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:image/png;base64,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
Updated by Matthew Van Dyke on 02/21/20
Vee is an amazing idea by Paul Goldenberg
1920 U7V1p1 Recursion Vee Demo (starter file)
Week 10B: Recursion I > Video: Recursion I > Recursion: Vee Demo
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