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this tutorial you will get an introduction to math programming in Blender using Python. Addon: https://bit.ly/3stHdPR Using these links help fund all the free tutorials.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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this episode we go over the six core math operators and their priority to a computer and use a couple to make a basic meal tip calculator as you probably have on your phone. 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is a pretty popular topic, so we should probably learn how to do it in Python 3. Luckily for us, math is so very popular that it works extremely simply. https://twitter.com/sentdex 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you...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"7","reqid":"1770769812174413-14320960551720097209-balancer-l7leveler-kubr-yp-vla-263-BAL","isAdultDoc":false,"relatedParams":{"text":"[5]: 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Back Hack Pack! In my latest video, I go over 10 math concepts for programming and math concepts that hackers use! 🛡Subscribe for new cybersecurity videos: / @marcdrouinaudjr Please...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAAAAQFBgcIAwIBCf/EAEAQAAEDAwMBBQQHBAkFAAAAAAECAwQABREGEiEHEzFBUWEIFCJxFTKBkaGx0RYzQtIjUnKDhJKissEkNXSCk//EABsBAAIDAQEBAAAAAAAAAAAAAAADAQQFAgYH/8QALxEAAQQABAUDAgYDAAAAAAAAAQACAxEEEiExBSJBUXEGE2EUoTJCgZGx8BVSwf/aAAwDAQACEQMRAD8AxqyMupHrUss6wlAqLQkLckJQ2hS1qOEpSMknyAqYQ7HfmmA6ux3VLf8AXMJ3b9+2hCWPr3tkVG7rGCySBTylzIKSeRwR4ik77e6hC86djBBScVbPTzTV91TO+jbDBXKdQje6rIS2yj+stZ4SPn9mariztYIFalscaRpbo7YI1ubUV3SCu73JpDeVS96ilvJxgoaTtOzzIVjg5VPKImF5ToITNIGBR+R0hsn0W5LvOv4p2IWtSbTbnJgGzG4byUgkbhwB3c91RfUXs+R5EtDWlddWy5XBzlm33CMuC8/3HDaiVIUTkYyRnzrQlnt8Kc2sxdZREqdeLvxxwlWVxwjaTwkqA7iB51DOoS3I1paEWNbjDbiFhyW1IQ4YrgCW2ghaQTvISfDuUeRjIw4+MSPkAyilq/42IggE3/fhZ3ttnnW27rtE+K7DnMvdg8y8japtecEEVKX7BMU8mOl1BQpJJcwcJx4VavWHTs6baNCa9nxS3cpjAh3VWzb2jjaSWnCPNSUq58ttQZict29PQQkbWkhRV55xx+JrRxWIkY7k7Wt30zwTAY2Avxl2XhraJ7WR+o6qs5ekJN3vsu1tyWkGOnct1SCU84wMefP4Uw2jQUl3V8+xmbHbXEQHC6pJ2rBxgAd/8X4VbtgYWgz56EbnJcw//NKtuf8AcahepIfadXogxw64ws+oA5/21wzFPe8tvYffqrWK9PYPDYWGcxkl8lVZHK4uyi/FG911GgpcJpOblFUStKAkIUCcqA/5pNO0JMfdmM/SUZIjNJcUotqwchRx/p/Gny7KMrqtbmMnaw0FEfJKlfpT3qCTGZ0/fpjAIcQ0tt1R8VJRgY+xQpRxUwy67jt8rRi9O8JmMzhHTY3Fv4jrlbZ+5H7LNEoYeVRRJ/eUVsL5YtK+wxoaNdb3P1TcYqHm4yhGi9ojIC8ZWoZ8cFIz6mt1QX2I9vV7vGdKG/4GkZUrHkKy57EsibC0f7rdrYbXbU7DFU6ghyWte5a3QfFJBQAPDaea0XrBerrXp5x/RVttl5uClpCGJ8ox0BBzlW4A5I444z5+bzQjAVUZjKSqK9rSRoW+9I7he7RbYQvsK6xokla4Xu82KpRJKHEqAWMpzjPBByM99Y+HxVqf28bXMi2XTV7cjoafuDoYuqmFEtl1polpPOMgFb+CeaysyrNJKstTrbUgEVr7p9Zn9edItNXWxSQLrZowtr7apBb7JTKiULThKviKVDyyleOayBAVjFak9hie6L3qa2hZ7JcVh/b4bkrUnP3KFJmibKwsdsU2KV0TszVZto01rJ5pMRyS92Q2BxUpttaFY4PwraTwPTvqYaY6facszqpv0ZBcuLhKnnkMbEKJOeG8kAVLQOeKB5j7ar4fARQagWflOmxkkmmw+FWvtFaamX3QLk23PESrOpU5DKlYbeSEKCwfUJJKT58eNYyTe5EWY/NQlkrfAzuBx9nNaU9tO5PR7Dp+2oStLUmS86tYVgHYgDaRnn6+eeOKqH2crzHtXUvtZslliG5bpQeU72fO1G5IBWMBW5Ix5/LNWHxMcbI30+6bhuI4rDtDYpC0NJcPOU6+a0VbTdV3BtmOhlTLSY6wobCQF48Fc8g0xzNUyntRsXxTUT3hhO0JGdhGCOec+NaH0p1Egas6rw3Ez3m2Yllm/R6r8mEgomqQNpCm0JR3AY3Z8fOusq932Np3SH7eag029qX9s44ZehvQnFNQlN7HSS0nakfErJUOMj0rkQRNuh3/AItNdxjiMuUPlO7SPgh2UV8jfws3ftbMRqZd+DcVUlSNmw5KAMY45z4Unu+ubnKs8+2LjxUtTFqW4pIO4biCcc+laO6+36y3Ho/rNmPrGHqx1q+ssxWRAjxnbWlCzuwpJCnkEYAcSDnPlnGQZS++ujh49DW3/EuPjePp7fcIDrJ+cwF/vt/CQPnLhoryo5UTRTVnr9BunEBiXprTFvS/7u25EjttupGdqtg2n15xVsdPdTIkLlaeuM2ILvCOEtbikvI7t6QrvGQUnHcRg+GcW+zn1qj29iFpLVLqWWmSlEGes4SgA/ChZ8MeCvsPnWtbxpfTeooMrUj8G33FJjrkqjyWUutl1KMkpJwUE4HKSPDOcVYNOaqmrHaqqvaq6yaAvGiNS9PZka4m/MKR7qSwFNCQhY+NLgJGBhaSf7QrHcdwZ47q46nvx1BqKXd0wIttafXlqHFBDMdAHCEAknA7/UknxrlGc9arq0E/xHcVsP2FdOPM2G96tkIUlE11EOLx9ZDWStXy3KA/9TWObEx75KQyt9LCD3uKSVY+wcmpzebpMiWy3WS0QrqzDiEqemNFeXlq7yNp4T44xSnytaaVqHCvlGmna/7p5K/SH1wc/Ksb+0D1K1cnqterbbNRXO3QLe6mOyxFkKaTlKElSjtxklRPf6VUYb1UiOw+uRdezfHwn3h3IPkQTkfPu9aUq0zehGdul3kRocVKwHHXny64rPjgZ/Gj3md1AwstkVsni0TLhrTUBRqS73K4qaiOrQ4/JUtSdoyACrOB6UoZ0pZSzHkz1TfdxY/pKQhtYClLBGQMjgd/H41w6evQGtfum0rU5HRb3VJLiTyoJGeD4ZqVpu8hSU3l5DL8g6UVJUlaPgUreFYI8s+FYOOxGJ+pcxl1TetGzem2l9+mmi8Dx/HYvD410UT+WhsevNt57+FFJuitMRpd3lT3rk5a4cONJQ2haQ5/Skg5URggY/E+VILZ0305fBMcsk96RFbuzbAkBSQkRuzC3M8ckcgK+XFTO/R5d9GpLfEShydNs0BTbQUE5+JZJGT3DNN2mlxem+nbxGffTcIjd6YjyHVJ24S402FnAJ7snj0qiMViDAfaeTNyct6UWRm/OZxra9d60ym8UxjoTlmJl5QG9xTdfNn9deyhMPSGhnLJPvrzF/mxRd1W+CxCUlTuAgEHuyrPJ47uK9NdN9ITNItOIeu7d3e0+5dkOF1Ja+DGUlOM8kjj8amUWxav01oS+WjRzPaTk31xTCsoB92W2hQUCo4zggZ+dfYc6RK