"""Locks the two harness-realism gates codified from the 2026-06-21 intraday wave:
  * day_boundary_robust — a calendar/session/hour signal whose marginal uplift INVERTS when
    the UTC day boundary is shifted is a labeling ARTIFACT (this killed open_drive). A price
    signal that ignores the calendar is INVARIANT; a genuine calendar effect is ROBUST.
  * eval_weights_smallcap — at ~$600 a sub-min_order rebalance can't execute; the modeled
    proportional fee on thousands of sub-dollar moves is a fiction. The realistic evaluator
    skips them.
"""
import sys
from pathlib import Path

import numpy as np
import pandas as pd

ROOT = Path(__file__).resolve().parents[1]
sys.path.insert(0, str(ROOT / "scripts" / "research" / "alt"))
import altlib as al  # noqa: E402


# --- LESSON 1: day-boundary robustness -------------------------------------------------
def test_day_boundary_invariant_for_price_signal():
    """A signal that never reads the calendar is INVARIANT to the day-boundary shift."""
    def mom(df):
        c = df["close"].values
        return np.tanh(3 * (c / al.sma(c, 200) - 1))
    r = al.day_boundary_robust(mom, offsets=(0, 6, 12, 18))
    assert r["verdict"] == "INVARIANT"
    assert r["spread"] == 0.0
    assert r["calendar_sensitive"] is False


def test_day_boundary_flags_calendar_artifact():
    """A pure hour-of-day bias is calendar-sensitive: its uplift swings with the boundary
    (the open_drive failure mode). It must be flagged, never INVARIANT."""
    def hourbias(df):
        h = pd.to_datetime(df["datetime"], utc=True).dt.hour.values
        return np.where(h < 8, 1.0, 0.0)
    r = al.day_boundary_robust(hourbias, offsets=(0, 6, 12, 18))
    assert r["calendar_sensitive"] is True
    assert r["spread"] > 0.05
    assert r["verdict"] != "INVARIANT"


# --- LESSON 2: small-capital fill realism ----------------------------------------------
def test_smallcap_skips_subdollar_rebalances():
    """Thousands of sub-min_order wiggles (a vol-target overlay's fiction) do NOT execute."""
    df = al.get("BTC", "1h")
    rng = np.random.default_rng(0)
    micro = 0.5 + 0.001 * rng.standard_normal(len(df))     # tiny drift around 0.5
    r = al.eval_weights_smallcap(df, micro, capital=600.0, min_order=5.0)
    modeled_turn = al.eval_weights(df, micro)["turnover_per_year"]
    assert r["executed_turnover_per_year"] < modeled_turn * 0.2
    assert r["n_executed_trades"] < len(df) * 0.05


def test_smallcap_keeps_real_trades():
    """A low-turnover signal with genuine large moves executes them, ~no Sharpe haircut."""
    df = al.get("BTC", "1h")
    step = np.zeros(len(df)); step[: len(df) // 2] = 0.5; step[len(df) // 2:] = -0.5
    r = al.eval_weights_smallcap(df, step, capital=600.0, min_order=5.0)
    assert r["n_executed_trades"] >= 2
    assert abs(r["sharpe_haircut"]) < 0.2