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This is the last of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. This challenge is very 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This is the 43rd of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. This challenge debugs a few problems while...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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This is the 9th of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. This challenge introduces Monitors 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This is the 10th of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. 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This is the 47th of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. This challenge focuses on Timer Rest and...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Programing, fun, Fun C Programing, Fun Programing, Fun Program, how to create virus, how to create virus usingh Batch file, how to create virus using notepad, how to create virus using cmd, 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this video we'll see what functions are in C programming. Complete source code of the series: https://codedamn.com/snip/OSSrcEUh9 - Don't forget to subscribe and like the video 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This is the 5th of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. 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Python Variables, Python variables for beginners, Introduction to python variables, code python variables. #pythonvariables #pythonvariabe #variables #variable 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This is the 42nd of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. This challenge uses lists to implement 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This is the 56th of over 60 challenges to teach kids (about 5th grade and up) programming using Scratch 2. This challenge creates a program that...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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languages.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAABAAEFAQEAAAAAAAAAAAAAAAYBAwQFCAcC/8QAORAAAQMDAwEECAUDBAMAAAAAAQIDBAAFEQYSIRMUIjGRFhhBVVZxlNIHFTJRYVKBoQgjJDM0s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This is the 3rd of 27 TV show episodes to teach kids (about 5th grade and up) programming using Scratch 2. This episode: 1) introduces If and If-Else...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAEDBgcEBQgCCf/EAEUQAAIBAwIEAwMGCwQLAAAAAAECAwAEEQUGBxIhMRNBUQhh0hUWInF0gRQYIzI2QoKRlMHRJEdisTM3RlZXY3KEk6Hx/8QAGwEAAQUBAQAAAAAAAAAAAAAAAwABAgQFBgf/xAAwEQABBAAEAwYFBQEAAAAAAAABAAIDEQQSITEUQVEFE3GBoeEGIjKRsSMzQmHwwf/aAAwDAQACEQMRAD8A4yoruhPYu2Gw/SvcvfHaD4Kd/Ep2Hj9LNy/ug+CpFpCE2ZjtiuEqK7mb2L9iiTl+dW5MfVB8FInsYbEZ+X51bk+vEHwU/duUOKiurXDVFdy3/sZ7BtIVkbdO5mDNjP8AZwB9ZKdO1PQexZsCWFJV3XuYBlDAEQZ6/sUAStLzGDqNfuj5hVrhSiu6z7Few/1d2blP3QfBWLcexpseL/anch/Zg+CjtYXaBBfiY2CyVw9RXbq+xzsY9907kH7MHwU7D7GexnbHzp3Jj/pg+CpGFw3QxjYTsVw7RXdq+xVsPz3ZuUZ90HwV6b2J9hgfpZuX90HwUOirAe0i1whRXdM3sW7Ej6/Orcp+6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As well as adding interactive buttons.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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video tutorial shows you how wire and program any 4pin button on a variety of CircuitPython microcontroller boards. My button is yellow, but this works for any 4-pin button as 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- How to program I2C and SPI Bus Product used in this video: Cy8ckit-042-BLE - 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this video we look into Function Composition in practice. In this Video: Composing Functions Defining a general function 'compose'...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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need to have reference to hardware to mess with it.\" I dare you to make a song out of it. 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wanted to share some work we've been doing to make DEXI and PX4 programming easier with a visual approach using Node-RED. You can learn more about DEXI here...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Please do watch the complete video for in-depth information. Link to our [ Hindi ] Youtube 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design...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPER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Buy me a coffee: https://paypal.me/donationlink240 🙏🏻 Support me on Patreon: / ahmadbazzi In this lecture, you will learn python socket programming. We'll start off with what python socket...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh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