T09 · Insecure Skill Coding Practices
- Location
trader.py:238- Finding
Incomplete Market Sets Are Treated as Complete Probability Distributions
- Content
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MIN_VIOLATION: if deviation > 0: # Sum too high -- sell NO on the highest-priced bins target = max(bins_sorted, key=lambda pb: pb.price) lo = target.bin_info["low"] hi = target.bin_info.get("high", "?") opportunities.append(( target.market, "no", abs(deviation), f"Sum={total:.1%} (>105%): overpriced bin {lo}-{hi}=" f"{target.price:.1%} person={target.person} " f"deviation={deviation:+.1%} -- {target.market.question[:55]}" )) else: # Sum too low -- buy YES on the lowest-priced bins target = min(bins_sorted, key=lambda pb: pb.price) ``` ### Technical Analysis The code assumes that any group containing at least two post-count bins is a complete and mutually exclusive probability distribution. It sums all discovered prices and compares the result directly with `1.0`, but it does not establish that: - Every expected market bin was discovered. - The ranges are contiguous and do not contain gaps. - The ranges do not overlap. - Both lower and upper tail outcomes are represented. - Duplicate or semantically incompatible markets were not grouped together. - All bins use identical resolution rules and date boundaries. Market discovery relies on keyword searches and a fallback request limited to 200 markets. A missing market therefore appears as a negative sum deviation even when the complete distribution is correctly priced. ...[truncated 1730 chars]- Remediation
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