The Odds of Being a Chad

[Stacy]

1.​

• We've already established that about 7% of the male population is between 6'0" and 6'4".

• 2.​

  • To have visible abs, individuals typically need to be lean, which generally means having a body fat percentage around 10-12% or lower.
  • Men with a lean mesomorphic body type make up about 10-15% of the population, but we’ll narrow it down further by adding the fact that they need to meet a more specific physique requirement (having abs).
    
    • Given this extra specificity, I’ll estimate about 5-7% of the male population would have this level of leanness.

    • 3.​

      • For someone to be considered a 9 on the attractiveness scale, they need to be in the top 0.1% of looks, so this is 0.1% of the population.

      • 4.​

        • Age 18-25 is a very common age range for modeling and attractiveness, but it’s still a subset of the general population.
        • According to U.S. Census data, about 10-12% of the male population falls within this age group.

        • 5.​

          • As we discussed, photogenic quality (the ability to look great in photos, which is rare) is 1.5% of the population.
          • Height Probability x Leanness Probability x Attractiveness Probability x Age Probability x Photogenic Probability
          • Overall Probability=0.00000063 or 0.000063%

          • Interpretation​

            • 0.000063% is the probability of someone meeting all of the requirements to be considered supermodel-level attractive with the criteria you outlined.
            • This translates to approximately 1 in 1.6 million people.
            • 
              
              

 

[Deleted Member 49073]

Over

 

[Splankу]

1.​

• We've already established that about 7% of the male population is between 6'0" and 6'4".

• 2.​

  • To have visible abs, individuals typically need to be lean, which generally means having a body fat percentage around 10-12% or lower.
  • Men with a lean mesomorphic body type make up about 10-15% of the population, but we’ll narrow it down further by adding the fact that they need to meet a more specific physique requirement (having abs).
    • Given this extra specificity, I’ll estimate about 5-7% of the male population would have this level of leanness.

    • 3.​

      • For someone to be considered a 9 on the attractiveness scale, they need to be in the top 0.1% of looks, so this is 0.1% of the population.

      • 4.​

        • Age 18-25 is a very common age range for modeling and attractiveness, but it’s still a subset of the general population.
        • According to U.S. Census data, about 10-12% of the male population falls within this age group.

        • 5.​

          • As we discussed, photogenic quality (the ability to look great in photos, which is rare) is 1.5% of the population.
          • Height Probability x Leanness Probability x Attractiveness Probability x Age Probability x Photogenic Probability
          • Overall Probability=0.00000063 or 0.000063%

          • Interpretation​

            • 0.000063% is the probability of someone meeting all of the requirements to be considered supermodel-level attractive with the criteria you outlined.
            • This translates to approximately 1 in 1.6 million people.
            • View attachment 121460View attachment 121461View attachment 121462

0 without the right parents

 

[Beanermaxxer]

High IQ and correct, but I would argue that it’s even lower, realistically most men won’t fit the body standards at all.

The percentage of men with visible abs is around 2-5% in the U.S

These are mi calculations:

Probability: 0.0000462%
Equivalent: 1 in 2.16 million

 

[Stacy]

High IQ and correct, but I would argue that it’s even lower, realistically most men won’t fit the body standards at all.

The percentage of men with visible abs is around 2-5% in the U.S

This is all from chatgpt it said that most men age 18-25 only 5-7% have abs

Obv the older you get the odds of having abs decreases