6eW3S8bbHvFx0uXIr2wb3FI+uzyPEf801+Mc92aJ9tz/7GwzoXDoK16l1Eldv4niXc0UxIzD82uWrsitB1Pej2Veaq6e6QtelHgwq/LvTNqYnl4IC4x3/AFgrCfgHzPiMZ5oqwr+/qM9LLybv7im1qsMf3RUc8dqeFJJJ3KIAT4Ac4FFel9MR/VwSGV1kOq7J/K0ntWp1HQ2LK9DwDGTTMk9x2Yh2930Hxp46LLdTbTXVfX2ntNS9O2vUcpq2SmFMKZVhYQhQwQgnlPB8KhNFWAa2XpiAd11ZXg0vjuU2DPhTzaX9PoaT9Ipuhc/i7BSNv481ClSTS7slxC24bClvoGUqSjdnyB8qnFuuWtEMbWNPqCiMblkflmq0l/sVLSjspl4hqSMEqYS7n/UMVybi2BP7rV01ryBgLH5LpZiaTZT24mRooFXBLuHUqeyhtyMplKU7R2QQk/fnNIF2zXjrTrbv0itDydrqFSgUrHkRnBqtUotqR8GvJCf8K+PyNev+h7j1AkY/8eTUtiY3YLl88j/xOKmytK6nQcptryT5pcTn86QydPapbT/26YABgYWP1qKqRbD9bXklX+FfP5muDkWwK5c1fNd9BAWfzXTA4jYpJaDuEvurV1gLSqUiTHUPhQVKII9BzTHKlvqC0l90hf1gVnCvn504wk6LiLUt6deJhKcAIjpaGfP6xpHdJGmltr9wbuwXj4e1U3tz64GanM7uoyN7JuXcZyeETZKQBgYdV3ffXH3uVuQr3l7KDlB3n4T6eVca+UZ3bWjI3su6pktTRaMl4oJyU7zg/ZRXCioLidypAA2RXtnBdQCARuGR50UVClWNp+z2d9hK12yOTjx3K/MmnJeirBLUpwx3GSrwacKR93cKKKEJDJ0DZU52vzh/eJ/lpskaOtjedr8s/Naf5aKKEJA7puCjOHZH+ZP6VyRp+GVlJdfx/aH6UUUIXdGmYKjguyf8yf0pfG0bbHANz8wZ8lp/loooQnKLoCyrGVPzj/eJ/lpYnQ9gjYc7F54gg4ccJH3DFFFCEhvdntDTClptcbPoCn8iKriWEiS4EICEhRwkE4H30UUIXKiiihC//9k=","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAAAAQFBgcIAwIBCf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tutorial will help you improve your automation logic using math functions in TIA Portal. 🔔 Subscribe for more PLC & HMI tutorials! 👍 Like, Comment, and Share to help others learn 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this video of Python Tutorials, we cover the Basic Mathematical Operations and the Math Module Reference Websites - https://www.w3schools.com/python/pyth...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAgIDAQEBAAAAAAAAAAAAAAYFBwMECAIBCf/EADYQAAEDBAEDAgQFAgYDAQAAAAECAwQABQYREgchMRNRFCJBYQgVMoGRI3EWQlJigqFyc5Kx/8QAHAEBAAICAwEAAAAAAAAAAAAAAAUGBAcCAwgB/8QAMREAAQMCBAMGBAcAAAAAAAAAAQACAwQRBSExQRITUQYicYGhsTNCkdEUMlJhkuHx/9oADAMBAAIRAxEAPwCat2GfHY1FujV2isyJIcWmPIIQng2V8yFbJ7BBUfl1o+d1nb6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Mathematics and programming often go hand in hand, but aren't always equally loved by students. I believe that Python can be a fantastic tool for teaching...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Lambda Calculus is a tiny mathematical programming language that has the same computational power as any language you can dream of. 