_pilgrim-15-16-icelantic-skis.jpg "PILGRIM - 15 16 - ICELANTIC SKIS from flat footing Video Screenshot Preview")
GalleryPlay Video:
(Note: The default playback of the video is HD VERSION. If your browser is buffering the video slowly, please play the REGULAR MP4 VERSION or Open The Video below for better experience. Thank you!)
⏲ Duration: 63 sec
✓ Published: 25-Nov-2015
✓ Published: 25-Nov-2015
Description:
THE PILGRIM LOVES TO CARVEnnWith traditional camber and a flat tail we’ve deemed The Pilgrim our official carver. Well-equipped to tackle early morning groomers or east coast ice with ease, while providing stable footing at high speeds with zero chatter edge to edge, The Pilgrim is ready to lay some trenches.nnCheck out the Pilgrim here - http://www.icelanticskis.com/collections/15-16-ski-collection/products/15-16-pilgrim
THE PILGRIM LOVES TO CARVEnnWith traditional camber and a flat tail we’ve deemed The Pilgrim our official carver. Well-equipped to tackle early morning groomers or east coast ice with ease, while providing stable footing at high speeds with zero chatter edge to edge, The Pilgrim is ready to lay some trenches.nnCheck out the Pilgrim here - http://www.icelanticskis.com/collections/15-16-ski-collection/products/15-16-pilgrim
Share with your friends:
Whatsapp | Viber | Telegram | Line | SMS
Email | Twitter | Reddit | Tumblr | Pinterest
_issy-emeney-appalachian-flatfooting.webp "Issy Emeney")
_slackline-swimmingpool.webp "Slackline - Swimmingpool from flat footing")
_madison-shepherd-1st-place-flatfooting.webp "Lovin' Bluegrass by Carol McDuffie")
_glimpse-into-flatfoot-dance-contest-galax-va-2022.webp "Joan Linhardt")
_flat-footing.webp "Bonzo Turrell")
_national-championship-buck-dancing-final-round-threeway-tie-breaker.webp "Hillary Klug and Friends")
_higher-d-point-of-view.webp "In 1953 the mathematician Eugenio Calabi was searching for a flat complex topology.His studies completely disconnected by the simultaneous physicists’ investigations and the same term String Theory still to be coined.Calabi conjectured that starting with the case of one complex dimension and two real dimensions, if the general Topology has average curvature zero, then it is possible to encounter a geometry (or, metric) where the curvature is zero everywhere.nnFor dimensions superior to t")
_girl-flatfoot-6.webp "RonsVideoKeepers")
_issy-emeney-appalachian-flatfooting.jpg)
_slackline-swimmingpool.jpg)
_madison-shepherd-1st-place-flatfooting.jpg)
_glimpse-into-flatfoot-dance-contest-galax-va-2022.jpg)
_flat-footing.jpg)
_national-championship-buck-dancing-final-round-threeway-tie-breaker.jpg)
_higher-d-point-of-view.jpg)
_girl-flatfoot-6.jpg)
![[+]](/images/menu.gif){kind=small}