""" Auto-generated by build_submission.py -- DO NOT hand-edit (regenerate instead). Self-contained Kaggle ConnectX submission: no imports beyond torch/base64/io, so it runs standalone in Kaggle's evaluation sandbox. Policy: ONE ROUND of REAL adversarial search (exact enumeration of our legal moves, exact enumeration of the opponent's real legal replies, worst-case-for-us selected -- a genuine minimax over EXACTLY KNOWN board dynamics, not an imagined latent transition) -- the learned value head is used ONLY as the leaf evaluator on a real, never-imagined state, optionally blended with an offline-built episodic memory (won AND lost self-play games, see module docstring). A best-effort online value-head update also runs across real games as they're played -- see module docstring's honest caveat about when this can/can't actually do anything, given Kaggle's evaluation interface. **Honest, named limitation** (see connectx_env.py / [[project_connectx_kaggle]]): the base checkpoint was trained via self-play against a small set of fixed/self-generated opponents, not against Kaggle's real matchmaking pool -- see that project's memory entry for the full picture, including this session's confirmed numbers against synthetic test opponents. """ import base64 import collections import io import time import torch _MEMORY_WEIGHT = 0.25 _MEMORY_K = 5 _ONLINE_LR = 1e-05 _ONLINE_UPDATES_PER_EPISODE = 4 _ONLINE_BATCH_SIZE = 256 _UNSOLVED_PENALTY_MULT = 1.0 # x max_steps, matches this session's convention _ADV_ROUNDS = 2 # real adversarial search rounds -- see _adversarial_plan_action's docstring for timing # `_ENDGAME_MAX_COLS`/`_ENDGAME_TIME_BUDGET` (added 2026-08-11): below # this many legal columns, `_exact_endgame_solve` (a real, no-NN, # alpha-beta minimax to the true end of the game) is tried FIRST and used # directly if it finishes in time -- see that function's own docstring # for the calibration and the exact failure mode (a zugzwang/parity trap # invisible to any bounded-depth search) this targets. `_ENDGAME_MAX_COLS # = 0` disables this path entirely. _ENDGAME_MAX_COLS = 5 _ENDGAME_TIME_BUDGET = 1.2 # `_DEEPER_ROUNDS`/`_DEEPER_MAX_BRANCHING`/`_DEEPER_TIME_BUDGET`: real, # mined-from-real-games evidence showed `_ADV_ROUNDS` sometimes sees ZERO # danger on a position (every column looks equally safe) 2-4 plies before # a trap that one round DEEPER already narrows down to exactly one safe # column -- `_ADV_ROUNDS` isn't wrong about what it can see, it just can't # see far enough to avoid a fork the opponent is setting up. A deeper # search is provably too slow to run on EVERY move (measured 8-13s at a # 6-7-legal-column branching factor) -- so this is a SAFE, opportunistic # escalation, not a blanket depth increase: `_DEEPER_ROUNDS = None` # disables it entirely, reproducing the original `_ADV_ROUNDS`-only # behavior byte-for-byte. When enabled, AFTER computing the normal- # `_ADV_ROUNDS` answer (always -- the guaranteed-safe fallback), a # `_DEEPER_ROUNDS`-round search is attempted under a hard # `_DEEPER_TIME_BUDGET` deadline; if it finishes in time its answer is # used instead (strictly more information, never less), if it times out # the original answer is returned completely unchanged. Calibrated via a # 180-game regression suite (random/weak/stronger opponents): zero # win-rate regression, max observed single-move time 1.641s -- # comfortably under Kaggle's 2s budget. _DEEPER_ROUNDS = 3 _DEEPER_MAX_BRANCHING = 4 _DEEPER_TIME_BUDGET = 0.6 # `_ONLINE_ENABLED` (added 2026-08-10, right before submitting -- explicit # user decision after reading the competition's own rule "An Agent's sole # purpose is to generate an action. Activities/code which do not directly # contribute to this will be considered malicious...": the online "weak # learner"'s gradient updates are arguably in service of generating BETTER # actions, not unrelated activity, but it's a genuine judgment call with # real (if likely small) risk, not a zero-risk one -- played safe rather # than assume it's fine. False disables it CLEANLY (no buffer/episode- # tracking side-state at all when off, not just a no-op update call) so # a disabled submission's `agent()` genuinely does nothing but generate # an action, matching the rule as literally as possible. _ONLINE_ENABLED = False _BLOB_B64 = ( "UEsDBAAACAgAAAAAAAAAAAAAAAAAAAAAAAAQABIAYXJjaGl2ZS9kYXRhLnBrbEZCDgBaWlpaWlpaWlpaWlpaWoACfXEAKFgHAAAA" "d2VpZ2h0c3EBfXECKFgRAAAAdmFsdWVfdGFyZ2V0X21lYW5xA2N0b3JjaC5fdXRpbHMKX3JlYnVpbGRfdGVuc29yX3YyCnEEKChY" "BwAAAHN0b3JhZ2VxBWN0b3JjaApGbG9hdFN0b3JhZ2UKcQZYAQAAADBxB1gDAAAAY3B1cQhLAXRxCVFLACkpiWNjb2xsZWN0aW9u" "cwpPcmRlcmVkRGljdApxCilScQt0cQxScQ1YEAAAAHZhbHVlX3RhcmdldF9zdGRxDmgEKChoBWgGWAEAAAAxcQ9oCEsBdHEQUUsA" "KSmJaAopUnERdHESUnETWBQAAABlbmNvZGVyLm5ldC4wLndlaWdodHEUaAQoKGgFaAZYAQAAADJxFWgITQB+dHEWUUsATQABS36G" "cRdLfksBhnEYiWgKKVJxGXRxGlJxG1gSAAAAZW5jb2Rlci5uZXQuMC5iaWFzcRxoBCgoaAVoBlgBAAAAM3EdaAhNAAF0cR5RSwBN" 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"AAAAAAAAAACSUBMAYXJjaGl2ZS8uZGF0YS9zZXJpYWxpemF0aW9uX2lkUEsGBiwAAAAAAAAAHgMtAAAAAAAAAAAAGAAAAAAAAAAY" "AAAAAAAAANMFAAAAAAAAOFETAAAAAABQSwYHAAAAAAtXEwAAAAAAAQAAAFBLBQYAAAAAGAAYANMFAAA4URMAAAA=" ) def _load(): payload = torch.load(io.BytesIO(base64.b64decode(_BLOB_B64)), map_location="cpu") return payload _P = _load() _W = _P["weights"] _NORM_MEAN = _P["norm_mean"] _NORM_STD = _P["norm_std"] _LATENT_DIM = _P["latent_dim"] _NUM_ACTIONS = _P["num_actions"] # includes the training-time PASS action (index WIDTH) _WIDTH = _P["board_width"] _HEIGHT = _P["board_height"] _WIN_LEN = _P["win_len"] _PASS_ACTION = _WIDTH _CELL_WIDTH = 3 _EMPTY, _AGENT, _OPPONENT = 0, 1, 2 _MAX_STEPS = (_WIDTH * _HEIGHT) // 2 + 2 # `_UNSOLVED_PENALTY` (used ONLY by the online learner's episode-ending # label, matching continuous_learner.py's own 1x-max_steps convention) # and `_LOSS_PENALTY` (used ONLY by the adversarial search's "opponent # wins" terminal case) are DELIBERATELY SEPARATE constants -- a real bug # found and fixed 2026-08-10, right after this build was already live: # an earlier version used _UNSOLVED_PENALTY (1x max_steps) for BOTH, # which meant the search scored "the opponent wins outright" EXACTLY # THE SAME as "it's a mere draw" -- losing must be unambiguously worse # than a draw for the search to reliably prioritize blocking a real # threat over a merely-mediocre move, matching connectx_adversarial_search.py's # original, correct 2x convention. Confirmed as the direct, mechanistic # cause of a real observed failure: the deployed agent missed blocking # an opponent's obvious 3-in-a-column vertical threat, scoring the # blocking move WORSE (23.463) than a non-blocking move that let the # opponent win outright (23.000, since the loss was scored at only # max_steps=23, indistinguishable from ordinary mediocre play). _UNSOLVED_PENALTY = _UNSOLVED_PENALTY_MULT * _MAX_STEPS _LOSS_PENALTY = 2 * _MAX_STEPS # Memory tensors (offline-built, see module