vortex878
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First I’d like to clarify where I think htb starts and where I see most raters have it at. And it’s 6/10
Okay now with that out of the way
First of course we gotta establish the population size. Globally there's been an average of about 135 million births per year since 1970
1970 to 2026 is 56 years
56 years * 135 million = ~7.56 billion people born
Assuming a 50/50 split, that’s about 3.78 billion women born in that timeframe
I think there has been at least 5 women that have been born since 1970 that are a 9.0 or higher. and this is pretty conservative
(The women I picked were Adriana lima, Doutzen Kroes, Valeria Mazza, Nicole Meyer, and Taylor Hill, I’m sure there are more but this is a lowball calculation I suppose)
So the probability is 5 out of 3,780,000,000, which is roughly 0.00000000132
If you put that probability into a standard bell curve calculator to find the right tail z score it gives you a z score of about 5.95
Okay we have to find the standard deviation let’s take the mean as 5 which I don’t think many of you would disagree with. Given the nature of a Gaussian bell curve this is very intuitive
5.95 = (9 - 5) / SD
5.95 = 4 / SD
SD = 4 / 5.95 = about 0.672
Okay we have the standard deviation, it is 0.672, we can now calculate how rare a 6.0
Z score for a 6 = (6 - 5) / 0.672
Z score = 1 / 0.672 = 1.488
If you look up the probability for a Z score of 1.488 on a normal distribution table, the top tail area is about 0.0684
That means that 6.84% of the population gets a 6.0 or higher
1 / 0.0684 = 14.6
So about 1 in 15 girls are htb
And keep in mind, this has been done assuming that since 1970 there has only been 5 9s. I can personally name a lot more than 5. I’m sure most of you can as well. So really it’s even more common than 1 in 15
But the point is that I see people treating htb as some goddess of looks, never to be seen daily. I don’t think this is true. Thoughts?
Okay now with that out of the way
First of course we gotta establish the population size. Globally there's been an average of about 135 million births per year since 1970
1970 to 2026 is 56 years
56 years * 135 million = ~7.56 billion people born
Assuming a 50/50 split, that’s about 3.78 billion women born in that timeframe
I think there has been at least 5 women that have been born since 1970 that are a 9.0 or higher. and this is pretty conservative
(The women I picked were Adriana lima, Doutzen Kroes, Valeria Mazza, Nicole Meyer, and Taylor Hill, I’m sure there are more but this is a lowball calculation I suppose)
So the probability is 5 out of 3,780,000,000, which is roughly 0.00000000132
If you put that probability into a standard bell curve calculator to find the right tail z score it gives you a z score of about 5.95
Okay we have to find the standard deviation let’s take the mean as 5 which I don’t think many of you would disagree with. Given the nature of a Gaussian bell curve this is very intuitive
5.95 = (9 - 5) / SD
5.95 = 4 / SD
SD = 4 / 5.95 = about 0.672
Okay we have the standard deviation, it is 0.672, we can now calculate how rare a 6.0
Z score for a 6 = (6 - 5) / 0.672
Z score = 1 / 0.672 = 1.488
If you look up the probability for a Z score of 1.488 on a normal distribution table, the top tail area is about 0.0684
That means that 6.84% of the population gets a 6.0 or higher
1 / 0.0684 = 14.6
So about 1 in 15 girls are htb
And keep in mind, this has been done assuming that since 1970 there has only been 5 9s. I can personally name a lot more than 5. I’m sure most of you can as well. So really it’s even more common than 1 in 15
But the point is that I see people treating htb as some goddess of looks, never to be seen daily. I don’t think this is true. Thoughts?