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over to https://plcgoods.com ,#plcgoods #plcprogramming #allenbradleyprogramming where you can learn PLC programming faster and easier. In this video, 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In this video, we'll delve into the world of quadratic equations, mathematics, and programming. 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Programming FOR Beginners Julia Programming Tutorials: Number & Maths In this crash course , we will be learning about numbers ,maths and arithmetic functions in Julia Language. 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Functions There is also a list of math functions available, that allows you to perform mathematical tasks on numbers. 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the maths and logic concepts that are important for programmers to understand. Sets - Distributive Law Proof (Case 1) ⌨️ (32:07) Sets - Distributive Law Proof (Case 2) ⌨️ (33:48) 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10 essential math concepts for software engineering and technical interviews. Understand how programmers use mathematics in fields like AI, game dev, crypto, machine learning, and more...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBD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In this video, we will be walking you through step by step solutions to important mathematical problems for coding. Learn more...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAMEBQYHAgEI/8QANRAAAQMDAwIEBQMCBwEAAAAAAQIDBAAFEQYSITFBBxNRYRQicYGRFSMyM6EIUnKSscHRFv/EABoBAAIDAQEAAAAAAAAAAAAAAAIEAAEDBQb/xAAuEQABAwMDAgMHBQAAAAAAAAABAAIRAyExBBJBUWEFE3EUMqGxweHxFSIzgfD/2gAMAwEAAhEDEQA/AGFvbsCrWj4p2Uid84VhJKB8ydp477d/HrjJAqTQxpJMh1QfuBYI/bSpJCx+73PQ/tn/AHD3qusoBq7eEsRiRraE1IZbebKHMocQFJPyHHBrCrU8theeAkaTd7wzrZNSdLs2i4hhmS9MceUmJ5yP6bWPlXuHRQOcjnP96rypCBwjCvcdK1ReiYZ1um6bmBpjHxJIPyqc37fJx6b+3pxTZ3TMW5eNkpkRWm7fBQ1IfaQ2AjAQnCdoGOVdu+DSY8QpmY4E/b1TJ0NTnrH39FmiXtwyVDH9qVbkNgY3D81omuoqIj1l1pbbLHYbVuZkQZUfagL+YJKkADqM/hNP9T3REXRVnuLFhsIkXJlYe3RPlR8nVGOfzUGtLtpa3Ns4Ko6QN3bnYvjhZkmYnGN3H1r344YyCnHrWpal0TBuTlgfbmW23hiM35jatrZfOUnOAOemPvUjJgaYi63nfERLZHkmI18J57QDIV