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Technical

Epicyclic Gear-Train

Kedar

Kedar

 Updated: 02 Aug 2014

Basically, what is an Epicyclic Gear Train?
Can someone provide some resources to understand the working in a bit simple manner...
https://data:image/jpeg;base64,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