What does the N+1 Rule mean?
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It's adding another bike to your bike collection (number of bikes = N + one new one). For example, my N+1, back in January, was adding the Colnago to my list of bikes.
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N = your current number of bicycles.
+1 = the number you need to have a happy fulfilled life.
So, we are always striving to have that happy fulfilled life by searching out the perfect +1. Sadly, once we get that +1, the formula still applies, and we go searching again. Some call it an addiciton. We call it normal.
+1 = the number you need to have a happy fulfilled life.
So, we are always striving to have that happy fulfilled life by searching out the perfect +1. Sadly, once we get that +1, the formula still applies, and we go searching again. Some call it an addiciton. We call it normal.
#4
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Take it to the 41, then flip it and slam it.
Just kidding.
When you buy a bike, you may think at the time you have found the ultimate machine, a bike for the ages, the last one you'll need for the rest of your life.
In two weeks you'll want a new bike anyway. It will be N+1.
Rinse and repeat until you run out of garage space.
Just kidding.
When you buy a bike, you may think at the time you have found the ultimate machine, a bike for the ages, the last one you'll need for the rest of your life.
In two weeks you'll want a new bike anyway. It will be N+1.
Rinse and repeat until you run out of garage space.
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N = your current number of bicycles.
+1 = the number you need to have a happy fulfilled life.
So, we are always striving to have that happy fulfilled life by searching out the perfect +1. Sadly, once we get that +1, the formula still applies, and we go searching again. Some call it an addiciton. We call it normal.
+1 = the number you need to have a happy fulfilled life.
So, we are always striving to have that happy fulfilled life by searching out the perfect +1. Sadly, once we get that +1, the formula still applies, and we go searching again. Some call it an addiciton. We call it normal.
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2017 Colnago C-RS
2012 Colnago Ace
2010 Giant Cypress
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2012 Colnago Ace
2010 Giant Cypress
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Right now I am happily thrashing the new to me, Team Fuji!


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As explained, it's the formula for the ideal number of bikes, or the number of bikes a cyclist generally wants to own, with n equalling the number currently owned.
Another formula for the same the purpose is S-1, with S being the number of bikes that will cause one's spouse or significant other to terminate the relationship.
Another formula for the same the purpose is S-1, with S being the number of bikes that will cause one's spouse or significant other to terminate the relationship.
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https://www.xtranormal.com/watch/6272413/ This explains it all.
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All explained ---So what are you getting?
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Actually it means you don't have near enough garage or storage space.
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https://www.xtranormal.com/watch/6272413/ This explains it all.
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Related to the N + 1 issue is the question: "How much did that bike cost?" A wise person on BF once said that the correct answer to that question is $600. That figure is more than the average schmoe is going to spend, but it keeps the questioner from thinking that you are completely out of your mind when they learn how much you actually spent.
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https://www.xtranormal.com/watch/6272413/ This explains it all.
Hmmm. My health insurance covers psychotherapy...
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I'm glad I haven't gotten bitten by the carbon/unobtainium/save every micro-gram bug. I've got one (older) carbon bike, but the rest are steel... and I like it that way.
Still, your point is well taken. A $25 copay every week would add up to $1300/year. Now THERE'S an argument to support the N+1 to the spouse, if you have one. "Honey, I would get help for this condition, but indulging it is hundreds of dollars cheaper every year than getting help for it!"
Unless you do have the carbon/unobtainium thing going, in which case, psychotherapy wins.
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A related topic: Does anyone else find that, during periods when you can't perform the activity - like actually riding the bike - very much, you spend more time obsessing about how to improve your fleet, shopping for tchatchkes and spending money on doodads?
I've found this to be true for myself. The less I'm able to ride, the more time and money I spend on upgrading my bikes, or lusting after new (to me) ones. When I'm actually riding a lot, I don't have time to worry about whether I've got the optimal setup - unless there's an actual problem, that is.
I've found this to be true for myself. The less I'm able to ride, the more time and money I spend on upgrading my bikes, or lusting after new (to me) ones. When I'm actually riding a lot, I don't have time to worry about whether I've got the optimal setup - unless there's an actual problem, that is.
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I guess its just 'human' to suffer from this affliction, because it happens to folks with other interests as well (gun's, cars, antiques, silver, china, etc.). Somehow, thats comforting to me.
The part I'm struggling with as I think about N+1 is why do some of us tend to forget that the formula could be N-1+1? I have bikes with whiskers that I haven't ridden in years, but I still have an attachment to them. I should sell 'em or donate them to a charity or something. I could just say "If I'm going to buy one, I'm going to dispose of one (or two)".
Does anyone follow the modified principle N-1+1 or some other variant?
The part I'm struggling with as I think about N+1 is why do some of us tend to forget that the formula could be N-1+1? I have bikes with whiskers that I haven't ridden in years, but I still have an attachment to them. I should sell 'em or donate them to a charity or something. I could just say "If I'm going to buy one, I'm going to dispose of one (or two)".
Does anyone follow the modified principle N-1+1 or some other variant?
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It kind of like the N + 3 feet in boating. The boat you now have is 3 feet shorter than what you want. So you buy a new one, get used to docking and handling it, and start wanting the next one 3 feet larger
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I guess its just 'human' to suffer from this affliction, because it happens to folks with other interests as well (gun's, cars, antiques, silver, china, etc.). Somehow, thats comforting to me.
The part I'm struggling with as I think about N+1 is why do some of us tend to forget that the formula could be N-1+1? I have bikes with whiskers that I haven't ridden in years, but I still have an attachment to them. I should sell 'em or donate them to a charity or something. I could just say "If I'm going to buy one, I'm going to dispose of one (or two)".
Does anyone follow the modified principle N-1+1 or some other variant?
The part I'm struggling with as I think about N+1 is why do some of us tend to forget that the formula could be N-1+1? I have bikes with whiskers that I haven't ridden in years, but I still have an attachment to them. I should sell 'em or donate them to a charity or something. I could just say "If I'm going to buy one, I'm going to dispose of one (or two)".
Does anyone follow the modified principle N-1+1 or some other variant?
I guess I need a new formula!!
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