82eOmenvjNB+osIkNk3+cIj4e4G5gW+Sx5qQt3hpCl/wCkZpcNSFDKtqB7mr/riPPbTBdlwbW20VlKZEFOEuk4wD6cA1atRx5kV9SrZZ9PuRkNb1GQlKV5Gc4HpgVbteAGwMzz0Qt0RJdfEcdViyo5T/NwfikVsgH+Rx61pUiRD0rpW1TmLXEmTLknzFvSEbkoGAraPzjHsacm32ubcdK39m3sxf1F7a/GCQW1HYo5x07ffIq/bouW2vB9PwqGjJsHXtI9fyshWgZICs0kUEVusy1My37zHvmnbZCszLSlRpyEpQ4cdDxz79umOc1iGOPWttLqhXBgREd8oNRpzQiTn6JqsbUKUewor2f8rOP8xoptLrmN2HrUlp/Uj+n9QMXGGy0+qPuGxwkJUVAjtzxmoOQ+Wo52n5lcD/2koh3te44NA5geC12CiaS0hw4VjRqy8GOIZeHwQuHx/wAP2379+3PXbnnHrzVpt2s9QXq6z4tmt0di53laMvsuKC2whIHBPAAAJJPqfas8QmrZ4W3qHYtYMTZ52RlNrZW5jPl7sYUfbI5+tLV6DAwuaySP99ExRrPLw0ugFXm4RL+zpa72y5ags95cSjzX23pJD0bb3ST6EA4IHP1pFdlut30jZYl0l2qztMoxED7ivNeBGBkHgcdqgb/o+JFRcbuvVVnXGO96N+7uW8okqCSB3PTIzUtqmDD8QmrddbZqG3wg3GDMqNKc2qZOck479T7HA5rnghu0tdabnbgx0xdOEF0gi8RE5E9U6ucK+XrVkSyy2YUOXbogdaXlam3W0qSAc9eT/wB08url4U7cL6iPprUEcsoRJjsOKWW0oycjP1JI9qzbxv8AFpyw6jttk0Q4mfeHIH6e3LCd+3cpOVpHRavkwO2STzjlppTwK8TP0ReqFaldsd2CdzTC5i1KUOuHNvyjPcEKHtRU6LnMDnw22L/33C1FOSdsmTn5djytNntXK+27TjTabbAhTSVxo7CVbWyElWVHvxnp60lqK1XfUWtvgJaIsOSiN8ixuLa0JPCh353fbFUPwn8QZr+orHorVUYWy9abkuMyStQS260WyEuA9ByMHHHII64GxWPU9sm6glRprsZD8R1wRJJWAlbRPICs4z0+uM9qye6rRP7W4B+JN+/Cryqbzte6JI+Ax25hQOizdl2F1m4NWhyyx3Slty49EqBIIT7Z9fXAqM1pdrvbdS2q5Pv2yUwwkuwmoi/2gnpyOo+vtx0p40YWptGtWNq5xYU+DJWsIkL2pdTuVgg9+Fe/P1qva8gWe2RLTEgOw3ZyGVCcuO4VhS+ME+netaLWurncLkkRHHWe6wqOc2iNpsIvPPSOySc1vcFOXZEqKxLiXPlyM6tRQ0fVBzkdvwDVWQc148en1obPNdSnSZTnaIXOfUe/3jKaXY4LafYmiub0f3G/9J/5orUIQoiUve6R2TwKUtysP7D0UP70275NdMK2PIX6KBq0SlzkdDSSs9yTTpxIyfSm7mADVIUiQAcgAH6V4QMZIHHqK8cWR0plOeLUZ15QUoNoKykdTgE4H4q1FAeGrlxufjiZ8OHGlyoTrzcRt54JQNgCd31SCD2+vFfUaL94qv6fdjuK0tagxIQ1Im8uITuSVBBBBQDnakqKsAqHFfFPh/raXp7xBY1EGPML7x3NJGCCrjI+3HuK2H/63RSblHm3bV9+aUtBcfSmW43IjufOAhDSUeWf5YCj1Cjnmk6zHeZMcL0ml2eQAThK+MGjrnB1+7rWdPhpelBqN5cVKgHxtXleFHjhCTxweDjmu7FOcVGLC1klIynJ7VnmrNbztWa6iJuTj8SLb2k+Ql5w7lEpABWPVWBx6Z9atNseUjY56dfpW1BpFMArl+JFrqxLVZlSV85IUPQivUyUkYI2/wDFMFOZ6Vzv961hc+FILVlFDa6YJdISQOnpSrbgIyDUhVCLucttL9CRRXks74yh3HIoqK1HQIUqc4tuIyp1TbZcWBj5UDqo56AZ5PanY0/eikH9OfGUqUARj+PUex74PaltKxX3J69pnIHlkn4RQDmAQe/UcdPpVuRCebeaUpOo3VOjaC6EjeQMpSO2P5H6UDt82hat2xdQMuJIZX5LjR8zaCQOeopsbdNc5THVj3wKvjkBcpAfeiXdTm1KSrykYAAx9+hpnNbgRgptSbg29tJSlxKAO+CfaoC6LrMiMKjSLdMbQpS2gEpGSdw4qh3zVUYx3mIUdUoqSU7idqDnj6mrR40Xpds0c42yspemuCOCDyEkEr/sMfesgtr4WylJOSBj7UxRaHXK1pMkSVGWxiXFvUW4CEjDDyXS2VYCyFZI9gelbjDvHhZfNQRL3dlu2xbRC3Ir8Bbh3DsFIBBH4+1Zi2ATXSUDOaqto2VbkkHsulQ1T6IIABHdOfFlcO8ayk3TTXneQoja6tHleZt/idpyR96kLHqR9mOhq5MlSgkBTrfc+pH/AJUTnIIpJxYSPvWrKDWNDRwl6rvNcXOWnWu4MTYiXGHAtPTIp1vrPPD65kzZEQrylX7iPscH/qr2V8ZrFzYMJJ7dphLhfvXba8d65ixJMj+m2Qn/ADK4FS0ayAJ3PPE+yRgfmglAmAc460VKmFHaGA0D9eaKkqSopla0HKFKSemQcU8YddUtO51w8jqomiioopgvvHILrhHuo1ytxxfK1qUQABk54HQUUUKFZF/iEdWf0djPyEvLx74SKzGzPOBxSd3GaKKZpcJ6l/GFY2FqPelkrOSKKKYRL0E4JqKu77jbZUg4NFFUcK050GpSL9HIJ+dCs/7c1tVuYaDaFlO5RHU80UUrUylq3vKai1IpUfKxxRRWBWCYvnOaKKKIIV//2Q==","censoredPosterSrc":"data:image/png;base64,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Everyone, Welcome to FunLearningRemastered! This video is about, For Loops. Click \"Show More\" This video is about For Loops! 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Science!","preview":{"posterSrc":"data:image/png;base64,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Ang video na ito ay may pamagat na: DO YOU NEED MATH IN Programming | Algebra IN Computer Programming | Tagalog Sa video na 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Guys first subscribe now I m programs magic. I am your friend. Today ! we are learning about programming in C/C++ with focus on logic... Basic C/C++ Programs FOR Maths Logic Tutorials 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Code used in this lesson click - http://www.codebind.com/java-tutorial... ★★★Top Online Courses From ProgrammingKnowledge ★★★ Python Programming Course ➡️ http://bit.ly/2vsuMaS 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We discuss what are: constraints, feasible region and the objective function. We 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Urdu...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAgICAwEAAAAAAAAAAAAAAAYEBQMJAQIIB//EAEcQAAECBAIHBAUHBw0AAAAAAAECAwAEBRESIQYHExQxQVE3YZGzIiNScXYVMlR1gaGxNEJTZZKTshYkJTM1YmNyc6LB4vD/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAQIDBP/EAB4RAQEBAAICAwEAAAAAAAAAAAABEQISAyExQVEU/9oADAMBAAIRAxEAPwDxlDjqPbS7rm0LaX81dekkn3bdEJ0Oeontr0I+IJHz0QG0GiBx+lJZlZpUs7iUA6Ggu1lZjPKJ4lp9bRZTV3dqk5ubqjPu4WiBoa4kyisJTYPOhV8iPT/9ziW+qZcnztqdLrl9oA2vec+l8IT05EmLiy1JMpPldxVHALAW2CONrX4dc4ly6HENBLrpdUALqKQL5dBFFLzBFnjR2Wlt5N+uX87p8zhmc4z/ACxNBWEyLVwPSs8rI3t7GfKGJq6gikcqs0uzSpVLIWjNxLilFBPMDALxKp0+/MOLQ/LNslNuDxUCM75lI5j7YibFjBHXEn2k+Mc4k+0nxgrmCOMSfaT4wYk+0PGAg11lqYpzjLyEuNqSQpJ4HIxqh1wdq+lo/XU35yo2wVZaRJOEqyCSTbPlGp/XB2r6W/XU35yov0b9FWCCCICHPUT216EfEEj56ITIc9RPbXoR8QSPnogNmtAlcIFmidq44pQSvBiGIZkgZ26XixlqW1UJICr0zZLxX2JmlOpy53y74xUVOBhl8EYrOixyGVufGKhuqyYYUU0iR9IDGkOk3v8AZ1Ajx+bly7WSr8/JgTo5RkpwpkgkXJsHFjjx5846OaM0NxtTa5BKkqFlDGrMWt1hf+VpRaUpVRJEhIJKduDg68u4dI7GsyLilf0XTlFYvfb3BHfl3Rx7c/2mRdO6MSWx2VPO5KQoKCsG1/jvlx4R0k9G52VJDdZwoIthTJtp69Ps8In6MLlnaYh+VZZZS6MSkNKBAOY4jnlFrHv8NvSe0sULVEqaS2XK84vCvEobo2MScvR7veM84t91Y/R/eYzxxyjp2v6mREkmWlNuYkBVnVpF+gUbRn3dj9EmOkh/Vu/6zn8RiRDaZECpsMiTcAbTZSVAi3EWjVDrg7V9Lfrqb85UbYqp+SK9x/CNTuuDtY0t+upvzlwUqwQQRAQ56ie2vQj4gkfPRCZDnqJ7a9CPiCR89EBtCpC20SUttSAgqdBubX4QtVWUMlPWkEkMpKdiouAgrAHU/jlnDloyAaSi4v6xX4mLQJA4JHhHHl4e3LdXXz9msVJTyUKmkNpIPrFoaAxHhewvb3ZxMTNTgP8Ab8kQF2J2ab2tw+Z784dbd33QW7oz/PDVRQ55jcwl2cl3HE5KU3ZIOZ5ZcoyzFdpTDymnZqy0gEgIUrI94BEWVu77oLd0duHHrMRUo0joy0hSZ24Jwj1a+PhHT+U9DN/59wNj6peR8Iuc4M40IdIebmJMzDKsTbji1IVYi4Kj1iZHBIAJOQHExAcrlFbNnKxT0HoqZQP+YDLVPyRXuP4Rqd1wdrGlv11N+cuNq79Tps7LuIk6hKTKkg4g08lZGXOxjVRrg7WNLfrqb85UAqwQQQBDnqJ7a9CfiCR89EJkOeontr0J+IJHz0QGxxWkTtPWplt9qyFqBQZhtBGfMKUIkvaXvt3AXKuEZkB5AIGXG6+8+ENdJp8purUwWgpa03OI3FzbkcuUTjLSx4y7X7AihEd0ydQsoS7JuEHMJfQCOnFfOMrWly7nbOyqAEg227eIHmLFfIWN++HbdZb6Ozn/AIYg3aWvfd2rj+4IkCeNKWi0lz5TkEXSCUqcSSMrn5qyDaOU6TtrF0VSQP2/9ob91lvo7P7sQbrLfR2f3YgE86TjAlSahJqClYbgn7fzuXSI8vpZNvLDY3faKQChCXQorVniQPS4i3HhDwJaXBuGGr/5BHIl5ccGGv2BAKD9bq4acKGWyQk2BBF/90fMK7SkNuSlTmHnkLmll4oQTs21A3CQOYMfdqmyymmzRDLdwyv8weyY891GsqqN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This course is made for beginners and it covers all basics of Matlab Programming. 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Programming Tutorials - Bisection Method Bisection method is a computer oriented numerical method for finding root of any equation. it is sometimes impossible to do it manually as it may 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Everyone, Welcome to FunLearningRemastered! This video is about, While Loops. Click \"Show More\" This video is about While Loops. In this channel, you can learn the following topics: 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