Misinterpreting More Data

If for the energy state transition $(n_2=2n_e)\rightarrow (n_1=n_e)$

$2n_e\rightarrow n_e + n_e\,\, (photon)$

one of the resultant the particles $a_{\psi\,ne}$ is the photon emitted, from the post "Good Morning Big Particles Split" dated 24 Dec 2017,

$\cfrac{a_{\psi\,\pi}}{a_{\psi\,ne}}=1.5$

$a_{\psi\,\pi}=1.5*a_{\psi\,ne}$

and from the post "No Experimental Proof" dated 29 Jul 2016,

$\cfrac{a_{\psi\,\pi}}{a_{\psi\,c}}=\cfrac{cosh^{-1}(e)}{cosh^{-1}(e^{1/4})}=2.24921$

we have,

$a_{\psi\,c}=\cfrac{1.5}{2.24921}*a_{\psi\,ne}$

and from the post "Sizing Them Up" dated 3 Dec 2014,

$a_{\psi\,ne}$ (nm)	$\lambda_{ne}$ (nm)	$f_{ne}$ (GHz)	$a_{\psi\,\pi}$ (nm)	$\lambda_{\pi}$ (nm)	$f_{\pi}$ (GHz)	$a_{\psi\,c}$ (nm)	$\lambda_{c}$ (nm)	$f_{c}$ (GHz)
19.35	121.57	2466067.5	29.02	182.35	1644045.0	12.90	81.07	3697802.5
16.32	102.57	2922728.6	24.49	153.86	1948485.7	10.89	68.41	4382553.6
15.48	97.25	3082568.8	23.22	145.88	2055045.9	10.32	64.86	4622229.7
14.77	92.79	3230699.3	22.15	139.19	2153799.5	9.85	61.88	4844347.4

The first row of the table gives the values of $a_{\psi\,ne}$,  $a_{\psi\,\pi}$  and,  $a_{\psi\,c}$ for temperature particle.  This particle is identified solely base on the value of $f_{ne}=2466067.5\,GHz$ resemblance to microwave heat frequency a million times smaller at $2.4\,GHz$.

The rest of the rows, if they are due to other particles and not part of a spectral series for temperature particles, gives the relevant values for the other particles, yet identified specifically.

It is likely that this is just the temperature particle and its spectral series.

Have a nice day.