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📰 Question: A science educator is designing a modular arithmetic activity and asks: How many of the first 200 positive integers leave a remainder of 3 when divided by 7? 📰 Solution: We are looking for integers $ n $ such that $ n \equiv 3 \pmod{7} $ among the first 200 positive integers. These numbers form an arithmetic sequence: $ 3, 10, 17, \ldots $, with first term 3 and common difference 7. 📰 Let the last term be less than or equal to 200. Solve: 📰 Digimon World Next Order Walkthrough 3839341 📰 Cooldrama Unleashed The Unskippable Moment That Gave Everyone Heartbreak Highly Viral 9947076 📰 Is Ftmc Fidelity The Secret Weapon All Coaches Are Using Click To Find Out 6466343 📰 Hello Kitty Lovers Unitethe Best Gift Ideas Youll Discover Here 123347 📰 Septembers Secret Birth Flower Youve Never Heard Ofdiscover Its Powerful Meaning 320334 📰 Decaffeinated Green Tea 9583978 📰 Why This Tiny Moth Is Taking The Internet By Stormso Cute Youll Forget To Breathe 7232609 📰 Epicgames Recovery 657787 📰 Within Minutes Of Joining Bayport Credit Union Youll Discover This Hidden Perk 8176141 📰 Why This Flag Stands Beyond Color A Story You Must See 7162943 📰 Bling Like A Queen The Ultimate Blue Royal Prom Dresses Youll Hop To Buy 2133691 📰 Reboot Your Adventure The Epic Tombs Raider Iv Vi Remastered Launch Lead You To Glory 3538591 📰 Good Superhero Names 1886990 📰 Music Makers Free 5732142 📰 Celebrity Death Today 2677719