using AcDream.Core.Items;

namespace AcDream.Core.Tests.Items;

/// <summary>
/// Conformance tests for <see cref="VendorPricing"/>. Golden values are
/// hand-traced from ACE's <c>Vendor.GetBuyCost</c>/<c>GetSellCost</c>
/// (<c>references/ACE/Source/ACE.Server/WorldObjects/Vendor.cs:577-599</c>):
/// <code>
///   GetBuyCost:  Math.Max(1, (int)Math.Floor(((float)buyRate * value) + 0.1))
///   GetSellCost: Math.Max(1, (uint)Math.Ceiling(((float)sellRate * value) - 0.1))
/// </code>
/// widened here to also thread the <c>quantity</c> multiplier ACE's own
/// call sites don't need (its <c>GetBuyCost(WorldObject)</c> overload always
/// prices exactly one item; retail's <c>ShopSystem::BuyPrice</c>/<c>SellPrice</c>
/// — <c>docs/research/named-retail/acclient_2013_pseudo_c.txt:702082-702128</c>
/// — carries the explicit <c>arg4</c> stack-count parameter this port
/// preserves). Every golden value below was computed by hand from that same
/// <c>rate * value * quantity</c>, floor/ceil-with-0.1-fudge formula; see
/// each test's comment for the arithmetic. See <see cref="VendorPricing"/>'s
/// doc comment for why retail's literal three-way branch (kept here) and
/// ACE's two-way <c>Math.Max</c> clamp agree for every one of these cases.
/// </summary>
public sealed class VendorPricingTests
{
    // ---- 1. rate = 1.0 (baseline, whole numbers) --------------------------
    // raw = 1.0 * 100 * 1 = 100.0
    // BuyPrice:  floor(100.0 + 0.1) = floor(100.1) = 100
    // SellPrice: ceil(100.0 - 0.1)  = ceil(99.9)    = 100
    [Fact]
    public void RateOne_WholeNumberValue_PassesThroughUnchanged()
    {
        Assert.Equal(100, VendorPricing.BuyPrice(100, (uint)ItemType.Misc, 1.0f, 1));
        Assert.Equal(100, VendorPricing.SellPrice(100, (uint)ItemType.Misc, 1.0f, 1));
    }

    // ---- 2. Fractional rate + stack quantity > 1 --------------------------
    // raw = 0.75 * 37 * 2 = 55.5 (exact in float32/double — 0.75 = 3/4)
    // BuyPrice:  floor(55.5 + 0.1) = floor(55.6) = 55
    // SellPrice: ceil(55.5 - 0.1)  = ceil(55.4)  = 56
    // (This is ALSO the "rounding-sensitive" halfway case for this
    // particular rate/value/quantity combination — floor-with-fudge and
    // ceil-with-fudge deterministically resolve the same 55.5 raw value to
    // two DIFFERENT integers depending on direction, which a naive
    // Math.Round(55.5) could not do consistently.)
    [Fact]
    public void FractionalRate_WithStackQuantity_RoundsPerDirection()
    {
        Assert.Equal(55, VendorPricing.BuyPrice(37, (uint)ItemType.Misc, 0.75f, 2));
        Assert.Equal(56, VendorPricing.SellPrice(37, (uint)ItemType.Misc, 0.75f, 2));
    }

    // ---- 3. value = 0 ------------------------------------------------------
    // raw = 1.0 * 0 * 1 = 0.0
    // BuyPrice:  floor(0.0 + 0.1)  = floor(0.1)  = 0  -> exact-zero guard -> 1
    // SellPrice: ceil(0.0 - 0.1)   = ceil(-0.1)  = 0  -> exact-zero guard -> 1
    // Demonstrates the "a transaction can never be free" floor in BOTH
    // directions, including SellPrice's ceil(-0.1) landing on 0 (not -1)
    // because Math.Ceiling rounds toward positive infinity.
    [Fact]
    public void ZeroValue_ClampsToMinimumOne()
    {
        Assert.Equal(1, VendorPricing.BuyPrice(0, (uint)ItemType.Misc, 1.0f, 1));
        Assert.Equal(1, VendorPricing.SellPrice(0, (uint)ItemType.Misc, 1.0f, 1));
    }

    // ---- 4. Rounding-sensitive halfway case --------------------------------
    // raw = 0.5 * 41 * 1 = 20.5 (exact — 0.5 = 1/2)
    // BuyPrice:  floor(20.5 + 0.1) = floor(20.6) = 20
    // SellPrice: ceil(20.5 - 0.1)  = ceil(20.4)  = 21
    // A naive round-to-nearest of 20.5 is ambiguous (round-half-to-even
    // gives 20, round-half-away-from-zero gives 21) and — critically — would
    // give the SAME answer for both buy and sell. Retail's formula is
    // deterministic AND asymmetric: BuyPrice always rounds DOWN (in the
    // vendor's favor, since it's what the vendor pays out) and SellPrice
    // always rounds UP (also in the vendor's favor, since it's what the
    // vendor charges) at an exact halfway point.
    [Fact]
    public void HalfwayRawValue_BuyRoundsDownSellRoundsUp()
    {
        Assert.Equal(20, VendorPricing.BuyPrice(41, (uint)ItemType.Misc, 0.5f, 1));
        Assert.Equal(21, VendorPricing.SellPrice(41, (uint)ItemType.Misc, 0.5f, 1));
    }

