03-07-2020, 11:01 AM
#1
  • RyznRio
  • Active Member
  • Connecticut
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I was feeling very comfortable with my rotation which is getting to the point where a few razors rarely get a turn at bat. This is after a year of exploring this rabbit hole. I was feeling like I really and truly didn't need another piece of hardware.
Then in a moment of boredom, I went on eBay.  I searched for unobtanium and there it was a hand polished copper and brass New De Luxe flat bottom for $80 with eBay offering a $5.00 coupon if I made this purchase in a day or so. 
Well, it only took a second to push buy it now.
maybe every year I will have to sell off a few stragglers because well you know...

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 03-07-2020, 12:42 PM
#2
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I forgot who said it on the forum a few years back, but the mathematical formula for the optimum numbers of razors (or brushes, or soaps, or aftershaves) can be written out as 

n+1

where n is the number you have today...

3 6,914
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 03-07-2020, 01:16 PM
#3
  • Sully
  • Super Moderator
  • Cedar Park, Texas
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(03-07-2020, 12:42 PM)WegianWarrior Wrote: I forgot who said it on the forum a few years back, but the mathematical formula for the optimum numbers of razors (or brushes, or soaps, or aftershaves) can be written out as 

n+1

where n is the number you have today...

Truth.

12 2,295
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 03-07-2020, 01:50 PM
#4
  • chazt
  • Senior Member
  • Queens, NY
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For an explanation of the new theorem, just ask...

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