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Getting the right geometry

Whats the most important thing about your bike?  You!  Whether you’re just starting out or have been cycling for a while, a poor fit between you and your bike will mean more discomfort and less enjoyment.

Bike Ride Hobart are certified Retul Fitters

Bike Ride Perform bike setups and Retul Fittings

Want to improve your performance?  Know you can do better but need help?  Talk to us about our professional assessment options.

What is Bike Ride RETÜL Fit?

Retül Fit is more than just a bike fitting—it’s a way to learn about your body, the root cause of your aches and pains, and how a proper fit will help you achieve your cycling goals.  Here at Bike Ride we’ve known for a long time about the importance of a proper fitting.

How does it Work?

Starting with a pre-fit physical assessment, your fitter will take into account your body’s limitations, previous injuries and pains, and your goals on the bike.

From there, we turn to our Vantage Motion Capture System to collect real-time, three-dimensional data from your pedal stroke.

This data is then compiled into our system so that your fitter can look at your numbers and dial you into your perfect ride position.

Kate getting fit on Retul at Bike Ride Hobart

Retül Vantage 3D in store now

Using four infrared cameras that detect a series of 16 LEDs attached to you via a wireless harness.  The Retül Vantage 3D Motion Capture System collects a massive amount of information about you as you ride.

The key features of this system are:

  • Rider movement is measured in three dimensions simultaneously, and dynamically while the rider is pedalling
  • LED markers are captured at 18 frames per second creating millimeter-specific accuracy
  • Data is collected dynamically as a set of averaged pedal strokes from the rider, not from an isolated position or view
  • Zin digitizer allows fast bike measurement with sub-millimeter accuracy
  • Ease of use and comprehensive data create efficiency and time savings during each fit
Personal adjustments made to Retul at Bike Ride Hobart

The only thing stopping you from the perfect ride is the perfect fit.

Using the Retul computer system to analyse your riding results at Bike Ride Hobart

Our team at Bike Ride Hobart are Retül trained

We use this cutting edge equipment to help make you more comfortable, powerful as well as injury-free. The Retül Fit Program is the most comprehensive fit system in the industry.  Developed in conjuction with Dr. Andy Pruitt and the Boulder Centre for Sports Medicine, the Retül Fit process has been refined into a repeateable step-by-step methodology to provide a way to reliably track and improve a rider’s performance.

Setting up the Retul system to fit the user at Bike Ride Hobart
All geometry information is captured wirelessly and fed into the Vantage Retül V-Series system.  Providing the most comprehensive bike fit intelligence and real-time 3D kinematic data solution on the market.

"THE RETÜL FIT IS DEFINITELY LEAPS AND BOUNDS ABOVE OTHER TYPES OF FITMENTS [SIC] THAT I HAVE DONE."

– RICHARD MURRAY, PROFESSIONAL TRIATHLETE
Get your Retul Fit at Bike Ride Hobart

Book Your Retul session Today

Our Location:

93 Harrington St,
Hobart, TASMANIA

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Opening Hours:

Mon - Fri 7:30AM - 5:30PM

Saturday 9:00AM - 4:00PM

Sunday 10:00AM - 2:00PM

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  • @shapenride run some
  • Day 2 of our @rmbaus
  • Some very exciting t
  • Introducing the Bomb
  • Some fresh fox facto
  • Let the adventures b
  • Fresh delivery of #r