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📰 Solution: Treat the two consecutive sessions as a single entity. There are $4!$ ways to arrange the 4 entities (the pair and the other 3 sessions). The pair can be ordered in $2!$ ways. Thus, total arrangements are $4! \times 2! = 24 \times 2 = 48$. \boxed{48} 📰 Question: An angel investor plans to fund 4 startups from a pool of 9, but two specific startups cannot both be funded. How many valid funding combinations are there? 📰 Solution: Total combinations without restrictions: $\dbinom{9}{4} = 126$. Subtract combinations where both problematic startups are included: $\dbinom{7}{2} = 21$ (choosing 2 more from the remaining 7). Valid combinations: $126 - 21 = 105$. \boxed{105} 📰 Best Games Co Op 6743057 📰 This Extreme Pamplona Game Breaked The Internetyou Wont Believe The Twists 9531135 📰 Finally The Ultimate Guide To Successfully Contacting Robert Kennedy Jr At Hhs 9145550 📰 Insignia Tv Remote App 4639762 📰 Play The Storyline Game Online That Everyone Is Raving About Heres Why 4787917 📰 You Wont Believe What Happened To Bmnr On Yahoo Financeshocking Market Move Uncovered 5070961 📰 Find Duplicates In Excel Overnightdiscover The Chestcut Method 3456899 📰 When Do The Playoffs Start 948907 📰 Swap Gruyere For This Creamy Melt Wonder Cheesegame Changing Flavor Await 6240153 📰 Cheapest Insurance For A Car 9997748 📰 Where Can I Watch The Super Bowl 2025 7964168 📰 Celebrity News La 5940081 📰 Mike Ilitch 3055604 📰 Synology Drive Macbook 5520868 📰 Girlylana Reveals Her Secrets The Ultimate Guide To Shine Glam Sweet Vibes 578400