How many ways to misspell Schwinn?
09-04-21, 10:09 PM
#26
Extraordinary Magnitude
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Again.
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Commence to jigglin’ huh?!?!
"But hey, always love to hear from opinionated amateurs." -says some guy to Mr. Marshall.
09-05-21, 12:34 AM
#27
Senior Member
09-05-21, 08:24 AM
#29
Old enough, hmmm?
As long as they don't misspell it "Schwein" it's all part of the deal. 
09-05-21, 02:20 PM
#30
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I've seen it mentioned in other threads but could not find a thread specifically on this so thought it might be a fun topic. Looking at FB Marketplace today I found one of the more common renderings, Schwann, but was taken aback just now to see a Schinng. The bike is a ladies' Cross Fit and does not deserve this, and it's cheap if you need one.
https://www.facebook.com/marketplace...98449950387609
Let's see some others!
https://www.facebook.com/marketplace...98449950387609
Let's see some others!
09-05-21, 09:34 PM
#31
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Variations on a theme: schwinn hi bread
09-06-21, 07:30 AM
#32
Junior Member
Must be something about FB Marketplace- I saw the same thing here with some type of Bianchi MTB advertised as a Schwinn. Unsurprisingly, the photo was terrible too.
09-06-21, 07:35 AM
#33
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09-06-21, 09:36 PM
#34
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To the Batavusmobile Robin!
Maybe the $500 was another typo and they meant $50.
Maybe the $500 was another typo and they meant $50.
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09-07-21, 08:25 PM
#35
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https://buffalo.craigslist.org/bop/d...377057435.html
Two vintage road bikes, Schwann traveler and Ross gran tour 2, both need tires and going through, $30.00 for both, sold as is
Two vintage road bikes, Schwann traveler and Ross gran tour 2, both need tires and going through, $30.00 for both, sold as is
09-08-21, 07:36 AM
#36
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"My daughter got into triathlons, so I bought her a better bike for a big race."
"Schwinn?"
"No, came in fourth, but it was a personal best."
"Schwinn?"
"No, came in fourth, but it was a personal best."
09-08-21, 09:25 AM
#37
Senior Member
I could not remember the formula, so I looked it up. Math is fun.
Number of permutations, P = n!/(n-r)!
where n is the number of things to choose from, and we choose r of them, no repetitions, order matters.
In this case, allowing for simple typographical errors, n=31 and there are r=7 letters needed (assume typos do not create an 8 letter misspellings, upper and lower cases don't matter).
Let's just say, that is a BIG number and leave it at that that. P = 13,253,058,000
Number of permutations, P = n!/(n-r)!
where n is the number of things to choose from, and we choose r of them, no repetitions, order matters.
In this case, allowing for simple typographical errors, n=31 and there are r=7 letters needed (assume typos do not create an 8 letter misspellings, upper and lower cases don't matter).
Let's just say, that is a BIG number and leave it at that that. P = 13,253,058,000
Last edited by Bad Lag; 09-08-21 at 09:31 AM.
09-08-21, 10:34 AM
#38
Bikes are okay, I guess.
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I could not remember the formula, so I looked it up. Math is fun.
Number of permutations, P = n!/(n-r)!
where n is the number of things to choose from, and we choose r of them, no repetitions, order matters.
In this case, allowing for simple typographical errors, n=31 and there are r=7 letters needed (assume typos do not create an 8 letter misspellings, upper and lower cases don't matter).
Let's just say, that is a BIG number and leave it at that that. P = 13,253,058,000
Number of permutations, P = n!/(n-r)!
where n is the number of things to choose from, and we choose r of them, no repetitions, order matters.
In this case, allowing for simple typographical errors, n=31 and there are r=7 letters needed (assume typos do not create an 8 letter misspellings, upper and lower cases don't matter).
Let's just say, that is a BIG number and leave it at that that. P = 13,253,058,000
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09-08-21, 01:28 PM
#40
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Commence to jigglin’ huh?!?!
"But hey, always love to hear from opinionated amateurs." -says some guy to Mr. Marshall.
Commence to jigglin’ huh?!?!
"But hey, always love to hear from opinionated amateurs." -says some guy to Mr. Marshall.
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09-08-21, 09:16 PM
#41
Senior Member
Typos - there are 26 letters but many more keys than 26 (or even 31). Then there are foreign, non-USA, keyboards, so it could be a lot more than 31. Math is fun.
11-21-21, 08:35 AM
#42
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11-21-21, 10:33 AM
#43
Bikes are okay, I guess.
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11-21-21, 10:58 AM
#44
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Those Schwanns - high BBs, long cranks, very long headtube, usually white and instead of stems, they have beaks. Don't really look like climbing machines but they fly over the steepest of grades.
11-22-21, 01:09 PM
#46
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I could not remember the formula, so I looked it up. Math is fun.
Number of permutations, P = n!/(n-r)!
where n is the number of things to choose from, and we choose r of them, no repetitions, order matters.
In this case, allowing for simple typographical errors, n=31 and there are r=7 letters needed (assume typos do not create an 8 letter misspellings, upper and lower cases don't matter).
Number of permutations, P = n!/(n-r)!
where n is the number of things to choose from, and we choose r of them, no repetitions, order matters.
In this case, allowing for simple typographical errors, n=31 and there are r=7 letters needed (assume typos do not create an 8 letter misspellings, upper and lower cases don't matter).
11-22-21, 07:20 PM
#48
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11-30-21, 06:44 PM
#50
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Nowadays, the proper spelling is "d-e-f-u-n-c-t." Similar to the Monty Python parrot.
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