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ha found you lot after a lot of searching. well this is like a breath of fresh air but i wish you lot would stop assuming new identities.... i cant keep up with whos who lol. anyway dont know a lot but what i do know you are welcome to.:rolleyes:
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Its wonderfully excellent to see you over here hun xxxxxxxxxxxxxxxxxxxx#staysafestayhome
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Hi and welcome to you !!
.....you won't know me.
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awww del hun how could i not recognise you lol and amethyst where the hell else would i be? lol did you really think i would miss all the fun?Comment
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lol simian id recognise those big brown eyes anywhere
good to see you to bite hunComment
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Pegasus hunnny
good to see you babes im scarlet BTW LOLComment
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Pegasus, xxx, good to see you Hun.
As you can see I've dropped the long part of my 'handle'
and very welcome you are too.
LexComment
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hey lex good to see you here too hunComment
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Oh Pegasus brilliant you're here at last. Bet you can't work out who I am, pm me and i'll let you know.
sapphireComment
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And what "new identity" would that be then???? [smirk]Originally posted by Pegasus View Post
Yes, it's plain ol' boring SB - an ID now copyrighted across 3 sites
Copy of Law book from Amazon..£19.95, Refund Request stamp..32p, LBA stamp..also 32p, Court fees..£750.00,
The look on the bank's barrister's face, when they lost the '£25k Mother-of-all unfair charges' cases...(plus his £8k+ of costs)... Priceless!
The legal bit: My views are based on a post-grad law degree and a relative who's a QC and supports the aims of those who wish to address imbalances in Law. But, I accept no liability for any outcome as a result of anyone invoking any of my advice - clarify your own personal stuation with an insured solicitor.Comment
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Welcome Pegasus, brilliant to have you here gal!
xxxxxcxxxxx"Although scalar fields are Lorentz scalars, they may transform nontrivially under other symmetries, such as flavour or isospin. For example, the pion is invariant under the restricted Lorentz group, but is an isospin triplet (meaning it transforms like a three component vector under the SU(2) isospin symmetry). Furthermore, it picks up a negative phase under parity inversion, so it transforms nontrivially under the full Lorentz group; such particles are called pseudoscalar rather than scalar. Most mesons are pseudoscalar particles." (finally explained to a captivated Celestine by Professor Brian Cox on Wednesday 27th June 2012
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Hi Pegasus!!!
Great to have you here!!
Been ages ,how are you???
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