Canadian Rocky Mountain 11,000-foot Peaks
Showing Tim Hagan's first ascent dates for climbed peaks (3 out of 50, or 6%)
Front Runners List: Click here to see list completion progress by climbers that log their climbs using Peakbagger.com.
Multiple Ascents Grid: Click here for a grid showing all of Tim Hagan's ascents of peaks on this list (including up to 10 rounds of repeats).
Compare Climbers: Click here to compare ascents of up to 5 climbers working on this list.
The Canadian Rockies list is a well-known and theoretically popular pursuit, although the overall difficulty of the peaks means that there are few completers. However, there is no universal consensus on which peaks are on the list, and no official club or governing body is responsible for its contents.
Surveyed summit elevations for many peaks, especially in Alberta, are not especially accurate, so there are a few peaks that may be on or off the list pending more accurate measurements. Also, there is no standard prominence cut-off for minor sub-peaks, so some versions of the list include minor bumps like Lunette, Rae, North Victoria, etc.
The list on this page shows the 50 peaks with an elevation over 11,000 feet and a clean prominence (rise from col) of 300 feet. This site also has a "club list" based on the 54 peaks in Bill Corbett's definitive guidebook.
All versions of the list include some very challenging peaks that make completing it a job for experienced alpinists who have taken time to become experts in the loose rock and other hazards offered by these mountains. Mount Alberta and Mount Robson are usually cited as the toughest objectives.
Selected Guidebook(s) for this List Selected Alpine Climbs in the Canadian Rockies (Dougherty)
The 11,00ers of the Canadian Rockies (Corbett)
Caution: These books feature many of the peaks on this list, but may not have information on all of them.
Map Showing Location of Peaks
= Peaks climbed by Tim Hagan = Unclimbed peaksClick on a peak to see its name and a clickable link.
(Map only shows peaks ranked by clean prominence)
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