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Anyone with a 17t cog does. 17 is a prime number, so it's always going to be relatively prime to a given chainring (except those that are even multiples of 17: 17, 34, 51, 68, etc). :)
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this whole prime number deal is probably one of the most important facts for those thinking of riding brakeless. however, i certainly did not think about this very much when i learned how to skid. those that shred their tires every couple of months need to know this stuff.
this knowledge needs to be disseminated! |
Originally Posted by nocoins
What do you mean by "regular pedals"? I have clips and straps on my fixie (because I use it everyday and like to wear regular shoes) and I can skid just fine. I was riding with a bunch of other fixie riders last night and they said that it is EASIER for them to skid with clipless pedals because there is less of a "stretch" to the straps. but since I have always had clips and straps I really dont know the difference. I dont have a problem skidding with clips and straps. If you are talking about flats though, I know its POSSIBLE but difficult since you would have to put a lot DOWN on the pedals.
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I was thinking about this analysis. It seems to indicate that if you have a rear cog that has a prime number of teeth (13,17,19) there will be no lower common denominator. You will always get the same number of skid patches as the number of teeth on the cog no matter what chainring you select.
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Oops, I posted the last message before reading the rest of the thread. Someone already figured out what I just said.
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Originally Posted by mcahill844
I was thinking about this analysis. It seems to indicate that if you have a rear cog that has a prime number of teeth (13,17,19) there will be no lower common denominator. You will always get the same number of skid patches as the number of teeth on the cog no matter what chainring you select.
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math makes my head hurt
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So I found this thread recently and decided to hack together a script that will calculate this sort of thing. I can't publish it though because my comcast account does no support PHP files. Does anyone have PHP support? Wanna publish it?
Found a free host. http://xjeffx.freeownhost.com/ |
well done
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bravo
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