nvrbegan
Major
★★
- Joined
- Jan 5, 2024
- Posts
- 2,138
Women want a man who is
- tall
- intelligent
- makes money
- handsome
- full hair
etc
Let's say, he has to be in the 67th percentile or above in terms of - attractiveness (face) - height and - intelligence/money
The chance to be in the 67th percentile is one third.
To be consistently in the 67th percentile or above in x traits, the formula for the probability of fulfilling this demand is (1/3)^x.
1/3^3=1/27
So, to be in the top third of 3 traits simultaneously, the probability of finding such a man is ~4% (assuming independe which more or less is true).
So even if a woman thinks her demands aren't crazy because she wants someone in the top third and not top twenty, she still wants all traits to be in the top third.
There simply aren't so many men.
This explains why women always complain "there are no good men out there".
Even if she secures someone from the top 4%, she will always find a lot of people who mog this person in one of the three (or more) traits, because in each individual trait he's only in the top third (not top tenth).
- tall
- intelligent
- makes money
- handsome
- full hair
etc
Let's say, he has to be in the 67th percentile or above in terms of - attractiveness (face) - height and - intelligence/money
The chance to be in the 67th percentile is one third.
To be consistently in the 67th percentile or above in x traits, the formula for the probability of fulfilling this demand is (1/3)^x.
1/3^3=1/27
So, to be in the top third of 3 traits simultaneously, the probability of finding such a man is ~4% (assuming independe which more or less is true).
So even if a woman thinks her demands aren't crazy because she wants someone in the top third and not top twenty, she still wants all traits to be in the top third.
There simply aren't so many men.
This explains why women always complain "there are no good men out there".
Even if she secures someone from the top 4%, she will always find a lot of people who mog this person in one of the three (or more) traits, because in each individual trait he's only in the top third (not top tenth).