Shikoku Pilgrimage 23rd Yakuo-ji - 24th Hotsumisaki-ji
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 Shikoku Pilgrimage 23rd Yakuo-ji - 24th Hotsumisaki-ji trail
Shikoku Pilgrimage 23rd Yakuo-ji - 24th Hotsumisaki-ji covers 47.1 miles point to point in Japan. The route rises 2,965 feet in total, and its elevation spans -7 to 692 feet. The steepest pitch reaches 19 percent, against an average of 63 feet of gain per mile. On our gain-and-distance scale it falls in the very strenuous band. The nearest town is Hiwasaura, 1 miles away.
The trail
Yakuo-ji or Yakuō-ji (Yakuo Temple) (Japanese: 薬王寺) is a Koyasan Shingon temple in Minami, Kaifu District, Tokushima Prefecture, Japan. It is temple #23 on the Shikoku 88 temple pilgrimage.
Text: Wikipedia, CC BY-SA 4.0
Along the route
- Jizo-sanmi 7.5
- 東詰休憩所mi 25.6
- ディープシーワールドmi 45.9
- Raiei Templemi 46.2
- Mikurodomi 46.4
- Misakiji Temple Henromichi Hutmi 46.9
Places OpenStreetMap maps within 150 m of the route.
More trails in Japan
Questions about the Shikoku Pilgrimage 23rd Yakuo-ji - 24th Hotsumisaki-ji print
What sizes does the Shikoku Pilgrimage 23rd Yakuo-ji - 24th Hotsumisaki-ji poster come in?
Is this made from real elevation data?
Does it come framed?
Trail geometry and place names for this print: Map data © OpenStreetMap contributors, ODbL. Elevation: AWS Terrain Tiles. The derived trail dataset is published at /open-data. 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.