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https://www.codewars.com/kata/5419cf8...","preview":{"posterSrc":"data:image/png;base64,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Link to the codewars challenge: https://www.codewars.com/kata/5908242... Website: https://therandomcoder.com...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Than Expected! Conquer the Challenging CodeWars Circle Intersection Puzzle in 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Blending trigonometry 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Burn the Rope Challenge - CodeWars Solution in Node.js 🔥 Hey everyone! In today’s challenge, we’re igniting a virtual rope and watching it burn! Codewars 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Challenge: How Fast Will This Rope 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I walk through the step-by-step process for solving the problem, and how I arrive at a recursive solution. The result is a...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Let's solve a CodeWars challenge in 60 seconds flat! 🚀 The task: reverse each word in a string while keeping every space exactly where it belongs. Examples: 👉 'This is an example...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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this video I share with you my solution for the CodeWars \"Is the King in check?\" challenge. Inspired by a recent tic-tac-toe challenge, I imposed an additional constraint to use a regex to...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw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this video, I delve into the captivating world of CodeWars challenges, taking on the puzzle of discovering the shortest knight path. Join me on this journey as I unravel the complexities 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This is a follow up video to my original solution, shown here below: Watch...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgA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this video I share my solution for the Codewars \"Valid Chess Moves\" challenge. I've gone to some effort to reduce the length of the final solution to a concise semi-incomprehensible one-liner...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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works through problem #12 on LeetCode using TypeScript as the language of choice. Check out TheRandomCoder.com...","preview":{"posterSrc":"data:image/png;base64,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this video I share with you my solution for the CodeWars \"Is the King in check?\" challenge. Inspired by a recent tic-tac-toe challenge, I imposed an additional constraint to use a regex to...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHQ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Evil Regex in Codewars - Outrageous Connect Four 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Code: egrep -o \"^(\\([0-9]{3}\\) |[0-9]{3}-)[0-9]{3}-[0-9]{4}$\" file.txt Check out TheRandomCoder.com...","preview":{"posterSrc":"data:image/png;base64,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works through problem #9 on LeetCode using TypeScript as the language of choice. Check out TheRandomCoder.com...","preview":{"posterSrc":"data:image/png;base64,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Codewars link: https://www.codewars.com/kata/5270d0d... Website: https://therandomcoder.com GitHub: https://github.com/williamforty 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works through problem #48 on LeetCode using TypeScript as the language of choice. Check out TheRandomCoder.com...","preview":{"posterSrc":"data:image/png;base64,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- Rotate Image (#48) in 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this video I go over my approach to solving the \"Block Letter Printer\" challenge on Codewars. Rather than a typical approach that might utilise a block of text for the characters, I encode the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fE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Letter Printer - Encoding a Block of Data in Ascii, Compressing the Codewars 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Challenge: https://www.codewars.com/kata/582e045... Solution: 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works through problem #58 on LeetCode using TypeScript as the language of choice. Check out TheRandomCoder.com...","preview":{"posterSrc":"data:image/png;base64,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In this video I explain 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this The Random Coder video, I solve the most popular CodeWars challenge, which at the time of recording was the Multiples of 3 and 5 problem. Website: https://therandomcoder.com GitHub...","preview":{"posterSrc":"data:image/png;base64,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a one-liner solution to the code wars problem \"Number of People in the Bus\". 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in great detail my \"compressed\" solution for the Vectors to the King solution to the \"Is the King in Check\" CodeWars challenge. This is an \"extra\" part to the previous video, which 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