    // ---- 5. Larger value + stack multiplier --------------------------------
    // raw = 2.5 * 1000 * 5 = 12500.0
    // BuyPrice:  floor(12500.0 + 0.1) = floor(12500.1) = 12500
    // SellPrice: ceil(12500.0 - 0.1)  = ceil(12499.9)  = 12500
    // Exercises the quantity multiplier at a magnitude where a
    // single-precision-only intermediate could plausibly drift; 2.5, 1000,
    // and 5 are all exactly representable in float32, so this proves the
    // multiply chain is exact at this scale, not merely "close enough".
    [Fact]
    public void LargeValueWithStackMultiplier_ComputesExactly()
    {
        Assert.Equal(12500, VendorPricing.BuyPrice(1000, (uint)ItemType.Misc, 2.5f, 5));
        Assert.Equal(12500, VendorPricing.SellPrice(1000, (uint)ItemType.Misc, 2.5f, 5));
    }

    // ---- 6. PromissoryNote item-type rate override -------------------------
    // itemType == PromissoryNote overrides the PASSED-IN rate entirely:
    // BuyPrice uses a hardcoded 1.0, SellPrice uses a hardcoded 1.15
    // (retail pc:702087-702090 / :702112-702115), regardless of what the
    // vendor's own buy_price/sell_price fields say. rate=3.0 is deliberately
    // supplied below to prove it gets ignored.
    // BuyPrice:  raw = 1.0 * 100 * 1  = 100.0;  floor(100.1) = 100
    // SellPrice: raw = 1.15 * 100 * 1 = 115.0;  ceil(114.9)  = 115
    [Fact]
    public void PromissoryNote_IgnoresSuppliedRate_UsesHardcodedOverride()
    {
        const uint promissoryNote = (uint)ItemType.PromissoryNote;
        Assert.Equal(100, VendorPricing.BuyPrice(100, promissoryNote, buyRate: 3.0f, quantity: 1));
        Assert.Equal(115, VendorPricing.SellPrice(100, promissoryNote, sellRate: 3.0f, quantity: 1));
    }

    // ---- Bonus: retail's literal negative-result sentinel ------------------
    // Not reachable with any legitimate item (Value and vendor rates are
    // always non-negative by game design — see the type doc comment), but
    // included to prove the literal three-way retail branch survived the
    // port rather than silently collapsing to ACE's Math.Max(1, ...) clamp.
    // raw = 1.0 * -50 * 1 = -50.0
    // BuyPrice:  floor(-50.0 + 0.1) = floor(-49.9) = -50 -> negative -> -1
    // SellPrice: ceil(-50.0 - 0.1)  = ceil(-50.1)  = -50 -> negative -> -1
    [Fact]
    public void SyntheticNegativeValue_ReturnsRetailSentinelNotClampedToOne()
    {
        Assert.Equal(-1, VendorPricing.BuyPrice(-50, (uint)ItemType.Misc, 1.0f, 1));
        Assert.Equal(-1, VendorPricing.SellPrice(-50, (uint)ItemType.Misc, 1.0f, 1));
    }

    // ---- PerUnitValue (Slice 5.3 review fix 2) -----------------------------
    // VendorProfile::VendorSellPrice/VendorBuyPrice (0x005D1B00/0x005D1B70,
    // pc:484801-484813): stackSize <= 0 ? value : value / stackSize
    // (INTEGER division of the wire's stack-TOTAL value by the item's own
    // authored PublicWeenieDesc.StackSize).

    // ---- 7. Stack of 50 arrows: the motivating case ------------------------
    // Wire Value=500 is the price for the WHOLE stack of 50 arrows;
    // per-unit must equal the single-arrow price of 10.
    [Fact]
    public void StackOf50Arrows_DividesToThePerArrowValue()
    {
        Assert.Equal(10, VendorPricing.PerUnitValue(500, descStackSize: 50));
    }

    // ---- 8. descStackSize <= 0 guard ----------------------------------------
    // Zero and negative both take retail's "no division" branch — the
    // stack-total value passes through unchanged.
    [Fact]
    public void DescStackSizeZeroOrNegative_ReturnsValueUnchanged()
    {
        Assert.Equal(250, VendorPricing.PerUnitValue(250, descStackSize: 0));
        Assert.Equal(250, VendorPricing.PerUnitValue(250, descStackSize: -1));
    }

    // ---- 9. descStackSize absent (null) --------------------------------------
    // A non-stackable item's wire PWD never carries a StackSize field at
    // all; null must be treated exactly like retail's zeroed struct
    // default (0) -- no division, value unchanged.
    [Fact]
    public void DescStackSizeAbsent_ReturnsValueUnchanged()
    {
        Assert.Equal(250, VendorPricing.PerUnitValue(250, descStackSize: null));
    }

    // ---- 10. Non-exact division truncates toward zero -----------------------
    // 100 / 3 = 33.33... -> retail's plain integer divide truncates to 33,
    // same as .NET's int division.
    [Fact]
    public void NonExactDivision_TruncatesTowardZero()
    {
        Assert.Equal(33, VendorPricing.PerUnitValue(100, descStackSize: 3));
    }
}