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Each character in a base-36 string carries log2(36) ≈ 5.17 bits of entropy. For 16 characters, total entropy ≈ 5.17 × 16 = . However, that is the maximum if the string is perfectly uniformly random. In practice, many generation methods (e.g., pseudorandom number generators) achieve near‑maximum entropy. 82 bits is well beyond the 64‑bit threshold considered breakable by brute force for most adversaries. For comparison, a 56‑bit DES key can be cracked in hours with custom hardware; 82 bits would take centuries with today’s technology. Each character in a base-36 string carries log2(36) ≈ 5