"""Action sequence → phase spans + per-phase turn anchor. Port of the segmentation algorithm used by `whab13/temporal-navigation`: > Major-segment boundaries are derived from the action sequence (rock-solid): > a route is a series of forward-runs separated by SUSTAINED turns (>=2 consecutive > same-direction turns). Short single-step turns are course corrections kept > inside a segment. This yields ~3-6 segments matching the instruction's clause > count, not the ~20 micro-turns a naive split would give. Inputs: actions: list[int] -1=stop, 1=forward, 2=left-turn, 3=right-turn Outputs: spans: list[(start, end)] half-open ranges into `actions` kinds: list[str] one of 'forward' | 'left' | 'right' | 'stop' (per-phase alignment anchor) """ from __future__ import annotations from typing import List, Tuple FORWARD = 1 LEFT = 2 RIGHT = 3 STOP = -1 def _runs(actions: List[int]): """Yield (value, start, end) for each maximal run of equal values in `actions`.""" if not actions: return cur = actions[0]; start = 0 for i in range(1, len(actions)): if actions[i] != cur: yield cur, start, i cur = actions[i]; start = i yield cur, start, len(actions) def segment_actions(actions: List[int], sustained_turn_min: int = 2, ) -> Tuple[List[Tuple[int, int]], List[str]]: """Returns (spans, kinds). Algorithm: 1. Walk the action sequence left-to-right. 2. Phase boundaries are placed at the START of a SUSTAINED-turn run (>= `sustained_turn_min` consecutive turns of the same direction). 3. Single-step or short turns get absorbed into the surrounding forward phase. (They're course corrections, not the operator's intended turn.) 4. The phase kind = the dominant action in that phase: - if the phase contains a sustained-turn run, kind = direction of that run - else kind = 'forward' - if the entire phase is only STOPs, kind = 'stop' """ if not actions: return [], [] # 1) Identify sustained-turn runs by index sustained_turn_starts = [] for v, s, e in _runs(actions): if v in (LEFT, RIGHT) and (e - s) >= sustained_turn_min: sustained_turn_starts.append((s, e, v)) # 2) Build phase boundaries boundaries = [0] for s, e, _ in sustained_turn_starts: if s not in boundaries: boundaries.append(s) # The phase that holds the turn ends WHERE the turn ends — next phase starts after. if e not in boundaries and e < len(actions): boundaries.append(e) if boundaries[-1] != len(actions): boundaries.append(len(actions)) boundaries = sorted(set(boundaries)) spans: List[Tuple[int, int]] = [] for i in range(len(boundaries) - 1): s, e = boundaries[i], boundaries[i + 1] if e > s: spans.append((s, e)) # 3) Classify each phase kinds: List[str] = [] for s, e in spans: sub = actions[s:e] if not sub: kinds.append("stop"); continue # If a sustained-turn run is entirely inside [s, e), use its direction kind = None for ts, te, tv in sustained_turn_starts: if s <= ts < te <= e: kind = "left" if tv == LEFT else "right" break if kind is None: # No sustained turn in this phase if all(a == STOP for a in sub): kind = "stop" else: kind = "forward" kinds.append(kind) return spans, kinds def _self_test(): # Mirror R2R example episode 1803 vibe: # mostly forward with a sustained left turn 4-5 in, then a sustained turn later. actions = [-1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 1, 2, 2, 2, 2, 2, 2, 1, 3, 1, 2, 1, 3, 1, 2, 2, 2, 1, 1, 3, 1, 2, 2, 1, 1, 1, 2, 1] spans, kinds = segment_actions(actions) print(f"n_phases={len(spans)}") for s, k in zip(spans, kinds): print(f" {s} kind={k} actions={actions[s[0]:s[1]]}") assert len(spans) >= 3, "should detect multiple phases" assert "left" in kinds and "forward" in kinds, "should detect a left phase and a forward phase" print("self-test OK") if __name__ == "__main__": _self_test()