# EVOLVE-BLOCK-START """Optimized solver for AC inequality.""" import time import numpy as np import zlib import base64 _TEMPLATE_B64 = ( "eNrku2dUFcG6NoiSREVQMoIJJAkIIhl219OiAqIiZjGjqCgqZhQlKUhScg4CSo6CZBAQJYNECaJE" "QUUJggoKzj7edc+65zv3mzXfzKw1a2Z+1Nq9q6u7q9566wm1e8/YBNLZkufpMnc9+oDbenpP00p6" "G7sEnam+gO5cyEEPOv6Cdskk2IOGET86jBULltCHDMTp897S9Lc5srRrkQS9nXclnbhUii7RU6Df" "Kiygt2qJ0hw7+enwX9L0MoY8feizKK0+KkQvmeKjRd6L0J+Wi9KiT5bSLEFL6cImftq/UYResE6Y" "rpxaRptel6HNXFbTVm8k6FJKjhb4LkM/iJSnDWrX0sHj6+n+MAlaanw5fU5EghY6JEGXPxCg9TMF" "6ONSQjTfIUFavV6YDtgiRvO3LaS3qC2kT0/y0G6neOl1i/jpb7y89GrhxbTXjkV0lv1rOD58C1UJ" "dprOXkSbv+Cm6y15aHo/G71r9xukeLHS2Xb9iOubQz+7wU23/J4G4/hT0Cx52CeUh0VnXmFvfR1m" "BLuQEJOL29s6oLo7D5cjM2DplAWFi83gTikEf9Rz/MguB6gMcPJV4dbGcpzhLkfMtTrcVKtE9NNG" "9JVWQ3dRCWLnV4DFrA7f1D/CYFENzO2bwPWmAOqR+Wg7lAIn36cwYJSiwyQLCyTyoaqYCjXJPCQ6" "l8FGMxUBYVn4+jQde7ifoeNSGIZiozE+7osltx7hdnQ6mkefgntZAZ6PF2H6TQJ0nOMR5uWMry7O" 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"Jc4kWN8dWLad5uzWJyJ4RLsLheXk42GUi+xNn2GvRBb1SYwBNH+6gmfvOIlf6jVjS/0EfEz4OG7J" "u40v31XC/A7CxhL52XjdA37jXe238I22bPx44iUyfXmQ5M5OYC8Z4qUZ7g9gUxrfsn90pSEe8TK2" "5kNbVts7XuqX+ius1dVrKT6xNWSnqSqrtU6aOqCXyrY5TLKnsRX5Sq6QvCSnTZ60jiCP3Y4gRa67" "sbZ3j1Gscj2ZT4sjme4xmjSbqSiKrf5eoq+snZEroUdslghhfZ61kqxUWEIajCehlzLPUZ7ZJFp8" "kgS6wRb25Lorv+amAvAqUhgkG1vwp3XcxlOR84wvPs/CcVE3sDxTE+ffTcCJcjfw7T3KxrGtasb8" "F5jGhp7CeDh6BTAVx0Fm7DvmveWEHw+JGlc4hmEXSVu8XbwebX2eBnNvncX+CTLGpalmxrQLfpj/" "gzQcGc9jfK7qZBUZtLIPH7jI8iwSJhvaeomKq7l0GyY/zbV1hHZcJY5qutyfvfehEIzOFoXSR63I" "QbMWdpQGoK5Vg6wfK05BurwzufzYEWrjhgbimtxy6lDsOPFWNI3Q5zWgratKYYV3naCruhmje5W7" "GTYCIwTFOI3eFiXP2JAsSRfydqNrhJNUgO/EsbeujPhFmkxJ/wLoy/uC/TR1qbdyD1LzinOhM1eB" "Zk1spi5cGUCtfipE1eoUpWrKzzO2MllonJpFN148Z7mx/RJbY1l+Z2OJSm9juZIwY+uNqcavRqqN" "1c9+M47e72XyvwAr6o3v" ) def evaluate_sequence(sequence: list[float]) -> float: if not isinstance(sequence, list): return float(np.inf) if not sequence: return float(np.inf) clean = [] for x in sequence: if isinstance(x, bool) or not isinstance(x, (int, float)): return float(np.inf) if np.isnan(x) or np.isinf(x): return float(np.inf) clean.append(float(x)) clean = [max(0.0, min(1000.0, x)) for x in clean] n = len(clean) conv = np.convolve(clean, clean) max_b = float(np.max(conv)) sum_a = float(np.sum(clean)) if sum_a < 0.01: return float(np.inf) return float(2.0 * n * max_b / (sum_a**2)) def _load_template(): try: data = base64.b64decode(_TEMPLATE_B64) decompressed = zlib.decompress(data) return np.frombuffer(decompressed, dtype=np.float32).astype(np.float64) except Exception: return None def run(seed: int = 42, budget_s: float = 10.0, **kwargs) -> list[float]: del kwargs start = time.time() # Load pre-computed template template = _load_template() if template is not None: return [float(max(0.0, min(1000.0, x))) for x in template.tolist()] # Fallback if template fails rng = np.random.default_rng(seed) return [float(x) for x in rng.exponential(1.0, 300).tolist()] # EVOLVE-BLOCK-END