Robin wrote.
>
> In reply to Frederick Sparber's message of Sun, 21 May 2006
> 08:50:42 -0600:
> Hi Fred,
> >Cheer up, Robin.
> >ElectrOpium to the rescue. :-)
>
> I thought that in the real world, they had already determined that
> ElectrOpium only had a lifetime of nanoseconds?
>
"They" have onl
In reply to Frederick Sparber's message of Sun, 21 May 2006
08:50:42 -0600:
Hi Fred,
>Cheer up, Robin.
>ElectrOpium to the rescue. :-)
I thought that in the real world, they had already determined that
ElectrOpium only had a lifetime of nanoseconds?
[snip]
Regards,
Robin van Spaandonk
http://us
Relativistic Effects:
Relativistic Gamma = E(kin)/Eo + 1 = 1/[1- (v^2/c^2)]^1/2
At 137th, 137^2 * 27.2 = .511 MeV
Gamma = [.511E6/1.0E6] + 1 = 1.5
At 100th (-272,575 eV)
Gamma = [272,575/1.0E6] + 1 = 1.2725
At 24th "Fractional Orbit"
Gamma = [69,696/1.0E6] + 1 = 1.0697
About Maximum?
> ElectrOpium to the rescue. :-)
Or as they would say down Texas way:
ElectRopium to the rescue. Right Richard?
137th = 1737^2 * 27.2 = - 0.511 MeV too.
> [Original Message]
> From: Frederick Sparber <[EMAIL PROTECTED]>
> To:
> Date: 5/21/2006 8:51:45 AM
> Subje
Cheer up, Robin.
ElectrOpium to the rescue. :-)
(*e-) mass = 2* 9.1e-31 kg
First orbit (v = c/137) R = 0.5 * 5.29e-11
1st = -27.2 eV
2nd = - 109 eV
3rd = -245 eV
4th = -436 eV
5th = -681 eV
6th = -981 eV
7th = -1335 eV
8th = -1744 eV
9th = - 2207 eV
10th = - 2725 eV naturally
100th = - 272,575
Hi,
Oops! - H[n=1/24]hydride is an even better "alkali metal" than the
real alkali metals, so it isn't just going to sit quietly in a
water molecule, it's going to reduce the hydrogen, and very
quickly at that!
Consequently, this whole scenario doesn't work. To compound the
error, the energies I
Get the same results with Ubiquitous Electronium (mass 2x Electron) (*e-)
especially in Argon-40 and rainwater, Robin. :-)
Fred
> [Original Message]
> From: Robin van Spaandonk <[EMAIL PROTECTED]>
> To:
> Date: 5/21/2006 12:55:15 AM
> Subject: Hydrino - orgone again
>
Hi,
According to Mills, the ionization energy of H[n=1/23] is 19.26
eV. For H[n=1/24] this is only 0.6945 eV, and for H[n=1/25] there
is no longer a hydride possible. Now suppose that as Jones has
suggested, hydrinos shrink in the Solar atmosphere over geologic
time, and get carried to the Earth o
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