My work shows that women can face backlash at home as well if they're not acting 'properly' as wives.
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"My work shows that women can face backlash at home as well if they're not acting 'properly' as wives," Shafer told Broadly.
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The defense said they will argue that since Geragos, who was an experienced criminal lawyer, was with Avenatti through the process, he had reason to believe that they were acting properly.
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Majority says Democrats are acting properly -- A narrow majority (20163%) say the Democrats have exercised their constitutional powers properly during the impeachment inquiry, while 40% say they have abused their constitutional powers.
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He said he saw "stark and clear" parallels between Trump's current troubles and Watergate — the latter example being one where he viewed the intelligence community as acting properly to preserve the rule of law.
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The new approach emphasized the need for deference in the proper circumstances, often considering relative expertise of the body and the legislative intention in creating such a body. In such cases where administrative decision-makers are acting properly within their own jurisdiction, courts are told to evaluate the decision on a standard of "patent unreasonableness".
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The role includes: :(a) To support, advise and assist the detained person, particularly while they are being questioned. :(b) To observe whether the police are acting properly, fairly and with respect for the rights of the detained person. And to tell them if you think they are not. :(c) To assist with communication between the detained person and the police.
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Henry VI, the three parts considered together in one chapter, is not, for Hazlitt, on a level with the other history plays, but, in a long comparison of King Henry VI with King Richard II, he finds occasion to reinforce his major theme of the fine discrimination of superficially similar characters.Hazlitt 1818, pp. 220–25. Richard III for Hazlitt is preeminently made for acting, "properly a stage play; it belongs to the theatre, rather than to the closet."Hazlitt 1818, p. 226.
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Involuntary dismissal is a punishment that courts may use when a party to a case is not acting properly. Other punishments are found in FRCP Rule 11, Federal Rules of Appellate Procedure Rule 38, sections 1927 and 1912 of Title 28 United States Code, and inherent powers of the court. Involuntary dismissal bars the case from being brought to court again, unless the judge says otherwise. State court rules may be different from the Federal rules and vary from state to state.
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Judges are not democratically accountable and therefore their actions must be held to account by the small group of people who have the time and the training to follow their work closely. Criticism of the Court should be accepted as normal, especially by members of the Court. If the Court is acting properly its judgments and its apologists will have answers for their critics. Rasmussen may have had little to do with the Court's greater self-restraint in the 1990s but it is a welcome development.
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All algebraic spaces are assumed of finite type over a locally Noetherian base. Suppose that j:R→X×X is a flat groupoid whose stabilizer j−1Δ is finite over X (where Δ is the diagonal of X×X). The Keel–Mori theorem states that there is an algebraic space that is a geometric and uniform categorical quotient of X by j, which is separated if j is finite. A corollary is that for any flat group scheme G acting properly on an algebraic space X with finite stabilizers there is a uniform geometric and uniform categorical quotient X/G which is a separated algebraic space.
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The Svarc--Milnor lemma states that if a group G acting properly discontinuously and with compact quotient (such an action is often called geometric) on a proper length space Y, then it is finitely generated, and any Cayley graph for G is quasi-isometric to Y. Thus a group is (finitely generated and) hyperbolic if and only if it has a geometric action on a proper hyperbolic space. If G' \subset G is a subgroup with finite index (i.e., the set G/G' is finite), then the inclusion induces a quasi-isometry on the vertices of any (locally finite) Cayley graph of G' into any (ditto) Cayley graph of G. Thus G' is hyperbolic if and only if G itself is. More generally if two groups are commensurable, then one is hyperbolic if and only if the other is.
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