http://www.scientificamerican.com/article/the-proton-radius-puzzle/

How is it that the muonic hydrogen radius works perfectly in this equation in this post:

http://phxmarker.blogspot.com/2015/08/the-razors-edge-muonic-proton-radius-in.html

???

Six (6) fundamental constants related in ONE equation. Bazinga! Can you beat that?

It is also a new way to calculate $\pi:$

$$\pi={{\alpha^2 m_e}\over{r_pR_Hm_p}}={{\alpha^2 m_e}\over{4\ell m_{\ell}R_H}}$$

$\alpha=fine\;structure\;constant$

$m_e=mass\;of\;electron$

$m_p=mass\;of\;proton$

$r_p=2010\;and\;2013\;muonic\;hydrogen\;proton\;radius\;(Haramein's\;Equation)$

$R_H=Rydberg\;constant$

$m_pr_p=4\ell m_{\ell}\;(Haramein's\;Equation)$

$\ell=Planck\;Length$

$m_{\ell}=Planck\;Mass$

Google Calculator Link for new $\pi\;equation:$

Google Calculator link for $\pi$

More later,

The Surfer