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this tutorial on 'Machine Learning', you will learn about Anomaly Detection in Machine Learning Algorithms, Types of Anomalies, Isolation Forest Anomaly Detection, and more. Get Certification...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAQFBgcBAwgCCf/EADsQAAEDAwMCAwcCBAMJAAAAAAECAwQABREGEiEHMRNBUQgUIjJhcYEjkRVCUrElYpIXJENygqGiweH/xAAZAQACAwEAAAAAAAAAAAAAAAADBAABAgX/xAAyEQABAwEEBwYGAwAAAAAAAAABAAIDEQQhMUEFEhNRYZGxIiNxocHRFSRCgfDxFFLh/9oADAMBAAIRAxEAPwDnWxWU3GLLmvy24cOLtDjqkFZUtXyoSkd1HHqK9XjTk+3y3GUhMttLSXkvNfKpCiQDg890kEeWDWq03uXboUiG0ELjyHGnHELHBU2oKH4OMEelb79qe7Xe7qubr3u7pQlCUsEpSlIJIHqeTnmq7/aGlNX9f6kvmNqaU1f1996SmyXYHH8Pf+UK4A4GM8+n/qsqsd2CVqMJ3CT+/fkfTAz9sVpXc7itCkLnSFJVncC4ec5zn9zXr+LXTj/EJXHI/UPFb77h5rffcPNKEacvillAtcncAeNo8u/7Hg+h4ODSO4QZdveSzMYLLi2w4Ekgnac4PB+lKX7/AHp5binLnJy5ncEr2jnuMDsD5jzpFJkyJJQZDy3ShAQkqOdqR2H2FFvR07aO1JM01cFyYzaHm3UhDzKzgLAOQcjsR6/WnHWuuJmo4iIQiohxUqC1ICytS1Dtk4HA9KidFBdZYnSbUt7SXdZYXSiUt7W9YPcelB7jHes1jHIwMk8YFGTCOd3P4oPzDHenG32WfcZHusJhUiUMFTCBkpBOMk9h9vrVm6e9nTqNdYyZKbb7uhYyNyDyPztH7ZoTp423EoLp42mhN/PoqhHzc1c9l0t0/HT7TEsNxbtqSfKiiREXcVNAoW68pwKwE7AlpA/mHlzyNzXqzoJ1B0/HVJk20usoHJCSkfvyn9yKrCbDfhSnIsuKpl5PztuIwR981GSskuab/NXHMx5o03+fJW1qLSGibZpXXmLhajfok9TlvjmYsrixRLCGkNgZQ6XWlFW7crACBwdxBVQJSnttSAnsMdqKKBRFUj6c6SuOt9ZW/TVsIQ7KX+q+ofBHZTy46r/KlOT9TgedWtrTo9ZBra1sQk3PS+nn9OzLpLcmJEp9j3NS0uKUkKwSseCraFceJgelVt0jtFz1NrNjSMC8v2mPem1x7g82CU+7IQp1e9ORuSA3nbnB4qYxtIX266Pgo6Zazut+ssqY/ZnoEiObeY6nWxId3JK1I8FaGgtStw+QZFUcVF4m9JbLDju397VNxVphqzQLoXW7SFTyZji22WvADm0HLalFRXjBHcmnOP0Kt0fUL1nvesJEdx7UTditqots8UyHFxkP73ElaS0EBxAWOcHIrVprSHVKFebncE68YsbkDTiJTVyF5Aakw0K8NplDmQAgKBTlQwggZHIyzN6S6vRLTb7/ABpc9TzUhufHjs3DfOYcmKDaJBbzuSXSUjcTu5GcZqr96tLm+j1ols2+42zWL8mzqYub9wkqtRQ42iAUB1bDQWS6lRWAnJSfM45FKh040pYbdc73KmzbxbTo03hkS4RiuRXZElMeKVISs5UPjXjOCQO4NeNI6C6jNattNoa13arO5a485xmRGv7TotgbG+S2UoVlCiojcO3ckkJNeo1r1leLZbbldJz1+NzafkXlV5vqE2p+3xHy0yXHUqSsIDql7SVfEcFOealeKijXVTpp/s/bkpuN2U7IduK2LSyGQDMhoSCqYrn4EkqSlIGdxC+cJqvDVu6t0P1H1vrK6TLyLDAcgKhQU+LdG2Yjbbrf+6tR1qUQ4gpHGCSSrJ5JqrL5bZtlvMy0XJksTYMhcaS0SDscQopUMjg8g8irBVJJnJxyKdtN2uXcrnFhQUlUyY54TPGdg/mX+Ow/Pnimgn0PI5roL2L7Axc+rZlSUhabbGSUAjsoJ3Z/1YoU7y1t2P4EGdxa27H3NPVdK9Cej9j0DYI7j0Rt+7rSFuOOJCi2r6f5vU+XYcd626v9a9YXfXT+hulaUByO4ph6clKVrdcSPj2FWUoQnsVYJJBxgYzcfX3Vz2hukGotSRE7pcaLsjfR1xQbQo/QFWfxXK/s3Q7k9bpWrLQ/HbcZeEdxx9JWrHwkj0AUSMk84oXZhYSMU1ZLMC7UH33lTbSXWLqF0/1Na7L1bcj3CzXR0MmcEDfFKjgFSkgBaQTyCM45B4xUp9pfopab9p+RfrJGbiy46S4tLaeEjzWkD+X+pPbHIwRzXnX623vUWiLq9cXLaYqSVR3UfD4akKIOOO2B3ye9dJdErqrUfRvS9xmfqrlWplL+/neoJ2KJ++D+9CZWZlTiMwtaQsbQQG3bjmCvmbLjvRpbsWQhTbzKy24k9woHBH/aip/7RNjbsXVO4xGRhG5Q+5StSP7JTRTkL9pGHFKQybSMOKj3T7VkzRmoTeoMGBOdMV6KWpqFKbKHU7F8JUk525HfzNSOH1f1Jbrha3bJbbFZrdbS8pq1QYim4rheR4bqnPjK1qUj4dxXlIHGKjWh7ZDuk25MzCgJZtMqQ2VKIw4hIKcYI5ye3I+hqTXzRFgtOudPWuNdZFxgTru5All8IaUPClJaWQUKOEqSrIPcc0tNb4Ypdk6taE4bgT0CZbG4ioSaV1RvEp+/+9Wq1SId8tzdvfhvKkOttNoVvQptS3S4FBfxHKiCe4NKrh1m1hLiWkFUVmfbHYzqJ7ReDjxj48MONlwtEfCndhA3YGaeXdCaEuqI6NOXK4OpN0lCU4tSQ60yhjxEsIQrIcWg4BUAdxzjgV4tvTKyQ9RwGJ86VdYir45BkuseGiM22h1SAlxW/elxQAWNvGCOe5CfxyyAVNQdxF+ftmt/x3pjY6pSo2pHb1D0fpGH7zClQ5sViE4luWiSQXS4fE35JHGFAJBIAwTWq39UbvFisW56z2SfaG7M3Z3bbJYcLD7KHlPJUvCwrxA4oq3JI8uKdm9B6YVafef4vK92W2mcl4ob96DP8Ockloo37N29G37kc+VadS9NrRatM3y7sakXJVAkKbYQGUkEDwihLu0natYdJBHw/Ae+eCN0xZC8MqamlLjncq2DwKpHP6s6lnvx3JkW0uBi+R7yloRihsrjtJaYY2hWAyhCcBI55OTzULvdxlXe9TrvNUFyp0lyS8oditxZUrH0yTSSiuqAEFYIzwO9dD+xReWIHVh2I+tKRcYqfDPqSnGP9QA/Nc8Ec586e9I3qZZb1CukFShLgueI2ArBcRnKkZ9fMf8AygzsLmXY/h9EGdpLajEehr6LtX22tVu2LpY5ZEx40hGoUuQtqndriCBu8QJIO5IwOxBB2881QPslS7rFtV+jKaekQkPtLUiMrDgUpJB2nIB+UcGoN1Cbu2sNQydZS7q7d4093xESHlkljP8Awdo4b29gO2O1Sfpxrq6aLhGBEixJkFWT4LyShSSe+Fp5/Bz+KXkG2j7CdsVoYHCQFOftL6hnSbZAsSY0uFbn3lOL95Xl1wIxxgHAGT2+ldHexbNlSegNsVLcBYYkyWoxJ5Sylw4z+d34xXG/WjVVx1tPhlyFHhoiIPhIaWcJCj8RUpXcnA8qeOmWqNS6B09Olpusy32WZHUy3biof4g4oYKwk/IAP5xg4qmdxFQ49Sq0ham6xfjuG/gk3tI3lq99VrlKjkFGVHP/ADLUof8AiU0VXtwlvzbg/NkK3vPrLjh7ck/28vxRTcEezjDSlIIzHGGnFP3Ty0w71eZsCW2y4tVqmLiJdfDQMlLRLXxKIGd3YE4NSa3dO7KrTEZ+4X1qNeHLgmI/H95Z8Fgl9KPDWoZwS2S4HMlPYYPJquXGuOQFD0IzWsJR5IT2x28qVns00r9aOXVF2VcK8cD4VuxTLXtAoRVWzK6e6HYu8eI7qGZsmXCDFa/Wj5joebUt1TpI/k2EZwOVDOK0MaP0M5bUvfxJ1Md5DUsb3mPe20+4yXVM5+XlxpCfl7rA796tCUgYCUgfajan+kftS/w60UobQ7kOa1tW/wBVbS+mmmXLTfZ8G6zpTcFiTIbWl1kJZDcZt5tDgx+oVKcKSpBATswQCaZNL6Y01N6cXJ+fcbezqWYh52ztOSClaUxxlQ2gbcunxEjeQfgTtzuqENzJjcJyE3LkoiOK3LYS8oNrPqUA4J+4rRgc8Dnv9atlhtOoWunOIINL7sj4nHeLsyVDIytQ1XDcenmlZ0e/3S3THmmITL7qRGebLEfwojLiQoKBU5vWtWSk/DjB5Ipuv2hdGWpidIcv05bcWBKfabakxXHJhbWylp5vbkJbd8VRCFfGA2TzzVbNzJjcJcJuXJRFcVuWwl1QbUfUoBwT9xScJSOyQOc9vOsRaOtTSAbQaDheRxP5zqTZlYfpVzyNMdP2HXX1sofbZkXBuQWJzaUbUW5LrOxBUTuLhVtOSCoKBzwKbndEaBhiU4/f7o8Gi88wI8qMFFtv3YpQSQf1D7woZHH6SjjuBVO1P9Kf2o2p/pH7VTNFztp8w73x49MlDK0/SFKJ8xzS+r7tCtVzK248t2MH0pS4zLQhZCVLQMpOQM5T60va1Pb3uZenoTi8cqhziyD/ANCu1QcDB+n9qz3PB7V0BZhQVN+/CvJJPgY52sLvAkdKKZydS29pSHIen7Ww8g5Q9LeMpaD6pSOM1Gr7c5N3uJly5D0h3YElbnGfsBwkfQUh7HJNO2kIcWdfEMykhxCUKUlo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this tutorial on 'Machine Learning', you will learn about Association Rule Learning in Machine Learning Algorithms, Market Basket Analysis, Association Rule Mining, and more. 