
Cohos Trail
The print
Printed to order at 300 DPI, rendered natively at your size and never upscaled. Print only; the frame in the photos is for scale.
Shipping & returns
Printed in 2 to 5 business days, then 3 to 5 in transit within the US, rolled in a sturdy tube. Free US shipping; outside the US, shipping is calculated at checkout. 14-day reprint-or-refund guarantee, any reason, no return shipping. You have 1 hour after checkout to change trail, style or size, just reply to your confirmation email. Full returns policy.
About the Cohos Trail trail
Cohos Trail (Nash Stream Forest section) gains 6,158 feet across 25.2 miles of point-to-point route in New Hampshire, its elevation running from 980 feet up to 3,094 feet. The steepest pitch reaches 62 percent, against an average of 244 feet of gain per mile. On our gain-and-distance scale it falls in the very strenuous band. The nearest town is Berlin, about 14 miles away.
The trail
The Cohos Trail is a hiking trail running 162 miles (260 km) through northern New Hampshire in the United States, connecting the northern and southern ends of Coos County. It begins at Notchland, near Crawford Notch State Park, and follows a series of trails to the hamlet of Fabyans, then over Cherry Mountain to the town of Jefferson, over Mount Waumbek, along the Kilkenny Ridge Trail to Stark, through Nash Stream Forest to Dixville Notch, and north to the Connecticut Lakes and finally the Canada-US border at the southern edge of Quebec.
Text: Wikipedia, CC BY-SA 4.0
Along the route
- Percy Loop Tentsitemi 7.7
- Gadwah Notchmi 22.5
Places OpenStreetMap maps within 150 m of the route.
More trails in New Hampshire
Questions about the Cohos Trail print
What sizes does the Cohos Trail poster come in?
Is this made from real elevation data?
Does it come framed?
Place names along the route: © OpenStreetMap contributors, ODbL. Best months are an estimate from NASA POWER climate data (CC BY 4.0), 2001 to 2020 monthly averages adjusted to the trail's elevation, not an official season; check current conditions and closures.













