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[deletedaccount]

Do you do it? Do you dare to do it, at the risk of being the same or shorter or much taller without the risk of LL?

https://www.random.org/gaussian-distributions/

Test out your luck here, enter generate 1 number, mean 176 (or whatever your country's average), standard deviation 7.47, 3 significant figures and hit it  no cheating

[F_99]

Got a better height than my current one:

You requested 1 number from a Gaussian distribution with mean 179, standard deviation 7.47 and using 3 significant digits.

Here is your random number:

 1.750e+2 
Timestamp: 2020-10-22 18:52:50 UTC

[deletedaccount]

Got a better height than my current one:

Nice, congratulations!
I got 5'4", 2.5 inches shorter than my current height

[Hagane]

You requested 1 number from a Gaussian distribution with mean 179, standard deviation 7.47 and using 3 significant digits.

Here is your random number:

 1.890e+2 
Timestamp: 2020-10-22 22:28:30 UTC

flew too close to the sun

[deletedaccount]

You requested 1 number from a Gaussian distribution with mean 179, standard deviation 7.47 and using 3 significant digits.

Here is your random number:

 1.890e+2 
Timestamp: 2020-10-22 22:28:30 UTC

flew too close to the sun

Damn son
Really though, would you take the risk if you could do it for real?

[BelowTheMean]

You requested 1 number from a Gaussian distribution with mean 172, standard deviation 7.47 and using 3 significant digits.

Here is your random number:

 1.790e+2 
Timestamp: 2020-10-22 23:32:32 UTC

No comment

[deletedaccount]

[precice strider]

I got unlucky and got 165 first try, but that's what I'm hoping to get naturally so I can be 173 after LL.

[Autopsy]

You requested 1 number from a Gaussian distribution with mean 183, standard deviation 7.47 and using 3 significant digits.

Here is your random number:

 1.970e+2 
Timestamp: 2020-10-31 21:17:45 UTC

Hmmm...

[IwannaBeTaller]

You requested 1 number from a Gaussian distribution with mean 178, standard deviation 7.47 and using 3 significant digits.

Here is your random number:

 1.810e+2 

Sh*t ! A fine height to be at. My second try got 1.77, also pretty good. 

[SartBimpson]

You requested 1 number from a Gaussian distribution with mean 170, standard deviation 7.47 and using 10 significant digits.

Here is your random number:

 1.8048869350e+2 
Timestamp: 2020-11-05 04:42:23 UTC

1.80cm which is 10cm more than my current height lol, almost my LL goal which is 178cm.

I wouldnt do this if it was possible IRL though bc I might be devastated if I became shorter.

[JON SNOW]

Thanks, used this random gaussian distribution

was fun and I win the lottery $$$ 

[Megaman(blueboy)]

This looks like fun.