"Henry Wilson DSc." ..@.. wrote in message
...
| On Mon, 30 May 2011 06:06:14 +0100, "Androcles"
| wrote:
|
|
| "Henry Wilson DSc." ..@.. wrote in message
| .. .
| | On Mon, 30 May 2011 00:33:33 +0100, "Androcles"
| | wrote:
|
| |
| | Look, it's quite simple really.
| | When the Greeks wrote their alpha, beta:
| | http://www.keyway.ca/gif/greek2.gif
| | we English speaking people didn't call it an alphagamm, we
| | called it an alphabet.
| | Only pet chimps and Einstein Dingleberries talk about gamma,
| | Einstein used beta = 1/sqrt(1-v^2/c^2).
| | I won't bother to explain how ****ing stupid you are, but you
| | are not only dyslexic, you suffer from dyscalculia also. This
| | is a sure indication of very low intelligence, matching little eric
| | and Phuckwit Duck.
| |
| | I only reply to your messages because it provides me with good practice
| for
| | answering the more accomplished dickheads here.
| |
| I only reply to your messages for the laugh, Daisy.
| I won't bother to explain, your advancing senile dementia
| means you cannot appreciate it.
| Tell us again how Lorentz's 1/2 is identical to Einstein's 2/1
| and gamma means 1/beta where beta = (1-(v/c)^2)^-0.5, since
| that has you as thoroughly ****ed as Phuckwit Duck.
|
| Seriously Andro, take some advice from a friend, you have a terrible habit
| of getting things back to front... upside down even...It isn't good for
your
| image...
| Try to avoid such errors in future will you.
|

You want to get serious?
All you need do is prove your case, cite where Einstein ever said anything
about any gamma.
He did write
"Thus, whereas the Y and Z dimensions of the sphere (and therefore of every
rigid body of no matter what form) do not appear modified by the motion, the
X dimension appears shortened in the ratio 1: sqrt(1-v^2/c^2), i.e. the
greater the value of v, the greater the shortening."
but that's because was a ****ing moron like you, his own derivation is xi =
(x-vt)/sqrt(1-v^2/c^2) which is lengthening.
Seriously, you ****ing imbecile, if you are going to imitate the real
Wilson, try not to be such an obvious ****, will you?