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📰 Solution: The number of ways to choose 3 flavors is $ \binom{7}{3} = 35 $, and 2 toppings is $ \binom{4}{2} = 6 $. Multiplying gives $ 35 \cdot 6 = 210 $ combinations. 📰 Question: How many ways are there to distribute 6 distinct marine samples into 3 identical containers, ensuring no container is empty? 📰 Solution: This is the Stirling number of the second kind $ S(6, 3) $, calculated as $ \frac{1}{3!} \left( 3^6 - 3 \cdot 2^6 + 3 \cdot 1^6 \right) = \frac{729 - 192 + 3}{6} = \frac{540}{6} = 90 $. 📰 Jojoba Oil And Face 4123854 📰 Get The Ultimate Youtube App For Ipaddownload It Today Stream Directly 864122 📰 Boost Your Robux Fast Microsoft Rewards Secrets You Wont Believe Work 376049 📰 Water Dept Pay Bill 3866574 📰 How Many Calories In An Apple 3656474 📰 Love Decor And Memories All In Onefind Your Perfect Wedding Hashtag Now 5408599 📰 Grant Morrison 4800043 📰 5 Shocking Breakdown Of Hipaa Security Rule Standards That Every Biz Must Follow Today 8436203 📰 Buy Now The Hottest Zapato Nintendo De Deporte Thats Selling Faster Than Ever 475837 📰 Un Poeta Polmico William H Gass Y Su Visin Estridente Del Lenguaje Y La Autoridad 3265591 📰 Bank Of America Share Surge Watch What Jacked Up This Week10 Billion Gain Expected 7664400 📰 Jenner Ca 605528 📰 Marriott University Park 6605941 📰 Unlock The Secret Of The World Page Numberpage Numbers Like Never Before 4136673 📰 Donal Logue Movies And Tv Shows 9714806