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Certification...","preview":{"posterSrc":"data:image/png;base64,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We have got low cost courses on all the latest technologies. 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experts...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAA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Python beginners guide for AI & Machine Learning. Free Study Material: https://www.tutorialspoint.com/python...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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We will learn about the concept of congruency of triangles. Check out our trending course on Triangles- http://bitly.ws/DXhJ Use...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAQGBwgBAwUCCf/EAEIQAAEDAwIEAwMGCgsBAAAAAAECAwQABREGIQcSEzFBUXEUImEIFTKBkbEWFyRCgpKTodHSIzM0RlJVVmKUwfDx/8QAGwEAAQUBAQAAAAAAAAAAAAAABQABAwQGAgf/xAAzEQABAwIDBwIFAgcAAAAAAAABAAIDBBEFITESE0FRYYGxcZEGFCKh8CPhMjNCUlPB0f/aAAwDAQACEQMRAD8ArnYbQq5+1OLktxYsRrqyH1pKgkZwAANySdgK33bTk+DI5GsS2lMh9DjY5coJ5d0ncEEEEb9qRW25y7exMYjrAamNdJ5JGykhQI+77CaWX3Ut2vFyE+RI6LqWw2gMZQlKQc4G/nvUBE28y0VVwn3uVtn8/dJzZLsO8F3sFeGwIzk77f8AX116+YLxjaA8TzcoAxkn0/8AdxSZV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In this 'Machine learning tutorial', you will learn about Supervised Learning, Classification and Regression with simple examples. Get Certification in 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this tutorial of 'Machine Learning', you will learn about Unsupervised Machine Learning Algorithm. Get Certification in AI & Machine Learning: https://www.tutorialspoint.com/certif...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAQFBgcBAwgCCf/EADsQAAEDAwMDAgQEAwUJAAAAAAECAwQABREGEiEHEzFBURQiYYEIFTJxI0KRFiWSscEXQ1JicoKhouH/xAAZAQACAwEAAAAAAAAAAAAAAAAAAwECBAX/xAAwEQABAwEEBgoDAQAAAAAAAAABAAIDEQQhMUEFEhNRcYEiIzJhkaGxweHwJELxUv/aAAwDAQACEQMRAD8A51sVlNxiy5r8tuHDi7Q46pBWVLVnahKR5UcV6vGnbhb5jjKQmW2lpLyXmv0qQokA4PPlJBHpg1qtN7mW2FIhtBC48hxp1xCwcFTagofY4wfpW+/anu13vC7m698O6UJQlLBKUpSDkD3PJJ5qOv2hpTV/nysX5G1NKav8+UlVZLsPNvf/AEhXABwMZ554/wBOM+ayqx3ZKVqMJ3Cf/PnkfYZ/atK7ncVoUhc6QpK87gXDznOc/wBTXr82unH94SePH8Q8Vfru7zTOu7vNKEacvi1lAtcndg8bRzjz/Q8H2PBwaR3CDLt