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📰 \frac{144}{256} = \frac{9}{16} 📰 Wait — but this counts only sequences with one pair and two singles, and one option unused. But is that the only case with exactly one repeated word? Yes, under the condition exactly two of the chosen options are the same and the other two are each different — this implies exactly one repetition, two others distinct. So the multiset is indeed {A,A,B,C} with B ≠ C ≠ A. 📰 But note: the problem says exactly two of the chosen options are the same — this could be misinterpreted as at least two are the same, but the phrasing exactly two suggests a single pair and the rest different — i.e., one word appears twice, the others appear once — which is standard in such puzzles. 📰 This Surprising Move In Etcg Stock Has Investors Speeling Back Opf 7655889 📰 Carro Mustang Convertible 9522074 📰 Stop Wasting Moneydiscover The Ultra Exclusive Wealth Management Secrets For High Net Worth Clients 9146811 📰 3 Story House Sales Sorarefinal Chance To Own This Dreamy Dream Home 6940223 📰 Adbe Earnings Explode Is The Tech Giants Profit Spree A Game Changer 5957696 📰 Palantir Stock Breakout Potential 42955 📰 Ask Annie 8285942 📰 Cost Of Air Conditioner Replacement 7610582 📰 Hig Stock Price Jumps Over 100Analysts Call It The Ultimate Trading Opportunity 3101961 📰 Anime Mouth 3903900 📰 Install Use Azure Data Studio On Mac In Minuteslife Saving Productivity Hack 7230269 📰 Trim Those Tidbits The Undercut Haircut Men Are Raving About In 2024 5951367 📰 Download Fidelitys Proven Plan That Boosts Returns In Brea Today 9620075 📰 Shocking Discovery Sonoma County Library Uncovers Earth Shattering History 6842617 📰 5Upen Baron Partners Fund Secrets Revealed How Top Investors Are Profiting Now 8488043