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Given an m x n grid of characters board and a string word, the task is to determine if the word exists in the grid. The word can be constructed from letters of sequentially adjacent 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With JavaScript Developer ( Code Editor for JavaScript By Deepa Jarout) JavaScript tutorial JavaScript for beginners Go from zero to hero with JavaScript Which code editor to use 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📝 This problem asks to find the maximum nesting depth of parentheses in a valid parentheses string (VPS). A string is considered a VPS if it meets one of the following conditions...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQ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We’ll learn how to break a number into powers of 2 using its binary representation, precompute values with 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and young professionals unlock their true potential—through DSA mastery, interview prep, career guidance, and real-world tech insights. 💻✨ 📲 Follow me on 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Get unlimited AI-powered coding without spending a penny. This tutorial shows you how to set up the ultimate free coding...","preview":{"posterSrc":"data:image/png;base64,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Inspired and tune into a live session with Deepa Panwar, Co-founder - CodeDrills. 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Competitive...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkME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Engineer Deepa Sathaye presents and discusses concepts of the Swap Protocol at the ConsenSys offices. Swap is a decentralized, peer-to-peer protocol for trading Ethereum tokens. -Learn more...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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FOR MORE SUCH Videos: SHOW SOME LOVE AND Support😊 ✨ In this video, we solve LeetCode Problem 679: 24 Game 🎮. equal 1e-6) ✅ Recursive solution with backtracking ✅ Why integer vs 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upcoming videos ➡️ Notes and CheatSheets will be provided in the upcoming videos! ➡️ We are working on the Subtitles and will upload them soon! Coding CheatSheets 🧾 by CodeWithHarry ►Learn...