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📰 The number of ways is $\boxed{243}$. 📰 Question: A sustainable agriculture startup divides 6 distinct crop types into 2 identical storage units. How many ways can the crops be partitioned if each unit must contain at least one type? 📰 Solution: This is equivalent to finding the number of ways to partition 6 distinct elements into 2 non-empty subsets, which is the Stirling number of the second kind $S(6, 2)$. The formula for $S(n, 2)$ is $2^{n-1} - 1$. For $n = 6$: 📰 Best Films Of 2024 4827669 📰 Bang Zoom Pop Game Changing Sound Effects Buttons You Need To Try Asap 1367816 📰 Interwoven 1691030 📰 Spartanburg In Chaoswyff News Breaks Emotional Story No One Saw Coming 5866043 📰 Bubble Master Revealed The Ultimate Tool Thats Taking The Internet By Storm 3693344 📰 Register Verizon Account 5617331 📰 Talking To Agencies Learn The Quick Tricks To Approve For Financial Help Instantly 6074495 📰 Free Charger Station Alert How One Moment Saved My Day Youre Next 2746528 📰 Finally Rehabilitation For Browsers Earn Big With Bing Rewards No Risk 9758516 📰 Archie Kao 8812930 📰 When Does Season 4 Of Bridgerton Come Out 5331732 📰 Finally A Simple Java Lang Tutorial That Even Beginners Will Love 4940978 📰 Looter Shooters 9665600 📰 5Seo Sst Stock Hype Is Now The Perfect Time To Invest Before It Skyrockets 4151496 📰 Bruce Springsteen Born In The Usa Album 9319788