Cirque Series season podiums
Cirque Series published the overall Pro podiums: Jamie Brusa, Alexa Aragon and Laurel Moyer; Mason Coppi, Jackson Cole and Remi Leroux.
Series / challenge
Cirque Series stages mountain-running races from ski-resort bases, climbing ridges and peaks before descending to a finish festival. The organizer describes steep terrain with manageable mileage, combining racing with live music and a social finish area.
11 TUM reports · Published coverage below
Publication history
11 editorial issues
Distinct issues per publication month. Each issue counts once.
Monthly editorial issue counts: Jul 2024: 0; Aug 2024: 0; Sep 2024: 1; Oct 2024: 0; Nov 2024: 1; Dec 2024: 0; Jan 2025: 1; Feb 2025: 0; Mar 2025: 1; Apr 2025: 0; May 2025: 0; Jun 2025: 1; Jul 2025: 0; Aug 2025: 1; Sep 2025: 0; Oct 2025: 0; Nov 2025: 0; Dec 2025: 0; Jan 2026: 0; Feb 2026: 0; Mar 2026: 0; Apr 2026: 0; May 2026: 0; Jun 2026: 2; Jul 2026: 0; Aug 2026: 0; Sep 2026: 0; Oct 2026: 3; Nov 2026: 0.
Sponsor mentions, repeated links and polls are excluded. Credits within editorial items may count. Read the supporting timeline ↓
Newest first
Cirque Series published the overall Pro podiums: Jamie Brusa, Alexa Aragon and Laurel Moyer; Mason Coppi, Jackson Cole and Remi Leroux.
TUM covered the Mt. Baldy race and the Cirque Series Pro season standings led by Mason Coppi and Jamie Brusa.
TUM covered the September 26 winners and podiums, with the course distance and climbing linked.
Hackett ran1:05 and Webster1:16 on the 8.2-mile mountain course with 3, 010 feet of climbing. iRunFar described Webster’s second straight Cirque Series win; no omitted seconds are invented.
Rémi Leroux and Lindsay Webster won the 6.9-mile mountain race in 58:51 and 70:20.
TUM reported Jackson Cole and Ruby Lindquist winning Cirque Series Alyeska in 2025, Alexa Aragon second woman, and effects on standings involving Dan Curts. Midseason rankings are not final series titles.
The 2025 series opened at Cannon Mountain with Moyer’s one-second win and Leroux’s 55:11 men’s victory.
Event date: 2025 · TUM publication: June 13, 2025
TUM cited Abby Bennett’s Instagram post for planned Cirque Series courses at Cannon and Killington that would include Appalachian Trail, Long Trail and Kinsman Ridge Trail segments.
Event date: 2025 · TUM publication: March 13, 2025
TUM announced 2025 Cirque Series events at CannonMountain onJune7 andKillington onJune28. The source’s6.7/7.2-mile distances remain distinct from ultras; this is a calendar announcement.
Event date: 2025 · TUM publication: January 2, 2025
The November 2024 announcement described the prospective 2025 circuit and a conditional Brighton return in 2026; neither is proof of a conducted event or a current schedule.
A-Basin was described as its sixth race; the short, high-vert series welcomed professionals and amateurs.
Season result
2026 overall Pro podium · October 16, 2026
SourceSeason result
2026 overall Pro podium · October 16, 2026
SourceSeason result
2026 overall Pro podium · October 16, 2026
SourceNamed Cirque Series stop
Rémi Leroux and Lindsay Webster won the 6.9-mile mountain race in 58:51 and 70:20.
SourceFacts above link directly to their sources. Published TUM dates and public-source check dates describe different things.
Public background sources checked October 18, 2026. The selection contains 127 published issues.
Facts are limited to selected published accounts and retain their dates. Original links may change or require sign-in; no live status or current affiliation is implied.
Background context from one original public source. TUM’s dated reporting appears below.
This is a limited background snapshot, checked October 18, 2026. Source publication dates and event dates are shown separately.
Canonical published article; authority for what readers saw.
Exact destination preserved from the published item. Supports the item’s original attribution; not a claim that its current state was freshly checked.
Exact destination preserved from the published item. Supports the item’s original attribution; not a claim that its current state was freshly checked.
Published article, 2026-10-02T20:38:26Z. Archived published text is pinned to canonical main 0b95fbf3ae3a.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2026-10-16T19:49:15Z. Archived published text is pinned to canonical main 832e6528bf19.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2026-06-29T16:57:53.334Z. Public original captured at 2026-10-20T19:41:18.449Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2026-06-15T14:52:54.105Z. Public original captured at 2026-10-21T01:02:44.782Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2025-08-02T11:26:18.233Z. Public original captured at 2026-10-27T22:18:13.835Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2025-06-13T22:47:31.260Z. Public original captured at 2026-10-28T02:39:04.234Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Published article, 2025-03-13T20:18:10.166Z. Public original captured at 2026-10-30T03:34:14.134Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2025-01-02T23:04:55.958Z. Public original captured at 2026-10-30T08:39:44.975Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2024-11-06T05:56:11.846Z. Public original captured at 2026-10-30T10:54:29.249Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Published article, 2024-09-09T22:53:19.233Z. Public original captured at 2026-10-30T12:48:05.854Z and projected to reviewed article text; no publishing-repository text pin is claimed.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.
Exact public destination in the published item. The archived TUM issue establishes the historical attribution; this is not a fresh verification of the destination’s current content.