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Oct. 28, 2024, 12:24 p.m. -  Tim (aka DigitBikes/DirtBaggies)

I believe the new pod rocker will be available as an upgrade. Maybe I should give them more than a parking lot test. It's Sram pn: 11.3018.037.000 ![](data:image/jpeg;base64,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)

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