Messages posted by : ise
Profile for ise > Messages posted by ise [1815]
that's correct, it's probably why they're not recommended for snowboarding, I use mine boarding occasionally and they get soaked. |
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I think that's a brilliant price actually, the cheapest I've ever seen them. A complete bargain at the price.
I can't really recall, I wear them so much that stuff happens, treading on them, catching them between the skis when I carry the skis and stuff. ironically, I have the wrong gloves, I wanted the detachable inners and ordered the wrong pair, that was three years ago and I'm expecting it'll be a couple more years until I can justify buying the pair I actually wanted. |
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that rather proves what bandit suggested, Hestra (pro range only) make far better value gloves, my gloves have more days than that and are still in perfect condition without any tape on them, I keep breaking the toggles and having to put new ones on but the gloves are still perfect. bandit has the newer model to me which are slightly nicer and only 62 quid according to google : http://www.skimarket.co.uk/product_info.php?products_id=372 otherwise I use some Marmot alpine climbing gloves when I need to handle ropes or climbing gear and pop some Haglöf shell mittens over the top if it's a bit windy. |
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an equilateral triangle is an equilateral triangle regardless of the length of the two equal sides, if your poles are 120cm or 300cm the angles are still 45'
half of 45 is 22.5 but this is a tan() function not a linear scale. and no in answer to your other question ) ) |
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and for the skier, something I posted before : & I should also say, you can do this with your ski poles and, a bit of our old favourite, trigonometry Put one pole vertically in the snow, put the other pole touching and at a right angle to first pole pointing up hill. Now move the horizontal pole down until the uphill end touches the snow. Now you've a right angled triangle (the 90' is where the poles touch) with the hypotenuse formed by the slope itself. Now just do the maths Seriously though.... you'll work out that if the horizontal pole is at the top of the vertical pole then you've formed a triangle with equal sides, and you'll remember from school that must mean the slope is 45'. Some other angles are : 1:1/2 ~27' 1:3/4 ~37' 1:1 = 45' Over 45' and we move the horizontal pole horizontally, when half its length is moved you're looking at around 63' You can put some tape on your ski poles and/or write on them to remember this as my handy hint of the day |
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that's surprising, building regulations suggest your stairs are going to be around 1:12, 25 degrees would be around 1:4 if my maths are right in which case the council can come around and demolish your house ) on a course last week we concluded that the rule :
has a mountain corollary of
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good idea, that's about the worse place you could keep them. Skis like similar places to wine so pop them in the wine cellar ...... I assume everyone does have a wine cellar? |
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to be fair I was a bit stripped for speed as well but it was a little brutal |
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Profile for ise > Messages posted by ise [1815]