Search for: "Adam Flowers" Results 61 - 80 of 146
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25 Jun 2018, 7:46 pm by Howard Bashman
“Justices Send Gay Rights and Voting Cases Back to Lower Courts”: Adam Liptak will have this article in Tuesday’s edition of The New York Times. [read post]
12 Jun 2018, 4:06 am by Edith Roberts
” For The New York Times, Adam Liptak reports that Dassey v. [read post]
9 Nov 2017, 9:25 am
Apparently, you can never start using your offspring early enough to clinch a deal.And here's Scott Adams doing his Periscope this morning. [read post]
29 Aug 2017, 7:56 am by Andrew Hamm
For National Review’s Bench Memos, Ed Whelan reports that the Becket Fund for Religious Liberty – through an amicus brief filed in Arlene’s Flowers, Inc. v. [read post]
3 Jun 2017, 4:17 am by Matthew Kahn
And Adam White analyzed what the Trump administration may believe it gains by withdrawing from the accord. [read post]
1 Jun 2017, 12:41 pm by Quinta Jurecic, Matthew Kahn
Mike Flowers alerted Lawfare readers to a new visualization available on the site: the Presidential Sanctions Tracker developed by Enigma. [read post]
4 May 2017, 8:40 am by Aaron Zeamer
Spring is here… flowers are blooming, lawn mowers are returning to use, the weather is warming, and Pennsylvania lawmakers are furiously trying to fill a huge budget gap. [read post]
6 May 2016, 5:20 am by John Elwood
Alabama, 15-6284 Adams v. [read post]
29 Apr 2016, 5:21 am by John Elwood
Alabama, 15-6284 Adams v. [read post]
20 Apr 2016, 10:35 am by John Elwood
Alabama, 15-6284 Adams v. [read post]
27 Mar 2016, 3:50 pm by Georgialee Lang
She was adamant in her report to the police that she had no further relationship with Mr. [read post]
28 Apr 2015, 10:34 am by Eric Goldman
” (She was adamant that Robert’s Rules of Order allowed such things). [read post]
23 Jun 2014, 12:57 pm by Schachtman
ITERATIVE DISJUNCTIVE SYLLOGISM Basic propositional logic teaches that the disjunctive syllogism (modus tollendo ponens) is a valid argument, in which one of its premises is a disjunction (P v Q), and the other premise is the negation of one of the disjuncts: P v Q ~P­­­_____ ∴ Q See Irving Copi & Carl Cohen Introduction to Logic at 362 (2005). [read post]