Author Topic: Race #4: Le Tour de Husker  (Read 3007 times)

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Offline Mario

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Race #4: Le Tour de Husker
« on: April 13, 2010, 08:44:00 am »
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 RIT

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Re: Race #4: Le Tour de Husker
« Reply #1 on: April 13, 2010, 04:08:00 pm »
I am tentatively  going with you guys.  I may or may not have a bike for the race.  I will keep you posted.

Offline Plantains

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Re: Race #4: Le Tour de Husker
« Reply #2 on: April 13, 2010, 04:11:46 pm »
What happened RIT... did u wad it up at Yale?
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Offline RIT

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Re: Race #4: Le Tour de Husker
« Reply #3 on: April 13, 2010, 04:19:48 pm »
It was suppose to be shipped back to me yesterday but they haven't gotten it to UPS yet.  Its going ground back to Fargo so it may not get here in time.....

Offline Alaska Unicyclist

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Re: Race #4: Le Tour de Husker
« Reply #4 on: April 13, 2010, 04:27:26 pm »
weak
"It never gets easier, you just get faster" - Greg Lemond

Offline RIT

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Re: Race #4: Le Tour de Husker
« Reply #5 on: April 14, 2010, 08:07:32 am »
Well, you can count me out
my bike wont get to me until Monday
sorry guys

Offline Mario

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Re: Race #4: Le Tour de Husker
« Reply #6 on: April 14, 2010, 08:32:19 am »
Well, it's to bad. Sorry to hear that man and thanks for keeping us up to date. Still have MN and ND left if you are interested.
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: Race #4: Le Tour de Husker
« Reply #7 on: April 15, 2010, 07:34:32 am »
Ya Peter, u better come race with us
"It never gets easier, you just get faster" - Greg Lemond

Offline Mario

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Re: Race #4: Le Tour de Husker
« Reply #8 on: April 16, 2010, 08:32:26 am »
Guys, we need to bring food with us, because this time we will not have people cook for us. We are staying with Matt Farnham and his roommates. Bring your breakfast food, and for dinner we will probably have to go out somewhere.
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 Mario

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Re: Race #4: Le Tour de Husker
« Reply #9 on: April 19, 2010, 03:17:00 pm »
I need some pics from the race guys, preferably the one with the trophy. ASAP, please. It's going to go into Dakota Student.
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 Sal Atticum

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Re: Race #4: Le Tour de Husker
« Reply #10 on: April 19, 2010, 03:25:51 pm »
I need some pics from the race guys, preferably the one with the trophy. ASAP, please. It's going to go into Dakota Student.

Woot!
JUST EXTRA POLISH. I DO SOME WORK WITH EXCELL SO I KEEP THE CAPS LOCK ON :-P

Offline Alaska Unicyclist

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Re: Race #4: Le Tour de Husker
« Reply #11 on: April 19, 2010, 05:08:40 pm »
You should get them from Farnam's dad, he has some good ones of us. Mine are blurry, and I believe chad's are blurry as well...
"It never gets easier, you just get faster" - Greg Lemond

Offline Sal Atticum

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Re: Race #4: Le Tour de Husker
« Reply #12 on: April 27, 2010, 09:29:53 am »
DS website looks slick with you guys on it!
JUST EXTRA POLISH. I DO SOME WORK WITH EXCELL SO I KEEP THE CAPS LOCK ON :-P

Offline Mario

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Re: Race #4: Le Tour de Husker
« Reply #13 on: April 27, 2010, 09:53:15 am »
That's how we rolllllllll :undcc:
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.

 

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