7yWZjCmXFthwJJBO05weDx4pS9f708txblzk5czuCV7Rz5GB4B9R6+tIpEmRJKDIeW6W0BCSo52pHgfsKbenJ20dqSZpq4Lkxm0PNupCHmVkgLAORyPBHv9acda64majiIhCKiHESoLWgLK1LUPGTgcD2qJ0Ul1lidJtS3pLO6ywulEpb0t6wfIoPkY81msYwRgcnjA9actCOd3OPpQfIx5pxt9ln3GR8LCYVIlDBUwgZKQTjJPgft9as3T34dOo11jJkptvw6FjICkHn7naP6Up08bTQlJdPG00Jv8fRVro+yyNR6rtdgjrDb1wlNx0LKSoJ3KwTgAngc+PSp9rfpbbNNO3+KrUMp+dbbG1d2WzD2NuoXJS1tWpWCnhaDwk8lWSMDO++9DupWkXW7s3EdQ5FWHWn2gUFtYOQoK5SCPTkVCP7Taysr1wg/m90hLmNIYnMle0vNoQEISvI5SEAJA8YA9qGTMkNGlWjmY80Bv8APwT31L0JA0tDdegXSZMcg3h2yzxIjpbSZDbSXStnBJLZ3EfN8wwD/NwVFb3qG/XxmJHvV3nXBqEjZFRIeKw0nAHGfolIz5wkDPAopoqmKbdMdAtau0i/JjxlSJydRQYj7qXtqYEAoWt+Q4MgBHCRvPA2n1PL3P6aaSuMeVMs11usd6Qwm5woqI6H2W4j1yMWO3kq7rjqm8OAY9OfNVpF0++/oq46pU+03FiT2Lf21JJW846hxfy+mEpbyc+4p/kdJ9ex1R0yrGI6XkOKW49KaQ3GDbYcX31FWGcIUlRCyPI9eKjmhTlfQpiTqN612u53F1DU22srW4lorajSFPF2S6ngtJQhpJCFgK3LwfQlPG6L2uRYbZNcv8+2G5NRH2Js9hpMEpkyu0hncFBZe7RDxGMAZzgEGoe50m10mS5HctUYPCXHhbTcGMuvvoQ402j5/wCIooWhXy5wDk4ApdM6eazulwf/AD3uSpiLbFFvXHfYlNyNz6IUdnuIc2pAUCjI3FOzkYyRHNSnbV/TLSumWbzOn3++fC2yNH3RvgkIkmQ886hCDv2pKChouZAyBxzwS4HpTZbNdb1bnbwi6yW4oLCUxQ+G2ZUlliG4EoUCZCkKde2DO0JTwSriEv8ASzWrMvsOwIQSWC+ZP5pG+GCQ6WcF7fs390FvZndu4xUX1BaZ9ivc2y3VkMToLxYktBaV7HE+U5SSDj6VPNQrlc6I2FqbejI1LcWIdtQySQwh59CHG3HPiHW0DchsBAGxSUrySCRgbmfVPT2xaU6V3C9yTOuFwkItjUGYtCEQ1rkDvuLjFKtzgQhCm1FYxknGD4qT1J9T5PvWDxg+lFDvQjOTjkU66btcu5XOLCgpK5kxztM8Z2D+Zf28D7+uKaSR6HxzXQX4L7Axc+rZlSUhabZGSUAjwoDdn/Fg0qd5a27H6Emdxa27E+93uulehPR6x6BsEdx6I2/d1pC3HXEhRbV9P+b3Pp4GB5rbq/1r1hd9dP6G6VpQHI7imHpyUpWt1xI+fYVZShCfBVgknOMDGbj6/aue0N0f1FqWIndLjRdkb6OuENoUfoCrP2rlf8NsO5PW6Vq20Px23GHhHccfSVKx8pUPYBRIyTzildGFhIxWqyWYF2oOe9TbSfWPqF0/1Na7L1bcj3CzXN0MmcEDfFKjgFSkgBacnkEZxyDxgyn8S/RS037T8i/WSM3Flx0lxaW04CR6rSB/L/xJ8Y5GCOa86/W296h0RdXri5bTFSSqO6j5e2pCjnHHjA85PmukuiV1VqPo3pe4zP4q5NqZS/v53qCdiif3wf60ptZmVPaGYVtIWNoNBduOYK+ZsuO9GlvRZCFNvMrLbiT5CgcH/Kip/wDiJsaLF1TuURnhG5Q/fatSM/0SKK2Qv2kYcVkhk2kYcU0aW1FqUacl6StNrg3SG647PW05akSnWlBrYt5CiCpG1A/UP0+adrt1J1+pcK/XZURbNxiSIyVybe2pi5NFSUPFxB+V07kJycDChx60r6PdRbJoBlDh09JuU2XMSbk/8X2cREEYYaCf1BWVqWF4SohA8Cpl0t6gaKix4MSdK/JbfZ4kOMlx0pVLkNtvvvyG0o7TiVNul1IUkKQo7E87c4ueCaqykdUdXSL3Duzlxh/GQ57lxjlMVtKUPrZQzu2jjAbaQEjwnHFK9Naz19DskCTZSyuBa3YsWOW4rbhSuMXpLQKeVKwXHXFHGCQCo/KKljXVzTL1tbj3HTs1xD0pLs6E2iOIylfH/ErlJON/fLeGQCQlIzyRxWuz9aQxJcnS2JzVzk/mynJkRpgLZVJbbbjBtJwNjKGyNpxyrIzzmOSE0aM6i3fR0e3pv1lXcYSrcyq2RnlttMOsJkuPJcWhTa+6C8VnuDaoYOFCq8vd2fvd8n3ia825LnyXZT5SeCtaipWB7ZJq3bf1itKE2yFcLNLm2q0u2lcGMtDJ7fwjLndOfO519SSecbAQeeK1f7Yo821MQr1CkzSmHbkPuLhxVhyUxKL70gpIAVlAQ0lJIGwEHGakXZIVTWeDKu9yj262tCRLkuBtlsLSneo+mVEAfcikuU7ikKSSPIB8VZV86hWib1Rkauats5xkWp6NGakqQsiSuO42l3aSoJbC3CoI3KKQAAT6eeo3UWDqXS7lgh259iKxcYzltDyGh8LFZidntgp53rX86uSDgVNShVuoZ4HmuhvwUXpiB1ZdiPqSgXCKntn3JTjH+IAfeueT5B+1Pekb1Mst5hXSCpSZcFzuNgKwXEZypGff1H/ykzsLmXfc/ZJnaS2oxHsa+y7V/G1qt2xdLHLImPGkI1ClyFtU7tcQQN3cCSDuSMDOCCCU881QP4Spd1i2q/RlNOyISH2XFIjKw4FKSQdp4B/SODUG6hNXfWGoZOspl1du8ae73ESHlkljP+52jhvb4A8Y5FSfpxrq6aLhGDEixJkE5PZeSUqST5wtPP2ORWeUbaPoLbYrQwOEgP3vTn+JfUU6TbIFiTGlwrc++pxfxK8uuBGOODgDJ8fSujvwWTZUnoBbFS3AWGJMlqMSeUspcOAfvu+2K4360aquOtp8NTkKPDREQe0hpZwkKPzFSleSSB6CnfplqjUugdPTpibtMt9lmR1Mt25Sh/eDihgrCT+gAfzjBxUM6iKhx9So0ham6xfjuG8pP+JG8tXvqtcZUcgoBUc/9S1KH/qU/wBaKr24S351wfmSFb3n1lxw+OT/AKen2orXBHs4w0rJBGY4w04qb6JhaKe0DdRqac3DuEualMKShPcejoYb7iwEDnDu4tjPBUB7GphM030vm3qc+05Hat0Vfw6mmL00wWG2oaXA4MgmSt10rQSngFJ9xVLKbKea8YHsK5k2jHyyOkbM4VrdW4VphhkN+PEg62ygChaFbFrs+hrJOt9zdTFuUOPbHpq3XLwy58e4IhPa+G27mlB5YQndk5Qcg1tRY9ARWpkdVzH5a860+9HTOZceSlm3F9baHijdkyHENAgDcUqBBI4qLA9hRgewqDop7jUzOrSnnUHHEHMcqC5SJgP1VtxNKdMnWZ0166vtpbixXVQ27m0pyN3I3cdKFK298pcIRt98gjJFRay2SJN6WT5jS7T+a/mqMmRMaaeZitMKUsoStQUoKWsDCQSdmKhuB7CjA9hTo7BKwEbYm9pvvwyxzz8651MjT+qt+5aM6bMXJqLBu65ykRH32Um7MNNXLalHbBdJIjqUSs7SBlKcDnNapWlumbGoI9vTcHHGJV3TF76bu2URozTDTj7qlBOF7lqcQg8A7fXxVS4HsOfNGB7Ckt0XOKVtDjcRz345fGFALbZv+QrasVl0G+lhxi4JtjF2hwWZEeVPZeXG70xfdO9SAUlLDAUcAFKnEjODg+9O6M0RqKTEds7c8vPw0OIty7qAUurlraSVPhs7FhpIc7RAJJ44qosD2FKYFxuEAOiBcJkPvJ2u/Dvrb7ifZW0jI+hqsmi5qOMczgTx8DfU8cdxFUCVubVJL3cWNO65vTGm5j7UJmY7HaWsh5EhtCikFxOMKzgnIHr4pSzqe3vcy9PQnF+qoc4sg/8AYrxUH8H6f5VnyePSui2ytDQCTUACuZ40WJ8DHOLhce6o9KKZydS29paHIen7Ww8jlD0t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- Edit Posts Watch More Videos at: https://bit.ly/3pasvRq Lecture By: Mr. Amit Diwan, Tutorials Point India Private Limited. In this session, you will learn How to Edit Posts in Wordpress.","preview":{"posterSrc":"data:image/png;base64,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In this Power BI tutorial, you will learn How to get LIVE data from Website 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Power BI | How to get LIVE data from Website? | 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In this tutorial, you'll learn about Angular 2 Loading Json Data. Get Certification in Angular: https://www.tutorialspoint.com/angula... 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In this video you will learn about CSS concepts from basics to advanced with the help of suitable examples. Free Study Material: https://www.tutorialspoint.com/css/in...