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAgIDAQEBAAAAAAAAAAAABQYABwMECAECCf/EADgQAAIBAwMCBAQEBAUFAAAAAAECAwQFEQAGIRIxBxNBURQiMmEjcYGRFUKhsTNScsHwCCQlgtL/xAAcAQACAwEBAQEAAAAAAAAAAAAEBQIDBgcBAAj/xAA1EQABAgQCCAUDAgcAAAAAAAABAgMABBEhBTEGEhMUQVFhcYGRscHwodHhNJIVIiQyU2LS/9oADAMBAAIRAxEAPwDCINfSwfbRpbXOf5QNYrpRPR2uqq3YKIombI9/TXVy+nnH5zS2+o0CTAioNPSjNRNHF9mPP7d9adTT3e+W+VNrEebFKgkldwmAc8AHJ598YH6jVMVe573NPI0M8UUZY9AEQJxnjk99Y03NupYHghvtXDG5yUiboUntnA0hmsYCkFLYNefwxt8P0YS06FzCgQOHwRaM2yPEtqcz/wAYR09o6g5BzjGMAkk8ZGRn1xzrLQm7bduk9tvF0krmppTFKixBl4PJVyQ3PcZH6arff97vEd2hp0ulWJEpl85/NPU7N3yc5PYcaWjc7u+eq51Zz7ynQO9mXdKXCSRyJF/Mw7VhrU1LgtpSkK5gG3kKd846Lp75ZJTh5quA+8lPkfurH+2iNQ1FDV0dOtwppDXRmSkIYgTAdwvUB8w9V7/bHOuetky10+4E82rnlVYnYqzkg8YH99X7sqtW701z25c7HTXO2UtzSBg2QUUx/K49Q4YEdQwcH7ctG8QW42FpFySKHpfO3vGXm9H5dlzUUbAAkjhWwsa1+neCJoZx/JoVue40m3bRJcrm5SJSFVR9Ujnsqj1J/p30xxCqsdPIzmovdmhfpNTGvVVUa9ws6DlwB2kXkjGQO5rH/qgoauotW371blkrLViQdcALr1v0lG49CAQD9tRcxXVQSRQjPpEJPRdL0whJVVB4jj+TBTYE0+9qSa5T1F4pqOOfyDTWhqfrQn6TIzt5gzxyFwfTsdC99V1RtW5UcNuvSztIG86ilrVrpIMEY86RQEDEkjpTsF7nOlHwf2FUbwBrF+MNKoZfOp3WNRKMFQGbJYA9yB+WrZm8EKSHbbJBZ1rLiD1GUXmSHA9gvllT69/fWO/j6WJ0vLdUtPBIFB9VD08QI6knRRlyTDLcuhPU39j6xrbKvlNuGNoseRWxr1PFnIYf5lPt/bTOlux3ydV94OWChrNzzXmzXGqkoreGgqaWrTpmgqCGHl5AAZcc9Xvx99XGlMcYxrXS+JpmWg6gEA8DnHMMT0ealJpTQvTlcQBWhVT9GdTTAKX7amp7zAYw0DhBVbaP8v8ATSV45yraPDivkB6XnKxL985P+w1bqUg9hqtPHqxVV5Sw2elETirnmUxyfSzBAw/op0uRNVOcajcAmhpW49Y5DOI1RQjNnjPYfnretFOKi5UsPT9cqg/lnJ/oNW5L4Tx0cVRNVfwvzaanmnliLOSojJBH04zkMBz6HW5B4cS08MU9I9qEsxMcUcSuHaQKzOnKDBUKQT29idDspaBCluClev2hi+XyClto1pxp94pPdLip3RcHJHEvQAfZQBrR8nEbMqqSBkDV9vsPNxhheptbmdOppvKdlXiMgH5CST5sY4HrzjGiS+F1XB0yMbVHFg+bIFI8ojGQQVB9SQRwQpOe2ZOoZWoq2ovU5GINOzTaQgME6tBmOkU54V0T1F8Zinfy4+B6s4yP2GujNobbm2/V3WOSRZUr7i1VTygfWpT5Qw/lIPWP/XSVUbVns9PHcPjaaCQGGanSJX65A54YELgEFWyCQQUOrP2/cLpUVFPTXG1tNHOI2Sqpxkq4XB609ByeR2z2OjWghLKSg1Ca37/BCebdcXMKQ4NUqAtnlbMeMJu1K+rrvGjcFuEMlNLQIhjqYJGQspEYww+lvzPtjGnmzUdvu/xUNHKIoZHqaOWKKMGlllXgsUx+EwZgT0/K3tnnWK+3/bezvEhFrbLEoqqaIVlwi4kUscgsvZlAAz6/n20duFbadoWmPyhHJLWVQ8mGF1ElU8soXqQE/NgOpJHoNYjSbSpOGSu0SjaLKgkDLOvGhsAD05xpMDwtuaeUhtWrqi/GhHGnU8vCOTaPxWvXh9R2mxW60RTVaw9ddJNIWM8zSN1FcfcYz9tP+5vFjxI29vS2UT22ia2XCnhniaSnYdfWoJQMDwQeP01h8QZaS4yvdxZlU3DzKi0PMio4QyEMvUM9DBskjPHVjg504eDVTcp7LTVdwrI7vJSSNG1VN5oliOPpUOMYHqRj350j31t1pL+pSouOv4yjpstLrKdXX7QW2jZ7ZYt97irK+qpLZHuKqp5Y4Z28pIpfJGUDH5SWYyZHGOkd86sC5WKSjIDoMMMqRyGHuNVxfp1vW8WtNW1OKdI4mhp6tYOmcS9QlnAnwssaAKpVWVwSzKQQdO/hbaIKWx3G8R1tRT7dq5wLRTVE7GOOBPlMyByWUSsGZUycL09yc63UiyuXw1Dzq6EgGnChuL86X45G9r4fGpVmZnVhlF8vEWNu9