[Mpls] R.T.'s over-the-top rhetoric
Greg Abbott
gabbott at mn.rr.com
Thu May 12 20:58:32 CDT 2005
I took up the challenge posed by R.T. in his robo-call and went to =20
R.T.'s website to check out the "truth" on Peter's alleged Republican-=20=
style smear attacks. What I found what a brief repetition of some =20
facts in response to claims that crime is up, etc., and the following =20=
outrageous statement:
"Don=92t let the right-wing scare tactics of Karl Rove and his allies =20=
scare you away from participating in your democratic process."
R.T. has, in so many words, asserted that Karl Rove and Peter =20
McLaughlin are "allies." Only one of two thing are true: (a) either =20
R.T. really means this; or (b) the statement is outrageously sloppy. =20=
In other words, the actual truth value of the statement is distorted =20
or diluted in an effort to punch up its rhetorical/emotional impact =20
(something which R.T. has repeatedly done before).
Only the second possibility is plausible. It is inconceivable that =20
R.T. actually believes Karl Rove is working with Peter McLaughlin to =20
defeat him. Which in my mind makes the charge even more egregious -- =20=
making this kind of wholly fictitious claim, with the is a far worse =20=
violation of political ethics than any charge or claim that =20
McLaughlin has made about R.T.
I supported R.T. in 2001. In fact, if I knew then what I know now I =20
would still have supported R.T. Four years ago the municipal reset =20
button needed to be pushed.
But this is 2005. And in the last four years we've learned R.T. is =20
prone to over-the-top rhetoric which places him at the center of all =20
that is good and light, and casts any opponent into the dark chasm of =20=
"politics-as-usual." This shopworn rhetorical device is now totally =20
detached from reality.
The real news story here is R.T.'s irrational and paranoid response =20
to Peter's criticism. At a minimum it raises a big red flag about =20
what a second Rybak administration might look like.
Greg Abbott
13th Ward
Linden Hills
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