docstring) -- fixed, never # grow at runtime (only the ONLINE value-head buffer below does). _MEMORY_Z = _P["memory_zs"] _MEMORY_OUTCOMES = _P["memory_outcomes"] if _MEMORY_Z.shape[0] >= 2: _d = torch.cdist(_MEMORY_Z, _MEMORY_Z) _d = torch.where(_d > 1e-6, _d, torch.full_like(_d, float("inf"))) _nn = _d.min(dim=1).values _nn = _nn[torch.isfinite(_nn)] _MEMORY_TRUST_SCALE = _nn.median().item() if len(_nn) > 0 else 1.0 else: _MEMORY_TRUST_SCALE = 1.0 # --- Value head params made trainable for the online "weak learner" # (see module docstring's honest caveat) -- encoder stays FROZEN # (never in this optimizer), matching continuous_learner.py's confirmed # recipe: only the value head updates online. When `_ONLINE_ENABLED` is # False, NONE of this setup happens at all (no optimizer, no # requires_grad, no buffers) -- `agent()` genuinely does nothing but # generate an action in that case, not just a disabled-but-present # mechanism. --- if _ONLINE_ENABLED: _VALUE_PARAM_KEYS = [k for k in _W if k.startswith("value.")] for _k in _VALUE_PARAM_KEYS: _W[_k].requires_grad_(True) # Buffers, not trained parameters (EMA-updated in-place under # no_grad, matching continuous_learner.py's own convention) -- never # added to the optimizer below. _VALUE_TARGET_MEAN = _W.get("value_target_mean", torch.tensor(0.0)).clone() _VALUE_TARGET_STD = _W.get("value_target_std", torch.tensor(1.0)).clone() _ONLINE_OPT = torch.optim.Adam([_W[k] for k in _VALUE_PARAM_KEYS], lr=_ONLINE_LR) _REPLAY_BUFFER = collections.deque(maxlen=2000) # (state_vec: list[float], label: float) _EPISODE_STATES = [] # real one-hot state vectors seen/produced so far THIS episode _EPISODE_LAST_PIECES = None # total board piece count as of our last recorded state THIS episode else: _VALUE_TARGET_MEAN = _W.get("value_target_mean", torch.tensor(0.0)) _VALUE_TARGET_STD = _W.get("value_target_std", torch.tensor(1.0)) def _linear(x, w_key, b_key): return torch.nn.functional.linear(x, _W[w_key], _W[b_key]) def _mlp3(x, prefix): """Replicates model.py's `mlp([in, hidden, hidden, out])`: Linear -> ReLU -> Linear -> ReLU -> Linear (params at Sequential indices 0/2/4, confirmed against the actual saved state_dict keys).""" h = torch.relu(_linear(x, f"{prefix}.net.0.weight", f"{prefix}.net.0.bias")) h = torch.relu(_linear(h, f"{prefix}.net.2.weight", f"{prefix}.net.2.bias")) return _linear(h, f"{prefix}.net.4.weight", f"{prefix}.net.4.bias") def _encode(state_vec): return _mlp3(state_vec, "encoder") def _value_raw(z): return _mlp3(z, "value").squeeze(-1) def _value(z): """Real-scale value estimate (remaining steps), see model.py's WorldModel.evaluate -- denormalizes the network's raw prediction.""" return _value_raw(z) * _VALUE_TARGET_STD + _VALUE_TARGET_MEAN def _memory_blend(z_batch, raw_values): """Same k-NN inverse-distance/trust-scaled blend as episodic_memory.py's EpisodicMemory.query_batch -- replicated here in plain torch (this file can't import that module).""" if _MEMORY_Z.shape[0] == 0 or _MEMORY_WEIGHT <= 0: return raw_values dists = torch.cdist(z_batch, _MEMORY_Z) # [B, N] k = min(_MEMORY_K, _MEMORY_Z.shape[0]) topk_dists, topk_idx = torch.topk(dists, k, largest=False, dim=1) topk_outcomes = _MEMORY_OUTCOMES[topk_idx] weights = 1.0 / (topk_dists + 1e-2) weights = weights / weights.sum(dim=1, keepdim=True) blended = (weights * topk_outcomes).sum(dim=1) mean_dist = topk_dists.mean(dim=1) trust = torch.exp(-mean_dist / _MEMORY_TRUST_SCALE) w = _MEMORY_WEIGHT * trust return (1 - w) * raw_values + w * blended # --- Plain-Python board helpers (no torch) -- mirrors connectx_env.py's # free functions exactly, duplicated here (not imported) since this file # must be standalone. --- def _onehot(idx, n): v = [0] * n v[idx] = 1 return v def _rc(row, col): return row * _WIDTH + col def _encode_board(cells): out = [] for c in cells: out.extend(_onehot(c, _CELL_WIDTH)) return out def _lowest_empty_row(cells, col): for row in range(_HEIGHT - 1, -1, -1): if cells[_rc(row, col)] == _EMPTY: return row return None def _legal_columns(cells): return [c for c in range(_WIDTH) if _lowest_empty_row(cells, c) is not None] def _wins_for(cells, mark): for row in range(_HEIGHT): for col in range(_WIDTH): if cells[_rc(row, col)] != mark: continue for dr, dc in ((0, 1), (1, 0), (1, 1), (1, -1)): er, ec = row + dr * (_WIN_LEN - 1), col + dc * (_WIN_LEN - 1) if not (0 <= er < _HEIGHT and 0 <= ec < _WIDTH): continue if all(cells[_rc(row + dr * k, col + dc * k)] == mark for k in range(_WIN_LEN)): return True return False def _board_full(cells): return all(c != _EMPTY for c in cells) def _apply_move(cells, col, mark): row = _lowest_empty_row(cells, col) new_cells = list(cells) new_cells[_rc(row, col)] = mark return new_cells def _kaggle_board_to_cells(board, mark): """Kaggle's board: flat list, row-major, 0=empty/1=P1/2=P2, row 0 = top -- SAME convention connectx_env.py already uses, confirmed against kaggle_environments' own connectx.json. `mark` tells us which of Kaggle's 1/2 is US.""" opponent_mark = 2 if mark == 1 else 1 cells = [] for v in board: if v == 0: cells.append(_EMPTY) elif v == mark: cells.append(_AGENT) else: assert v == opponent_mark cells.append(_OPPONENT) return cells def _leaf_batch_values(states): if not states: return {} state_t = torch.tensor(states, dtype=torch.float32) norm_t = (state_t - _NORM_MEAN) / _NORM_STD z = _encode(norm_t) vals = _memory_blend(z, _value(z)) return dict(zip(states, vals.tolist())) def _narrow_to_center(legal_cols, max_branching): """Prunes a legal-column list down to `max_branching` columns closest to the board's center -- free, real Connect-4 domain knowledge (a center column touches more potential 4-in-a-row lines than an edge one, same theory as the empty-board opening hint). `max_branching= None` is a no-op -- exact, unpruned enumeration. Only ever applied to OUR OWN follow-up move choices at the deeper-escalation's round 2+ (see `_DEEPER_ROUNDS`'s docstring) -- never to `_ADV_ROUNDS`'s own (always-unpruned) path, and never to the opponent's reply enumeration at ANY round (that's what makes this a genuine worst-case guarantee -- narrowing it would mean silently ignoring some of the opponent's real threats).""" if max_branching is None or len(legal_cols) <= max_branching: return legal_cols center = (_WIDTH - 1) / 2 return sorted(legal_cols, key=lambda c: abs(c - center))[:max_branching] class _RoundSearchTimeout(Exception): pass def _check_deadline(deadline): if deadline is not None and time.time() > deadline: raise _RoundSearchTimeout() def _collect_leaves(cells1, remaining_rounds, leaf_cache, max_branching=None, deadline=None): _check_deadline(deadline) if _board_full(cells1): return for opp_col in _legal_columns(cells1): cells2 = _apply_move(cells1, opp_col, _OPPONENT) if _wins_for(cells2, _OPPONENT) or _board_full(cells2): continue if remaining_rounds <= 1: leaf_cache[tuple(_encode_board(cells2))] = None else: for a2 in _narrow_to_center(_legal_columns(cells2), max_branching): cells3 = _apply_move(cells2, a2, _AGENT) if _wins_for(cells3, _AGENT): continue _collect_leaves(cells3, remaining_rounds - 1, leaf_cache, max_branching, deadline) def _score_after_our_move(cells1, remaining_rounds, leaf_cache, max_branching=None, deadline=None): """cells1: real board right after OUR move (caller already ruled out an immediate win here). Returns our worst-case score -- opponent picks whichever real reply hurts us most. Reads leaf values from `leaf_cache` (already populated by ONE upfront batched call over the WHOLE tree -- see _adversarial_plan_action) instead of calling the value head again at every node.""" if _board_full(cells1): return float(_MAX_STEPS) vals = [] for opp_col in _legal_columns(cells1): cells2 = _apply_move(cells1, opp_col, _OPPONENT) if _wins_for(cells2, _OPPONENT): vals.append(float(_LOSS_PENALTY)) # opponent wins -- worse than a mere draw, see _LOSS_PENALTY's comment elif _board_full(cells2): vals.append(float(_MAX_STEPS)) elif remaining_rounds <= 1: vals.append(leaf_cache[tuple(_encode_board(cells2))]) else: vals.append(_score_after_opponent_move(cells2, remaining_rounds - 1, leaf_cache, max_branching, deadline)) return max(vals) def _score_after_opponent_move(cells2, remaining_rounds, leaf_cache, max_branching=None, deadline=None): """cells2: real board after the opponent's move, our turn again. Returns OUR best achievable worst-case score from here.""" _check_deadline(deadline) our_legal = _narrow_to_center(_legal_columns(cells2), max_branching) if not our_legal: return float(_MAX_STEPS) best = None for a in our_legal: cells3 = _apply_move(cells2, a, _AGENT) if _wins_for(cells3, _AGENT): return -float(_MAX_STEPS) # a forced win exists deeper -- short-circuit s = _score_after_our_move(cells3, remaining_rounds, leaf_cache, max_branching, deadline) if best is None or s < best: best = s return best class _EndgameTimeout(Exception): pass def _exact_endgame_solve(cells0, mover, deadline): """Exact (no NN) alpha-beta minimax to the true end of the game -- see adversarial_search.py's identical function for the full docstring/calibration; this is a plain-torch-free, standalone port (same convention as every other function in this file) so the packaged submission never imports the project. Returns `(best_action, value)` (value from `mover`'s own perspective, +1/-1/0) or `(None, None)` if `deadline` was hit first.""" memo = {} center = (_WIDTH - 1) / 2 def solve(cells, to_move, alpha, beta): if time.time() > deadline: raise _EndgameTimeout() key = (tuple(cells), to_move) cached = memo.get(key) if cached is not None: return cached other = _OPPONENT if to_move == _AGENT else _AGENT legal = sorted(_legal_columns(cells), key=lambda c: abs(c - center)) if not legal: memo[key] = 0.0 return 0.0 if to_move == _AGENT: best = -2.0 for c in legal: nxt = _apply_move(cells, c, to_move) if _wins_for(nxt, to_move): val = 1.0 elif _board_full(nxt): val = 0.0 else: val = solve(nxt, other, alpha, beta) best = max(best, val) alpha = max(alpha, best) if alpha >= beta: break else: best = 2.0 for c in legal: nxt = _apply_move(cells, c, to_move) if _wins_for(nxt, to_move): val = -1.0 elif _board_full(nxt): val = 0.0 else: val = solve(nxt, other, alpha, beta) best = min(best, val) beta = min(beta, best) if alpha >= beta: break memo[key] = best return best root_legal = _legal_columns(cells0) if not root_legal: return None, None root_legal = sorted(root_legal, key=lambda c: abs(c - center)) other = _OPPONENT if mover == _AGENT else _AGENT try: best_a, best_val = None, None for c in root_legal: nxt = _apply_move(cells0, c, mover) if _wins_for(nxt, mover): val = 1.0 if mover == _AGENT else -1.0 elif _board_full(nxt): val = 0.0 else: val = solve(nxt, other, -1.0, 1.0) if best_val is None or (mover == _AGENT and val > best_val) or (mover == _OPPONENT and val < best_val): best_a, best_val = c, val if (mover == _AGENT and best_val == 1.0) or (mover == _OPPONENT and best_val == -1.0): break return best_a, best_val except _EndgameTimeout: return None, None def _run_search(surviving_actions, action_cells1, search_rounds, max_branching=None, deadline=None): """One full leaf-collect + batched-eval + minimax pass at a given (rounds, max_branching) setting -- factored out so it can be called at two different depths, see `_DEEPER_ROUNDS`'s docstring above. `deadline`: propagated into `_collect_leaves`/`_score_after_opponent_ move` (checked at both exponential-blowup recursion points) AND checked again here, immediately around the ONE batched NN forward pass -- that call is otherwise UNGUARDED/uninterruptible once started, so bailing out right before it (rather than only inside the pure-Python recursion) avoids ever starting an expensive tensor op with no time budget left for it.""" leaf_cache = {} for a in surviving_actions: _collect_leaves(action_cells1[a], search_rounds, leaf_cache, max_branching, deadline) _check_deadline(deadline) if leaf_cache: leaf_cache.update(_leaf_batch_values(list(leaf_cache.keys()))) _check_deadline(deadline) # don't walk the tree on a stale/over-budget result either best_a, best_score = None, None for a in surviving_actions: s = _score_after_our_move(action_cells1[a], search_rounds, leaf_cache, max_branching, deadline) if best_score is None or s < best_score: best_a, best_score = a, s return best_a @torch.no_grad() def _adversarial_plan_action(cells0): """`_ADV_ROUNDS` real adversarial rounds (our move, then the opponent's worst-case real reply, repeated) before falling back to the learned value head + memory blend as the leaf evaluator -- every transition at every round is EXACT (real board simulation, never imagined). Root action never returns PASS. **Two-phase, GLOBALLY batched leaf evaluation** (fixed 2026-08-10, same day, right before submitting -- a real timing bug caught just in time, see connectx_adversarial_search.py's identical fix for the full story): calling the leaf evaluator separately at every node in the tree (the first version of `rounds>1`) measured up to 2.3s/move against the offline-built ~2600-state memory -- OVER Kaggle's 2s budget. Fixed by walking the tree TWICE (pure Python, cheap): once to collect every non-terminal leaf across the WHOLE tree into one deduplicated set (transpositions collapse for free), then ONE single batched value+memory call, then a second walk doing the actual minimax from the precomputed lookup. Re-measured after the fix across 60 diverse positions (including the maximal-branching empty- board case): rounds=1 max 0.427s, rounds=2 max 0.375s -- comfortably (~5x) under budget again.""" root_legal = _legal_columns(cells0) if not root_legal: return None if _ENDGAME_MAX_COLS and len(root_legal) <= _ENDGAME_MAX_COLS: exact_a, _exact_val = _exact_endgame_solve(cells0, _AGENT, deadline=time.time() + _ENDGAME_TIME_BUDGET) if exact_a is not None: return exact_a # else: timed out -- fall through to the round-based search below # exactly as if this check had never happened. # Center-out root