Politics > Politics-USA > Harriet Miers Is The Ultimate Right-Wing Dream Candidate For Supreme Court, Because She Enthusiastically Supports The Entire Ultra-Right Agenda
| Topic: |
Politics > Politics-USA |
| User: |
"explorerthedog" |
| Date: |
05 Oct 2005 09:35:15 AM |
| Object: |
Harriet Miers Is The Ultimate Right-Wing Dream Candidate For Supreme Court, Because She Enthusiastically Supports The Entire Ultra-Right Agenda |
Harriet Miers Is The Ultimate Right-Wing Dream Candidate For Supreme
Court, Because She Enthusiastically Supports The Entire Ultra-Right
Agenda
Beware of some deceitful right-wing Republicans pretending to have
doubts about her.
This is Constitutionally-protected Free Speech. God bless America!
Wake up, America, and pay attention: The right-wing stealth candidate
is slipping through our radar defenses.
Harriet Miers is the right-wing "Dream Candidate" for the U. S. Supreme
Court, because she enthusiastically supports the entire ultra-right
agenda - everything from massive privatization, to so-called "Tort
Reform" (protecting harmful businesses from being sued), to
nineteenth-century morality, to wiping out social entitlements, to tax
giveaways, to unregulated dog-eat-dog economics, where the richest guys
always win everything.
If you don't believe it, read her past speeches and look at her present
job. She is the ultra-Right personified. If she were not, she would not
have her present job.
In addition, she is the mental soul mate of George W. Bush. God must
have made them for each other. They are as one in their attitudes and
legal philosophies. I cannot imagine her ruling against any
legislation that George W. Bush had promoted. Judicial independence
from Bush and his policies? Impossible with her.
So not believe anything you read or hear about the right wing having
doubts about Harriet Miers. It's all a big smoke screen to let her
slip in undetected. Any true right-winger will love her. Period. All of
their so-called "doubts and reservations" are essentially make-believe.
True ultra-Conservatives would be insane not to love her. For them, she
is a dream come true.
And when comedian Rush Limbo (sic) and others like him start expressing
"grave doubts" about Harriet Miers, don't believe a word of it. It's
all baloney, intended to deceive. And when reporters start reporting
that the right wing is divided about her, don't believe it. If any
true right-winger does not yet love her, he must not yet understand who
she really is.
Blessings to you in the name of the One God, Who created all things.
May God help us all.
Rev. Bill McGinnis, Director
LoveAllPeople.org
We are Centrist - Pragmatist - Democratic - Christian
"Seeking The Greatest Good For The Greatest Number, With Basic Rights
For All."
(Nobody left rotting in the street.)
God's One Law For Everyone: "Love All People As Yourself."
LoveAllPeople.org - www.LoveAllPeople.org
Ethics - Human Relations - Politics - Public Affairs -
Christian - Automotive - Legal Services - General Interest -
Publishing - Consulting - Affiliates
.
|
|
| User: "" |
|
| Title: Re: Harriet Miers Is The Ultimate Right-Wing Dream Candidate For Supreme Court, Because She Enthusiastically Supports The Entire Ultra-Right Agenda |
05 Oct 2005 12:46:30 PM |
|
|
Then just why did liberal senators like Reid enthusiastically praise
her nomination within hours? After all, they never did that for
Roberts!
Maybe Reid knows something you don't - like that Miers is a liberal.
Save on gas! Shop the http://stores.ebay.com/INTERNET-GUN-SHOW
.
|
|
|
| User: "" |
|
| Title: Re: Harriet Miers Is The Ultimate Right-Wing Dream Candidate For Supreme Court, Because She Enthusiastically Supports The Entire Ultra-Right Agenda |
05 Oct 2005 03:11:28 PM |
|
|
the current solicitor general did Bore versus Gush versus Nadir;
did I say that this has been brought to you by Obnoxico?
it's time to recall teh entire election process (not,
of course, the Electoral College; Gore shot his own feet
off in Arkansas, with it's five EC votes,
in LaRouche versus Fowler, on a subject that
John Bobs had already given an opinion on!)
John Bobs was working for SG Theodore Olsen,
the host (with his 9/11-fried wife) of the Olson Salon
in Virginia, where the Liberal Media Owned by Conswervatives
got their marching-orders for the get-Clinton crowd.
yes, Virginia; there *is* a vast wingding conspiracy.
thus:
I like the formalism of zero-tets as vertices, but
"edge-length of a+b+c+d" is bizarre,
in relation to a tetruple. I have occaisionally
tried to read that "code," but it's very far
from a nice pedagogical style, Dood.
A tetrahedron with an edge length of a+b+c+d is (a,b,c,d) and has
four vertexes which are tetrahedrons that have an edge length of zero
(a,b,c,-a-b-c), (a,b,-a-b-d,d), (a,-b-c-d,c,d), and (-b-c-d,b,c,d).
If a+b+c+d is negative the tetrahedron is upside down and inside out.
I know Mathematica statements are strange to you, but, I don't think
you have even read the text in the Mathematica Notebook.
thus:
and, that George guy says,
Wiles didn't prove n=3, either [nor n=4];
is that, So?
thus:
well of course there is curvature of "space-time;"
Gauss measured it with his theodolite!
thus:
four years ago, yesterday, the Dubya said that ?!?
today is Ramadan 1, FYU.
thus quoth:
"We need to counter the shockwave of the evildoer by having individual
rate cuts accelerated and by thinking about tax rebates."
thus:
I had forgotten that you actually do
use a zero-tet; how about that?
seeing as the fourth coordinate is completely
determined by the other three, though,
it's hard to make a case that "space is 4d" from it;
this is known as homogenous coordination
in the literature, and I'm sure that
that is reflected in WWWolframania --
coming to a stadium near you!
also, I don't see how they're tetrahedrally symmetrical,
with that fourth coordinate; it looks asym.
If you can use Cartesian coordinates (x,y,z) then you can use
Synergetics coordinates (a,b,c,-a-b-c).
http://users.adelphia.net/~cnelson9/Links/index_lnk_11.html
--Trickier *****'s Obnoxico?
http://larouchepub.com/other/2005/3237energy_heist.html
.
|
|
|
|
|
|
Related Articles |
|
|
