Author Topic: Group Rides: FALL 2009  (Read 66501 times)

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Offline Alaska Unicyclist

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Re: Group Rides: FALL 2009
« Reply #420 on: March 25, 2010, 02:31:20 pm »
well I'll have to get it this evening, I have to be at the airport at 4:00... so i don't think I can make it by then, will you be around after 7:00?
"It never gets easier, you just get faster" - Greg Lemond

Offline Hollywood

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Re: Group Rides: FALL 2009
« Reply #421 on: March 27, 2010, 06:21:54 pm »
It's supposed to be uber-nice tomorrow, so I think I'm going to go for a ride (anywhere from 2-4hrs)! Possibly around 1pm or so (after church). Anyone interested?
"You can have all the heart in the world, but it doesn't mean anything if you haven't got the legs"

Offline Plantains

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Re: Group Rides: FALL 2009
« Reply #422 on: March 27, 2010, 11:06:02 pm »
i might be going if i can find 40 mins to spare. i'll post if i go. it'll prolly be a last minute thing anyways

edit: wth am i talking about... theres no way i have time for this.
« Last Edit: March 27, 2010, 11:06:47 pm by Guardrail »
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Offline Mario

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Re: Group Rides: FALL 2009
« Reply #423 on: March 29, 2010, 10:06:09 am »
Group ride today at 5:30 leaving from the union. Easy ride about an hour or so. Helmets required.
The minimum number of bikes one should own is three.  The correct number is n+1, where n is the number of bikes currently owned.  This equation may also be re-written as s-1, where s is the number of bikes owned that would result in separation from your partner.

Offline Alaska Unicyclist

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Re: Group Rides: FALL 2009
« Reply #424 on: March 29, 2010, 12:05:46 pm »
just realized i have a lab at 4:00..... weak sauce I will try to make it, If it is a quick lab I'll be there, is there any way u can ride around 2:00????
"It never gets easier, you just get faster" - Greg Lemond

Offline Mario

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Re: Group Rides: FALL 2009
« Reply #425 on: March 29, 2010, 12:24:04 pm »
Nope.
The minimum number of bikes one should own is three.  The correct number is n+1, where n is the number of bikes currently owned.  This equation may also be re-written as s-1, where s is the number of bikes owned that would result in separation from your partner.

 

anything
realistic