This is the project which started it all. After an example by E. Paul Goldenberg. Featuring recursion without the need for a base case and first class custom blocks it was Brian's demo at the 2008 Scratch conference, why Scratch needed custom procedures.To this day, Vee is the first project we test whenever we change anything or add new features to 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data:image/png;base64,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