Bella events are for dues current members of the Bend Bella Cyclists. To become a member, please join HERE.
Our Ride Coordinator, Audrey Murray, can help you map out rides and/or suggest routes of your preferred length and level of difficulty. You can contact her at [email protected].
- This event has passed.
Intermediate MTB: McKenzie River Trail
July 14, 2020 @ 10:00 am - 2:00 pm
This is an out and back on the mellower part of the McKenzie River Trail. We go from the Ranger Station up to about the Trail Bridge Reservoir. This is an opportunity to get away from dusty trails and ride on the wet side of the mountains on this very scenic trail. Picnic lunch afterwards. Please bring plenty of food and water for the trail.
**COVID-19 signup procedures:
No guests are allowed on this ride. You MUST be a current paid Bella member to attend. After you press ATTEND be sure to fill out the “Complete your RSVP” form with your cell number and Emergency Contact name and phone number. If you are uncomfortable providing contact information on Meetup, you can text or email it to me.
My contact info:
Laura Gabanski cell (301)717-2439
email: [email protected]
Ready to ride by 10:00am at McKenzie Ranger Station
Rain or thunderstorms will cancel this ride. Any changes due to weather or other factors will be announced on Meetup the day/evening before the ride.
Your YES/RSVP is your commitment to attend, as space is limited to 6 total riders. No-Shows and last minute cancellations (in which you cancel with less than 24 hours notice) prevent other riders from participating in events, especially now that we are limiting the number of participants.
Bella rides are “no-drop” rides and no one will be left behind. In consideration of others, we do ask that you choose an ability level that is close to your skills. If you choose to leave the group by going significantly faster or taking a different route, you have an obligation to let the leader know. When you leave the group, you are on your own.
If the ride fills up, please join the waitlist. If there is enough interest we may form two groups.