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preclude

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preclude
preclude, v. (prɪˈkluːd) [ad. L. præclūd-ĕre to close, shut off, impede, f. præ, pre- A. 4 c + claudĕre to shut.] 1. trans. To close or shut up (a passage, etc.) against any attempt to pass; = foreclose 2.1629 Maxwell tr. Herodian (1635) 133 Julian's friends counselled him to advance..and preclude t... Oxford English Dictionary
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Preclude Definition & Meaning - Merriam-Webster
The meaning of PRECLUDE is to make impossible by necessary consequence : rule out in advance. How to use preclude in a sentence. Preclude Uses Within and Outside Law
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Chris Christie won't 'preclude' third-party No Labels run
1 day agoFormer New Jersey Gov. Chris Christie suggested he is now open to running as a third-party candidate this November. Christie appeared on the podcast the Axe Files in an episode that aired Thursday ...
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preclude
preclude/prɪˈklu:d; prɪ`klud/ v[Tn, Tn.pr, Tsg]~ sb from doing sth (fml 文) prevent (sth, or sb doing sth); make (sth) impossible 妨碍（某事物）; 阻止（某人做某事）; 使（某事物）行不通 That sale precludes further development on this site. 卖出以後妨碍了这一地点的进一步发展. Their move does not preclude others from investing. 他们这一行动并不影响其他人进行投... 牛津英汉双解词典
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Preclude vs Prevent: When To Use Each One? What To Consider
The word "prevent" means to stop something from happening or keep it from occurring. It is often used in the context of stopping something from happening in the present or future. Here are some examples of how to use "prevent" in a sentence: Wearing a seatbelt can prevent serious injuries in a car accident.
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Pentagon spokesperson refuses to "preclude" Ukrainian attack on Russia ...
Jul 8, 2022An attack on the Kerch bridge which connects Russia and Crimea would massively expand the possibility for the war to spiral into a nuclear showdown with unfathomable consequences.
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Indoor bicycle tray to preclude the rug from getting wet When I take my bicycle indoors, and there's snow, ice, etc on it, the snow melts and the water runs onto the floor. Long-term water damage to rugs is an issue, ...
Try a Garden Centre, they usually sell a range of trays and they should have something suitable. An example would be this "Giant Plus Garden Tray" which at 120cm x 55cm should be big enough to place a bike on. !Garden Tray
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Does Network Discovery (rfc2461) preclude ARP sniffing? I'm debugging a system demonstrating intermittent loss of connection. It's loosing entries from the neighborhood cache while there are active connections. Does ...
> Does Network Discovery (rfc2461) preclude ARP sniffing? No, IPv6 prevents ARP sniffing.
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Simple Question about mathematical convention For expressions in the form: $$\sum_{i=1}^{k}f(i),$$ does this preclude the possibility that $k$ can be non positive as well as non-integer? Or more explicitly, can I...
This format does preclude non-integer numbers.
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Can the material implication ever be used as the main connective within the scope of an existential quantifier? Can the material implication ever be used as the main connective within the scope of an existential quant...
There is an answer to this question, such that if the question is asking for a specific example, then the answer is providing it.
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Number Systems Containing Non-Unique Additive Inverses I’ve seen proofs of the uniqueness of the additive inverse of a given element for specified number systems (e.g., the reals, fields in general, etc). Are there kn...
Uniqueness of the inverse is a consequence of associativity. Suppose $*$ is an associative operation on the set $S$ and that $e$ is the neutral element for $*$, that is $$ e*x=x=x*e $$ for every $x\in S$. Define an inverse of $x\in S$ as an element $x'\in S$ such that $$ x*x'=e=x'*x $$ Then we can p...
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列出所有的以“pre-”为前缀的英文单词。
-prearrangement -predict -precaution -preschool -preface -prenatal -predispose -pressure -previous -pretext -precondition -prefer -preclude
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Showing that $\bigoplus_{i\in\mathbb N}\mathbb Z/2\mathbb Z$ is not a direct summand of $\prod_{i\in\mathbb N}\mathbb Z/2\mathbb Z$ I know that if the direct sum of countably many copies of $\mathbb Z/2\mathbb Z$, $I$...
Let $R=\prod k$ (infinitely many copies) be considered a module over itself, $k$ a field. Then $\bigoplus k$ is a submodule of $R$. Suppose that $N$ is any other nontrivial submodule (equivalently, ideal) of $R$. Show that $N$ and $\bigoplus k$ intersect nontrivially: take an arbitrary nonzero eleme...
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Question regarding the Cauchy functional equation Is it true that, if a real function $f$ satisfies $f(x+y) = f(x) + f(y)$ and vanishes at some $k \neq 0$, then $f(x) = 0$? Over the rationals(or, allowing certain cond...
The values of $f$ can be assigned arbitrarily on the elements of a Hamel basis#Hamel_basis) for the reals over the rationals, and then extended to all of $\mathbb{R}$ by $\mathbb{Q}$-linearity. So (assuming the Axiom of Choice) there are indeed weird solutions.
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If $i:R \rightarrow S$ is an injective, non-surjective ring homomorphism, then $R \simeq S$? > Let $R,S$ be commutative rings with unity, and $i:R \rightarrow S$ be a (unital) ring homomorphism. Suppose $i$ injective,...
How about $R=S=k[X]$, $k$ a field, and $\iota(f(X))=f(X^2)$?
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