt.expect("CST should be parsed");

        let tree = cst.to_serializable();

        let mut settings = insta::Settings::clone_current();
        settings
            .set_snapshot_path("../../../../../snapshots/syntax/library/functions/financial/pv");
        settings.set_prepend_module_to_snapshot(false);
        let _guard = settings.bind_to_scope();
        insta::assert_yaml_snapshot!(tree);
    }
}