Results 26 to 50 of 101
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03-16-2018, 05:22 PM #26
110 - JH ; 24 Left to go
1 - Bridger Bowl
1 - Big sky
Any day you get up, put yer gear on, get on the snow and take a lap, that's a ski day.
For better or worse...
Me, I'm an early riser. Out the door by 7ish and quit btwn 2:30-3.
Then add in the potential Beartooth shredfest days...winter doesn't end for a long time.
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03-16-2018, 05:24 PM #27Registered User
- Join Date
- Jan 2014
- Posts
- 486
27 so far, realistic target is 50 by june. Should be making up some missed days with mountain collective trips & spring break coming up. Very aspirational target(great corn touring season in western montana) is 60.
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03-16-2018, 07:58 PM #28
In mathematics, a Cauchy sequence (French pronunciation: [koʃi]; English: /ˈkoʊʃiː/ KOH-shee), named after Augustin-Louis Cauchy, is a sequence whose elements become arbitrarily close to each other as the sequence progresses.[1] More precisely, given any small positive distance, all but a finite number of elements of the sequence are less than that given distance from each other.
It is not sufficient for each term to become arbitrarily close to the preceding term. For instance, in the harmonic series
∑ 1 n {\textstyle \sum {\frac {1}{n}}}
the difference between consecutive terms in the sequence of partial sums decreases as
1 n {\displaystyle {\tfrac {1}{n}}}
, however the series does not converge. Rather, it is required that all terms get arbitrarily close to each other, starting from some point. More formally, for any given
ε > 0 {\displaystyle \varepsilon >0}
(which means: arbitrarily small) there exists an N such that for any pair m,n > N, we have
| a m − a n | < ε {\displaystyle |a_{m}-a_{n}|<\varepsilon }
(whereas
| a n + 1 − a n | < ε {\displaystyle |a_{n+1}-a_{n}|<\varepsilon }
is not sufficient).
The utility of Cauchy sequences lies in the fact that in a complete metric space (one where all such sequences are known to converge to a limit), the criterion for convergence depends only on the terms of the sequence itself, as opposed to the definition of convergence, which uses the limit value as well as the terms. This is often exploited in algorithms, both theoretical and applied, where an iterative process can be shown relatively easily to produce a Cauchy sequence, consisting of the iterates, thus fulfilling a logical condition, such as termination.
The notions above are not as unfamiliar as they might at first appear. The customary acceptance of the fact that any real number x has a decimal expansion is an implicit acknowledgment that a particular Cauchy sequence of rational numbers (whose terms are the successive truncations of the decimal expansion of x) has the real limit x. In some cases it may be difficult to describe x independently of such a limiting process involving rational numbers.
Generalizations of Cauchy sequences in more abstract uniform spaces exist in the form of Cauchy filters and Cauchy nets.Merde De Glace On the Freak When Ski
>>>200 cm Black Bamboo Sidewalled DPS Lotus 120 : Best Skis Ever <<<
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03-16-2018, 08:14 PM #29
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03-16-2018, 08:16 PM #30
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03-16-2018, 08:21 PM #31Registered User
- Join Date
- Jun 2011
- Posts
- 534
Why do you guys count days???
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03-16-2018, 08:28 PM #32
With only one exception I always get somewhere between a good amount and not enough
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03-16-2018, 08:51 PM #33
74 today. Still 50/50 hill touring give or take a day. Hopefully that’s just over half the season. C how may/June goes
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03-16-2018, 09:00 PM #34Registered User
- Join Date
- Mar 2008
- Location
- northern BC
- Posts
- 31,084
I usually ask the other guy first and then I add 3 to however many days he has
but seriously the only year I actualy counted was when I quit booze and dope to train (106) otherwise I'm never lucid enough to keep track
so how many did i get this year
no ideaLee Lau - xxx-er is the laziest Asian canuck I know
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03-16-2018, 09:17 PM #35
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03-16-2018, 09:20 PM #36
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03-16-2018, 09:48 PM #37Banned
- Join Date
- Feb 2013
- Location
- Highyak
- Posts
- 592
0 so far and counting...
Why ski when you can snowboard?
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03-16-2018, 10:04 PM #38
Fair question. I like tangible goals (50 ski days minimum) and the added motivation they give me. Because I work and have a family, it actually takes a bit of determined effort for me to achieve that 50-day goal. Counting gives me a reason to go when conditions are shit and I might be feeling lazy.
Plus, I like to know exactly where I stand year to year as I get older. No embellishing. They are all recorded on the calendar.
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03-16-2018, 10:12 PM #39
DON'T
FEED
THE
TROLL!!!
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03-16-2018, 10:15 PM #40
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03-16-2018, 10:34 PM #41
60 ya batches!
Stomping it!
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03-17-2018, 12:21 AM #42
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03-17-2018, 08:21 AM #43
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03-17-2018, 08:23 AM #44
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03-17-2018, 09:03 AM #45Registered User
- Join Date
- Nov 2003
- Location
- Colorado
- Posts
- 2,075
Still skiing....
"True love is much easier to find with a helicopter"
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03-17-2018, 09:43 AM #46Rod9301
- Join Date
- Jan 2009
- Location
- Squaw valley
- Posts
- 4,673
60
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03-17-2018, 09:49 AM #47
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03-19-2018, 12:16 AM #48Registered User
- Join Date
- Aug 2017
- Location
- North Bend, WA
- Posts
- 682
I started counting at the beginning of the season because it is my first full season, but I already lost count. The only thing that really matters is finding the time to hit the snow next. I know I wont reach my goal that I set before the season started, but atleast Ive managed to ski whenever I actually could.
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03-19-2018, 07:41 AM #49
Don't count but a quick mental calculation would put me at roughly 80 given the days open, days missed(few) and touring days. Still lift served days coming up and months of spring touring.
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03-19-2018, 08:13 AM #50
This has been a terrible snow year here in Colorado (47% of average).
Worst season for me... ever! I'll end up with around 50 days when it's over. My average is 70-90.Leave No Turn Unstoned!
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