Head to head: gpt-oss-120b vs Kimi K3 In a head-to-head test of eight GSM8K math word problems, gpt-oss-120b and Kimi K3 tied on seven tasks, both returning the correct numeric answer every time. The only separation came on the eighth task, where gpt-oss-120b was correct and Kimi K3 was not, giving gpt-oss-120b an aggregate score of 80.0 versus Kimi K3's 70.0. The test, run with eight fresh tasks judged twice to cancel position bias, shows gpt-oss-120b wins with 75% confidence, a narrow victory rather than a rout. Seven of the eight tasks were dead ties. On those GSM8K word problems, gpt-oss-120b and Kimi K3 both landed the correct numeric answer every time , which tells you the baseline here is solid on straightforward benchmark math. The only separation came on the eighth task, where gpt-oss-120b was correct and Kimi K3 was not . That lone miss is the whole match. The aggregate score reflects it — 80.0 for gpt-oss-120b versus 70.0 for Kimi K3 — but the task breakdown makes clear this was not a rout. It was a near-draw decided by one cleaner finish. The statistical read is the right one: gpt-oss-120b wins with 75% confidence, a lean rather than a landslide . In editorial terms, that means you should prefer gpt-oss-120b on this evidence, but you should not pretend there’s a wide capability gap when seven of eight prompts produced identical benchmark outcomes. What gpt-oss-120b earns here is the reliability nod. When the two models were mostly inseparable, it was the one that avoided the single error that mattered. Final call: gpt-oss-120b takes it — a real win, but a narrow one. How they were tested We ran 8 fresh text tasks, generated on the fly for this matchup so neither model could prepare in advance, and had gpt-5.4 score each one. To cancel position bias, every task was judged twice — once in each presentation order — and every number reported here, including the headline totals, is the average of both passes. gpt-oss-120b scored 80.0 to Kimi K3's 70.0. 1. GSM8K · math word problem Elise has been selling her Dad's collection of 250 books for three years. Each book sells at 20$, and she sold twice as many books in the first year as she has sold in the current year. There are currently 50 unsold books, and her sales number this year is 45. What's the total amount of money she earned in the second year? Solve step by step, then give your final numeric answer on the last line as: Final answer: