@Jackeea (View Post)
Technically no. Assuming that there babies being born all the time, we can assume two can be born within close enough time within each other to be born at the same time. The close enough time would be so that they have there matter probability wavelengths equal to birthing at the same time. (a small value, 7.3039897 × 10^-34, but possible none-the-less) something that couldn't happen within immediate families (assuming traditional mother/father parentage (I.E. excluding same-sex marriages)) because birth is sequential per mother.

@Jackeea (View Post)
No, not infinite. Assuming a .5 m/s birth and 4.17 babies per second, the chance is 6.01848751 × 10^-31 percent per baby.

@qaddosh (View Post)
That has no relevance to the math behind my reasoning. It does not have to be measured to be true. Also, the current population means nothing in worldwide birth-rate. It is 4.17 babies on average, average birth speed is about .5 m/s and the wavelength of a baby is 7.3039897 × 10^-34 m.

@TheTempest (View Post)
Wavelength is plank's constant divided by momentum. I guesstimated [final] birth speed.