vKPlqUD01NMhooJ4BUU0sc8L8rJGwZT+RGpq1M4lQrWM85hq0KKSKGM0Vfb3/w66kf/AEzof99I/jTQ1d0ttpjtZZ6gVTdJibkAxkHkduDj9dch03iTRYHXbarkeioRp68PfGSitVU8kMBiKgHMqAf20oROuJVVCRXqbRpJjCGlNkKWaWyF8+EPsNvv1AVN8muUloHWlXEsrkOhyzIQDnBbv+Z1gXdVkmSNa83muYqgmJqpVCuqupZAX7dJVQPbqz3xrS3D46Q3GwVVvaWI/EMXY9PrzqqzumiILGoQE+nOmkrMImKqmKJPQiEU1KzEnREoFLBzKgSR07ReFLuW2THyaaa7KhiCqnxE3ynJBH+J28sKvHIA0w2nbU0pkuNFFUQxM5ZWVmBUN7kH19eedc+2Pd9FDOHNQuc/fVybc8ZKaCyihWpRQRgnGqZx5DP6dQNeZEFYfLPzP6tBFMqAiGG7bQqKWWnklgdkZg2HcjPc+ufc849T76Pbaq8VEXVT1URLlCHiwAQOr6hwQR2PuMcHSlP4oU91mpKZqoSYYBVxojb962+SlHmQVkEqFA0Yi6xycEqQeQO+DjV0lOKWzquEV6EQHiOGpamNqhJAAzIMEPF3asG46CO8xXGhoquGLyJRWTCKORQSVIY8Bhk8eo/LnZut829tvZdgXdjRVNBDCKaVzRmoABj6c/KpbpYevsceuNa9VtiPer0kstRR1lvjfKwyGQK5zySMDI4HB9vzBfbRsjatF0VVJZaSFW+qERKQvcYBxnHfWfmWkLdUNUEVuCK18OB84f4dhrTf9SkkKWBkfmcV94p7Utd42NZbNZwlkjhnNTStGvmoFkBywOcuCWDE5zyCedBvBfwh3BRXWqp71ej8GpH41JN1JP6npB5B9+rt99XZuq0Utxt6wQt5TKo8pguQvoCB647Eeo49tA/DSC8jatOtbP0VFLdD1tT/AEzRqx+VuOxU+mOQPvoJcugEJ1bcukaRiYW2g6hv8vGbxOodrWPZE81y2xBfKK2U5eCiaFZXZjx0qWyQzEjJ/U6SLv4o2AbWtO6Jqea0UttiDfCviXyWkVY4wBEc9SgngcrycHBGruokxVv1HqkKl3PsCcAf0/toNetm7Ur0lessVtkA+ZnemQkn7nGTjv8Apot0OKQlsKokEGnsOAy5QK0sIcLgH8xBv3BHvC34c3Gj3JZKrctsqI5rbcpg1KUz83lqI3c5VT1FwfQHgZ51NOlutNvt1hpqO10kNHSwp+HDEvSqg89vzOf31NTbVsxqj5UwLMpL7muRyHkKe0fmHHcBTvAYoKeqNIVeOnqYuqJ+n+Rl4yp7EeudWRvizeG12vl/rqG4WKy01q82OKlt1VHTipjFC00TIrdRldqn8Ilc4GBgd9aduufhlDQRJUbRmmrUjw0oLhXbvnp4x/z89eVl08KJZohJtmrjkWPqdMFgwDKSQTyBgEY5759NLxPk5pPzwjWjRttCiN6b76yf+o3rztLwlnr7zPSboioKQV/TSLHe4ZVhhPw/lYQr1y+aJJiWBHk+Xh84OcVo274VXaWOkl3BFS01PVVUcavdaaCaSIVcMYmkqGjw2IjJKqdOWGQp4ORlRe/BqSaH4fbE8aK7GZTkkqVOAG+zYPbsD3zx8fxzwc+JkdtuukZZSqCJm6R5YBH1AkdeT3yQRyMc2b0f8Z8j9okNH0UrvaP3J7U/uz4xlhTw7j8V9t0tTcKFtt09rhatlicdM8sRkJEhX+dwq5/zEgeo0Y3Td/DX43d1HYaa3f8Ab2CM0FZ5zqDWJLEHWFSQrsweQ9XPC8Y50GkvXgrJPT+VYKuCISMZyIi7FOghQMkDIbBPbP27alBevBhKGBKuw1klUFAndVIRj69I46c8cnOOeD6ebyTbZny/EfDR9sJrvaP3Dr/t0+ohf21f2F6pB5mfxBj+umFN93s3eohtVV5SI3SAI1bIBwTyM/tpf31dNkzSUU+y7fNQyRMzSLKpyx+bp+bPYAr+2l2xSkTH8VY5FwCWP35I0QwjaCurTvCTE0CVd2e0CqAXF/Ssds+CdXdaiw2y61la8zVESSTRGIBFBJwQR9ORjvxn2zps8UN6XnZNFS1NLZoLnRvHIZelHecMH6sCMMpKhWySMke2OdBvAA0ce0bfSpBFHilj6m6VHmEqMnOck++RrZ3Nu/8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to get ahead in your career using AI? Join my FREE workshop: https://www.lonelyoctopus.com/workshop To try everything Brilliant has to offer—free—for a full 30 days, visit...","preview":{"posterSrc":"data:image/png;base64,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In this video, I'm gonna show you how you can start vibe coding with it right now for free. Vibe Code 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Now it is in early access, try it today. It provides remote code collaboration which would be great feature for...