ordering -- NOT a pruning change (every legal column # is still considered, nothing narrowed), only fixes which column wins # a TIE. The scoring loop below uses strict `<`, so the first action # seen at a given score silently wins ties; left-to-right order made # that default to the LEFTMOST column, an arbitrary, exploitable bias # with no game-theoretic basis (unlike the player-1 opening hint, # which deliberately picks center for a real reason). Center columns # are the real stronger choice under a tie (more potential 4-in-a-row # lines pass through them, same fact `_narrow_to_center` already uses # for pruning) -- found from a direct user-observed pattern in real # play ("when we are second we put in left going to right"). _center = (_WIDTH - 1) / 2 root_legal = sorted(root_legal, key=lambda c: abs(c - _center)) surviving_actions, action_cells1 = [], {} for a in root_legal: cells1 = _apply_move(cells0, a, _AGENT) if _wins_for(cells1, _AGENT): return a # immediate win -- take it, no need to consider anything else surviving_actions.append(a) action_cells1[a] = cells1 base_a = _run_search(surviving_actions, action_cells1, _ADV_ROUNDS) # always computed -- guaranteed-safe fallback if _DEEPER_ROUNDS is not None: try: return _run_search(surviving_actions, action_cells1, _DEEPER_ROUNDS, max_branching=_DEEPER_MAX_BRANCHING, deadline=time.time() + _DEEPER_TIME_BUDGET) except _RoundSearchTimeout: pass # didn't finish in time -- fall back to base_a exactly as if _DEEPER_ROUNDS were None return base_a def _online_update(path_states, label): """A FEW Adam steps on a mixed old+new batch from the persisted replay buffer -- value head ONLY (encoder frozen), mirrors continuous_learner.py's confirmed-safe recipe exactly (small updates, EMA-scaled value targets, never a full retrain on just the latest episode). `label`: either "steps" (a real win -- each state labeled with its real remaining-step count) or a fixed penalty (loss/draw -- every state in the walk labeled uniformly bad, same convention as this session's `unsolved_penalty`). Only ever called from `agent()`'s `_ONLINE_ENABLED`-guarded blocks, but a defensive no-op guard here too -- never trust a single call site alone for something this load-bearing.""" global _VALUE_TARGET_MEAN, _VALUE_TARGET_STD if not _ONLINE_ENABLED: return if label == "steps": T = len(path_states) - 1 for t, s in enumerate(path_states): _REPLAY_BUFFER.append((list(s), float(T - t))) else: for s in path_states: _REPLAY_BUFFER.append((list(s), float(label))) if len(_REPLAY_BUFFER) < 8: return pool = list(_REPLAY_BUFFER) states_t = torch.tensor([s for s, _r in pool], dtype=torch.float32) returns_t = torch.tensor([r for _s, r in pool], dtype=torch.float32) momentum = 0.98 new_mean, new_std = returns_t.mean(), returns_t.std().clamp(min=1e-3) with torch.no_grad(): _VALUE_TARGET_MEAN.mul_(momentum).add_(new_mean, alpha=1 - momentum) _VALUE_TARGET_STD.mul_(momentum).add_(new_std, alpha=1 - momentum) returns_norm = (returns_t - _VALUE_TARGET_MEAN) / _VALUE_TARGET_STD norm_states_t = (states_t - _NORM_MEAN) / _NORM_STD with torch.no_grad(): z_all = _encode(norm_states_t) n = len(pool) bs = min(_ONLINE_BATCH_SIZE, n) for _ in range(_ONLINE_UPDATES_PER_EPISODE): idx = torch.randperm(n)[:bs] pred = _value_raw(z_all[idx]) loss = torch.nn.functional.mse_loss(pred, returns_norm[idx]) _ONLINE_OPT.zero_grad() loss.backward() _ONLINE_OPT.step() def agent(observation, configuration): global _EPISODE_STATES, _EPISODE_LAST_PIECES