"""FIRE-number solver: smallest liquid NW where GK reaches the bar.

Uses deterministic fixed-return paths so thresholds are exact step functions and
the ordering properties (pension lowers the target, kids/home raise it) hold
without statistical noise.
"""
from __future__ import annotations

import pytest

from fire_planner.fire_target import (
    TargetInputs,
    build_cashflows,
    pension_at_unlock,
    solve_target_nw,
    success_at_nw,
)
from fire_planner.spend_model import Case
from tests.test_simulator import fixed_paths


def _paths(n_years: int = 30):
    # 2% nominal everything -> 0% real return; clean arithmetic.
    return fixed_paths(n_paths=1, n_years=n_years, stock_ret=0.02, bond_ret=0.02, cpi=0.02)


def _inp(**over) -> TargetInputs:
    base = dict(
        case=Case.SOLO,
        country_slug="kuala-lumpur",
        country_display="Kuala Lumpur",
        jurisdiction="malaysia",  # 0% on foreign income -> no tax drag
        annual_spend_gbp=40_000.0,
        horizon_years=30,
        glide_name="static_60_40",
    )
    base.update(over)
    return TargetInputs(**base)


def test_pension_at_unlock_compounds_real_growth() -> None:
    inp = _inp(pension_now_gbp=100_000.0, pension_real_growth=0.03, years_to_pension=10)
    assert pension_at_unlock(inp) == pytest.approx(100_000 * 1.03 ** 10)


def test_build_cashflows_places_pension_kids_home() -> None:
    inp = _inp(
        pension_now_gbp=100_000.0, pension_real_growth=0.0, years_to_pension=10,
        kids_annual_gbp=10_000.0, kids_start_year=5, kids_end_year=8,
        with_home=True, home_amount_gbp=50_000.0, home_year=0,
    )
    cf = build_cashflows(inp, inp.horizon_years)
    assert cf.shape == (30,)
    assert cf[10] == pytest.approx(100_000.0 - 0.0)  # pension lump (no growth) ...
    # ... but home is at year 0 and kids at 5-8, so year 10 is pension only.
    assert cf[0] == pytest.approx(-50_000.0)          # home outflow
    assert cf[5] == pytest.approx(-10_000.0)          # kids ramp
    assert cf[8] == pytest.approx(-10_000.0)
    assert cf[9] == pytest.approx(0.0)                # kids ended


def test_success_is_monotone_in_net_worth() -> None:
    inp = _inp()
    cf = build_cashflows(inp, inp.horizon_years)
    s_low = success_at_nw(_paths(), 300_000.0, inp, cf)
    s_high = success_at_nw(_paths(), 3_000_000.0, inp, cf)
    assert s_low <= s_high
    assert s_high == pytest.approx(1.0)


def test_solver_finds_a_threshold() -> None:
    inp = _inp()
    res = solve_target_nw(_paths(), inp, tol=2_000.0)
    assert res.reached_bar
    # At the target, the bar is met; just below it, it is not.
    cf = build_cashflows(inp, inp.horizon_years)
    assert success_at_nw(_paths(), res.target_nw_gbp, inp, cf) >= inp.bar
    assert success_at_nw(_paths(), res.target_nw_gbp - 5_000.0, inp, cf) < inp.bar


def test_pension_lowers_target() -> None:
    no_pension = solve_target_nw(_paths(), _inp(), tol=2_000.0)
    with_pension = solve_target_nw(
        _paths(), _inp(pension_now_gbp=200_000.0, pension_real_growth=0.0, years_to_pension=10),
        tol=2_000.0,
    )
    assert with_pension.target_nw_gbp < no_pension.target_nw_gbp


def test_kids_raise_target() -> None:
    no_kids = solve_target_nw(_paths(), _inp(), tol=2_000.0)
    with_kids = solve_target_nw(
        _paths(), _inp(kids_annual_gbp=12_000.0, kids_start_year=5, kids_end_year=22),
        tol=2_000.0,
    )
    assert with_kids.target_nw_gbp > no_kids.target_nw_gbp


def test_home_raises_target_meaningfully() -> None:
    no_home = solve_target_nw(_paths(), _inp(), tol=2_000.0)
    with_home = solve_target_nw(
        _paths(), _inp(with_home=True, home_amount_gbp=100_000.0, home_year=0),
        tol=2_000.0,
    )
    # A home costs money, so the target rises — by a non-trivial amount. The
    # increase is < face value because GK anchors its draw rate to the seed and
    # absorbs part of a one-time hit via later guardrail cuts.
    assert with_home.target_nw_gbp > no_home.target_nw_gbp + 10_000.0


def test_unreachable_bar_returns_not_reached() -> None:
    # Spend far above what any NW in range can sustain.
    res = solve_target_nw(_paths(), _inp(annual_spend_gbp=2_000_000.0), hi=1_000_000.0, tol=2_000.0)
    assert not res.reached_bar