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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In this tutorial, you learn about Second Order Derivative Test Problems, Class 12th Maths solutions. Get Certified 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this video, we are going to solve problems on polynomials in which we are going to find the values of a polynomial. Check out our trending course on Polynomials Class 9- 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In this tutorial, you'll learn about Angular 2 Class Binding. Get Certification in Angular: https://www.tutorialspoint.com/angula... Use coupon 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In this session you will learn about Java programming language, How to Setup Java, Basic Programs of Java, Data types, Operators and Java Decision Making. 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Python, Bedavas BioPython, Biopython, Biopython Örnekleri, Biyopaytın, Canlı, Canlı 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Outlook- Create Task in Outlook, a step-by-step tutorial to learn about How to Create a Task in Microsoft Outlook. Get Certified in Microsoft Outlook:https://bit.ly/44m8uqI Use 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this Photoshop tutorial, you will learn how to use different Types of Blur Effects in Photoshop. Click Here to get Certified in Photoshop: http://bit.ly/3A3p6oY Use coupon \"Youtube12\" to get...","preview":{"posterSrc":"data:image/png;base64,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12 Maths - Application of Derivatives Class 12 at tutorialspoint. In this tutorial, you learn about Intervals for Increasing and Decreasing Functions Examples, Class 12th Maths 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Skills - Structuring your presentation Watch more Videos at https://www.tutorialspoint.com/videot... https://www.tutorialspoint.com/presen... 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Ions watch more videos at https://www.tutorialspoint.com/videot... Lecture By: Mrs. Priyanka Choudhary, Tutorials Point India Private Limited...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Techniques - Chromatography Watch More Videos at https://www.tutorialspoint.com/videot... Lecture By: Ms. Revathi Ramachandran, Tutorials Point India Private 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