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Log Cabin Republicans v. United States, 658 F.3d 1162 (9th Cir. 2011) [1] was a federal lawsuit challenging the constitutionality of 10 U.S.C. § 654, commonly known as don't ask, don't tell (DADT), which, prior to its repeal, excluded homosexuals from openly serving in the United States military.
Able v. United States, 88 F.3d 1280 (2nd Cir. 1996) ("Able I"), 155 F.3d 628 (2nd Cir. 1998) ("Able II"), is a case from the United States Court of Appeals for the Second Circuit that upheld the Don't ask, don't tell (10 USC 654) law against various constitutional challenges.
"Don't ask, don't tell" (DADT) was the official United States policy on military service of non-heterosexual people. Instituted during the Clinton administration , the policy was issued under Department of Defense Directive 1304.26 on December 21, 1993, and was in effect from February 28, 1994, until September 20, 2011. [ 1 ]
Have you ever wondered why an interviewer asks certain interview questions? Some of the questions seem so vague and random that it can be hard to figure out the logic behind the interview process.
Experts explain what a "Don't Ask Don't" tell policy means in a non-monogamous relationship, whether it can work, and share tips on navigating this agreement.
Bethenny is visiting Los Angeles for a week and asks long-time friend Carole if she can stay at her place. Carole is surprised by such a forward question and feels put on the spot. Nevertheless ...
The lead plaintiff, former U.S. Air Force Staff Sergeant Richard Collins, was honorably discharged under "Don't ask, don't tell" (DADT) after nine years of service after two civilian co-workers saw him kissing his civilian boyfriend. Once discharged, Collins discovered that his separation pay was half that normally paid to servicemembers ...
Intuitively, the player should ask how likely it is that, given a million doors, they managed to pick the right one initially. Stibel et al. proposed that working memory demand is taxed during the Monty Hall problem and that this forces people to "collapse" their choices into two equally probable options.