board = list(observation.board) mark = observation.mark cells = _kaggle_board_to_cells(board, mark) # See _ONLINE_ENABLED's own comment above -- when False, NONE of the # episode-tracking/online-update machinery below runs at all, not # just a no-op call: `agent()` genuinely does nothing but pick a # move in that case. if _ONLINE_ENABLED: cur_pieces = sum(1 for v in board if v != 0) # See module docstring's honest caveat -- detecting "a previous # episode ended without us ever winning/drawing it ourselves" # needs care: checking for an ALL-EMPTY board only works when we # happen to be the FIRST mover in the new episode -- as the # second mover, the very first board we see already has the # opponent's first piece on it, so that check would silently # miss the boundary and keep appending to a STALE trajectory # from the already-ended previous episode (a real bug, caught # before submission: our own test harness alternates which side # we play, exactly the condition that triggers it). Robust fix: # within one genuinely continuing episode, the board's total # piece count increases by EXACTLY 1 between our own consecutive # calls (one opponent move happened since we last acted) -- any # other delta means a new episode has started, whichever side we # were on. Infer a LOSS (the only remaining possibility -- our # own win/draw is caught below, right after our own move). # # `_LOSS_PENALTY`, NOT `_UNSOLVED_PENALTY` (fixed 2026-08-10, # follow-up session -- found from a direct user-observed real-game # pattern, "one move before losing, ours plays leftmost"): this is # the exact same mistake as the already-fixed "attacks but never # defends" search bug, just unfixed in a SECOND place. The two # penalties were introduced specifically so the SEARCH treats an # opponent win as worse than a mere draw -- but the online # learner's own training label here used `_UNSOLVED_PENALTY` (the # DRAW value) for a genuine LOSS too, teaching the value head that # losing and drawing are equally bad. Confirmed via real losses # mined from actual Kaggle replays: the fresh (never-online- # updated) search correctly blocks in all 3 traced cases, but the # live, online-drifted process played the losing move instead -- # this conflated label is the direct mechanism. if _EPISODE_STATES and cur_pieces != _EPISODE_LAST_PIECES + 1: _online_update(_EPISODE_STATES, float(_LOSS_PENALTY)) _EPISODE_STATES = [] if not _EPISODE_STATES: _EPISODE_STATES.append(tuple(_encode_board(cells))) legal_cols = _legal_columns(cells) if not legal_cols: return 0 # should never happen -- Kaggle only calls us on a non-terminal state # Free, EXACT domain knowledge (same "neurosymbolic gate" philosophy # as every other domain's hand-given hint in this project): on a # completely empty board, the center column is the known-best # Connect-4 opening. Costs nothing, never worse than guessing. if all(c == _EMPTY for c in cells): best_action = _WIDTH // 2 else: best_action = _adversarial_plan_action(cells) if best_action is None: return legal_cols[0] if not _ONLINE_ENABLED: return int(best_action) post_cells = _apply_move(cells, best_action, _AGENT) _EPISODE_STATES.append(tuple(_encode_board(post_cells))) _EPISODE_LAST_PIECES = sum(1 for v in board if v != 0) + 1 if _wins_for(post_cells, _AGENT): _online_update(_EPISODE_STATES, "steps") _EPISODE_STATES = [] elif _board_full(post_cells): _online_update(_EPISODE_STATES, float(_UNSOLVED_PENALTY)) _EPISODE_STATES = [] return int(best_action)