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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How to play Deepa and Anoop Netflix Cartoon Opening Theme Song on this EASY Piano Tutorial! Como tocar a música tema do desenho 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Bossy Bear Theme Song Piano Tutorial and C... Octonauts Theme Song Piano Tutorial • Octonauts Theme Song Piano Tutorial Rise Of Teenage 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this step-by-step tutorial, learn how to set up GLM 4.6 with Claude Code for next-gen AI coding and automation! Whether you’re on Windows, macOS, or Linux, this full setup guide walks 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CODE: W1siUG9sYXJvaWRDYW1lcmEiLFtdLFtdXV0= 🎉🎉 Thanks TO \"Jiddos\" FOR Sharing THE CODE WITH ME! 🎉🎉 🔔 Subscribe for more Videos🔔...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base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Deepa Enters the Stage and makes the game a bit more Complicated. A Roller Coaster Laughter Ride Guaranteed.","preview":{"posterSrc":"data:image/png;base64,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this video i describe to how to make money online please subscribe my channel / 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KiloCode: https://kilocode.ai/ In this video, I'll be telling you about KiloCode which is a new and amazing AI Coder that gives you access to models like Opus 4 and Sonnet 4 for Fully 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#deepasathish #deepasathishdiaries #familyvlog #comedyshorts Thank you for your time. 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Deepa Sathish...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABQAEBggCAwcB/8QAORAAAQMDAgQEBAQEBgMAAAAAAQIDBAAFERIhBhMxQQciUXEUMmGBI0KRoQgVYsE1Q1KCovCxsuH/xAAaAQACAwEBAAAAAAAAAAAAAAACBAEDBQAG/8QAJxEAAgICAQIGAgMAAAAAAAAAAAECEQMhMQQSBRNBUXHhMmGhwfD/2gAMAwEAAhEDEQA/AK+wmrY9gMoSF/6HPm/frRBpppG3JQjHcJFeLtT7jAUkMSEEbBXlUn6AimTnxkUhKuYlrGweOR9lD+9LuLL1JDt6MCrmNK0OevY+4rxDgB0Op5a/TsfY0yEx7SS64xHA6ZBVkfQ9Kjt1usmSS3ry0Dttpz71Cg2S5JIla5MYZBebyP6hVsODWgeALA4kghVtYPlH9AqiPnWCQDjviroeHcPiyX4bcO8qTbI0YWuPyysrcXp5YxkDAB+9L9XCktjfQyuT0ObU0IkqdbSfKy7zGQTty1+YfodQrY/y0knIH2oZd+Hbq3cI8qXxA8Oafh3FRmEt4ByU9c99vvWDnCtuOTLlXGX682WrB+ycCk9e47v2Jx/ObDbrc0JN3gMBDaQeY+kY296FcYy4dz8O77LtslmWx8BIHNaVqTkJORkVGLZwxZ5d8iQYdsijB5ryyjUcbgAk5+p+1dB41hRoPhpxIiO02y2m3SDpSjA2bI6CjjFXoCUnTspi3cI7S3i+4lCGwPN6n0HrTCRxQ2lSksRFOJHdS9JP2qPTXFrkLB20qIA9KcW6JrBcWD9K1FFJbMm23SC7PEKpSmmgjkOa0/1BX37VKUJxUClQ0JSVoTpUNwR2NTi2SPiYTLxxlSEk++N66kdTXI5pV6ketKuBHkEgxUEHbf8A8mtKUJ0ryCdJJAzXljWF2thQ9CCM9NzWbTZ5jiXB1USPqM1Y+CprZFuLksxm22WkaFvHKsbAgVGGWefJ5Q+XOCaO8bOqVe16vlaQlKfcjP8Aeh9jSgNrfcBCScA+lD+MSyCtj1mEhpBSlsdKuH4fXqFG8O7Aw84lRRbWE6mUqUE4bGywMlJHr0P0qocV7VFfWkKKU7JJ71dTgWyTYPgrw/frfe+W0LE3KfZko1pCUtgr0nqO+3Sks+Nzj8D+DNHE9+oMvch2Xb1sx7bPcURlCuQUgKG4OVY74qPXB6/SGA5Gs5yU6sKeH6YSDUFkcR+JF3hy+IoF6RBgMrPw8JDYCFJB+XGO+4z65xinNn45vgt8S7xBCd+KbWVI0LJZXkhaDrUeih17gj1pV4XEeg5ZJJJcnTPCODdU/Fz7tGDTz5SpCAk6kJ6EH9v+mpN4lYPhdxQoYOLXK/8ARVV7vd4v3FF31vSpUW3IjNOPRYkhTSXHMqSTnI98ds7V1nh0yHv4YeI0yC4sxbdcGm1uK1LUgBZSSrud+v0q6EOCnKnBOylIaC7u6lSdtajj13p6+y6QANKQD6dq8S2MNvjOrHmOe+9bnnFKSB1APSn7M2KVWaJTLgxp3GNsk4zUr4aSBa2Uj8qdx9zUWe5SVoLJWT31Yqa2qOhmCwMeYIGdsHJ61yRExwEmlWylRUV2NOGSBFcaAACVZA96JuFKEFS16UjfPpUesEnRLdQpC0hKPPkYIPbanFzmFKCpw5CRsmhUqjslwuWiLccyEv3RamcFAQkah3OOtZ8NSWRAS0sDIJBNPXj8VGQHWkJcUfKOpKPU0xUGm2ToQhtISVApAHQ4H61DlaosjDtdhV9YSyoJQkoIwN8Yq4XCF6QP4arZw4thYlyLV8HqKNfLacQCHMZyU4Vke32qlEV4OBSXk6x+XOdq6A69db/wW3Fh/wAzfuFtinUhCyG24icFKUpHUnPf0osfTzzX2uqRMs0Mdd6tWdBgSIts4casjseLJfhtJKn0Jzz9JV1GTg7k/Wo34R3rh25cNqsl8lSIijc3piC2keVKwE4JPTpnpQvwVdkw0XtUe0PTD8OZK2y4EAJT16jcnt96BcKxZk3iqQ5b4CVJ5ch4tJII0BBWQM79AaCPRZsalOUde/0MZerw5+3Gpb9vs7hx9wUbNbrc9YRIeZeUsuuEcwhW2ntsD/aujXS2yrD/AA/XixyXYqymxyUurSnA5i0KKsHPmOVde9N+E7Rf7z4ZxWRiNNbSUpJc2cbI/DVkdMpI2PpXOZ/Esu0cF3nge889lUdt1MZSjrSrykcvUOwOSntvjtQRSUvkDJKXlUvQrjMjCGwQpRIUnSPL3zQxS3E7hOodqk1/Y5ltdIAyjCv3qOoSAnfrVr0UQ2hQ3FGYwSwFHmDCT33qcIlE/O0R7HJoFwzAyszl4wCUoBH6mjZ048pxqP6miQE3scNvNLOArB9DtSrToG5KQTSqaBTB8t3B+JYIJI84HcDvQ5d0hPLUXnkDTvjO1CmZkyYh1iM4lCBvv1OaZSYTsVv8Up82QADmjjg7uWR5/bpBSXdoLeQx5lKHmUkb49AaHKvpSr8KK0c7ecZwPoKEjzK0nrWDiSlRPbOKrUFYfmNkjhJL6C4hRGeuNsVYPiKJAa4L4fu9l129w2SLDmhvKOcoNkrWSOuokZ9qr7Yx5FLxgKAz71Ya0y4Uq02q3TpQjMsWIOpWDk80tnlggepT/wBzTnhMZvrYqPG7+KKfEpwj0U5S51Xy2Qniy2QrRcW4tpuybih6GlbioyyrBKfOg6fy5GcenWt0O52K3XOLLsSXmZKLQuM/zk4Dj60lskYz2USexwO9OY0Oyr4fvsmXPES4sIbMFoZ1OZJCxt1yCAfTr0oLY3mXUxraYzLbzEl2Z8S4f8sNZKMf7M/WvTdfhk8U4J2+P4PPdBnissZvS+y0Xhc+67wpH5kl5pIbSCkq+XP5f12oJ4wcIQl8Lz57OhpyJHeeGU5GNOSP260Q8I7m3MhylNFKmVPLU2RtkFRPTt/9op4pAngW/Ajf+WvqG22yDXlpYV27RqLqJqen6lPHdLjCkqTkKSRg0Lct0dSilKXEqJ8uk5B2/aioCtPQnAOPrQh5xxP4gm8jI8qMEk0qzSjfob7bc2ElqE42pko8qTnai6SNQSRuc49qhLiFrfUQpa1DfUB+9SSw3DnRFB5X4jXVXqO1SjpIeTXChKUBR1LOD7UqHvLKloUTjKjt9qVGlYrNuyM8PD8Z32FK+rUZhTnZKQAPelSppcs4Bq+YmthOoaj1IBNKlSr5GEEYtwfYZ0NhvHXdNdz4aPxPCFwmugKfaRamkK9EmO6SP+IpUq2vAkl1Sa/20ZXjbb6Rr4/sy8XrXEtNwtohIKA/aY8hYJ/OUYJ++M+9CPFVlmPdLawwyhtLVni7pG6spO5Pc9qVKt3K2+y/2Y2BJKR27wE/w9SQAEhWwHapv4tqLfhhxM4n5k2qQR76FUqVeZy+ppYuUU7a3jtKOcjB60HuQDMdKglKiVEZUM7ZNKlWWb0QQ68sk6cIyMHQMZrO0urbuCUowAsFKvalSqEE/wAQu4TylH0WCPvSpUqtjwKPk//Z","censoredPosterSrc":"data:image/png;base64,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Team 7 rematched with Deepa and Sarada Unlocked HER Second Tomoe IN HER Sharingan! Mitsuki madee his grand return, and Boruto used his NEW rasengan 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episodes of 'Deepa Does It' posted every Tuesday at 11AM EST starting September 14. Deepa Prashad brings a professional chef into the Cityline kitchen and is challenged with recreating 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work Sigma ott New Model Uncut Series Review/ Lakshmi deepa/ Note all image and photo used in this video belong to respected owners/// Copyright Disclaimer under Section 107 of the 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If you've ever told yourself \"I could never do that\" — this video will show you that you absolutely can. Yes, it's scary. Yes, it's a lot of work. But I'm...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eH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and seek Sigma ott New Model Uncut Series l Lakshmi Deepa/ New Semi Uncut/ Note all image and photo used in this video belong to respected owners// Copyright Disclaimer under Section 107 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for watching this video like this video share with your friends subscribe to my channel and dont forget to hit the gell icon to get notifed when i upload a new video 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doesn't know what's coming to him! 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I have a family to look after and a small business to deal with; so will reply 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400,000+ professionals trust our courses—start your journey here 👉 https://link.xelplus.com/yt-d-all-cou... 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