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Every point in three-dimensional Euclidean space is determined by three coordinates.

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## Some Related Sentences

Every and point

__Every__Halloween, Dabney House conducts the infamous " Millikan pumpkin-drop experiment " from the top of Millikan Library, the highest

__point__on campus

**.**

*

__Every__topological**space**X**is**a dense subspace of a compact**space**having at most one__point__more than X,**by**the Alexandroff one-point compactification**.**__Every__gymnast starts at a different

__point__on the vault runway depending on their height and strength

**.**

__Every__time a stopper stops the raider from going back to his starting

__point__, that stoppers team gets 1

__point__

**.**

__Every__

__point__on the Lorenz curve represents a statement like " the bottom 20 % of all households have 10 % of the total income

**.**

__Every__ferromagnetic substance has its own individual temperature, called the Curie temperature, or Curie

__point__, above which it loses its ferromagnetic properties

**.**

__Every__patient with a

__point__total of 6 or higher

**is**unequivocally classified as an RA patient, provided he has synovitis

**in**at least one joint and given that there

**is**no other diagnosis better explaining the synovitis

**.**

Historian Barry Adam notes, "

__Every__social movement must choose at some__point__what to retain and what to reject out of its past**.**
From a pro-independence supporter's

__point__of view, the movement for Taiwan independence began under Qing rule**in**the 1680s which led to a well known saying those days, "__Every__**three**years an uprising, every five years a rebellion ".__Every__number

**is**thought of as a decimal fraction with the initial decimal

__point__omitted, which determines the filing order

**.**

__Every__non-empty intersection of a 3-sphere with a

**three-dimensional**hyperplane

**is**a 2-sphere ( unless the hyperplane

**is**tangent to the 3-sphere,

**in**which case the intersection

**is**a single

__point__).

__Every__

__point__that

**is**expressed

**in**ellipsoidal

**coordinates**can be expressed as an ( Cartesian ) coordinate

**.**

Maxwell Fyfe brought up Raeder's order of 15 October 1939, which read: " Measures which are considered necessary from a military

__point__of view will have to be carried out, even if they are not covered**by**existing international law ...__Every__protest from neutral powers will have to be turned down ... The more ruthlessly economic warfare**is**waged ... the sooner the war will come to an end ".
( As one later wrote of finally being forced to make an anti-American statement: " I had learned what we all learned over there:

__Every__man has his breaking__point__**.**__Every__time he throws a

__point__above ten ( or passes ten -- whence the name of the game ), the banker must double the player's stakes and the stakes of all those who have risked their money on the same chance

**.**

Every and three-dimensional

__Every__improper rotation of

__three-dimensional__

**Euclidean**

**space**

**is**rotation followed

**by**a reflection

**in**a plane through the origin

**.**

Every and Euclidean

__Every__rational number / has two closely related expressions as a finite continued fraction, whose coefficients can be

**determined**

**by**applying the

__Euclidean__algorithm to

**.**

*

__Every__triangle group T**is**a discrete subgroup of the isometry group of the sphere ( when T**is**finite ), the__Euclidean__plane ( when T has a Z + Z subgroup of finite index ), or the hyperbolic plane**.**__Every__dilation of a

__Euclidean__

**space**that

**is**not a congruence has a unique fixed

**point**that

**is**called the center of dilation

**.**

__Every__plane B that

**is**completely orthogonalTwo flat subspaces S < sub > 1 </ sub > and S < sub > 2 </ sub > of dimensions M and N of a

__Euclidean__

**space**S of at least M + N dimensions are called completely orthogonal if every line

**in**S1

**is**orthogonal to every line

**in**S2

**.**

Every and space

__Every__Hilbert

__space__X

**is**a Banach

__space__because,

**by**definition, a Hilbert

__space__

**is**complete with respect to the norm associated with its inner product, where a norm and an inner product are said to be associated if for all x ∈ X

**.**

*

__Every__continuous map from a compact__space__to a Hausdorff__space__**is**closed and proper ( i**.**e., the pre-image of a compact set**is**compact**.**__Every__subset A of the vector

__space__

**is**contained within a smallest convex set ( called the convex hull of A ), namely the intersection of all convex sets containing A

**.**

__Every__node on the Freenet network contributes storage

__space__to hold files, and bandwidth that it uses to route requests from its peers

**.**

*

__Every__Lie group**is**parallelizable, and hence an orientable manifold ( there**is**a bundle isomorphism between its tangent bundle and the product of itself with the tangent__space__at the identity )__Every__vector

__space__has a basis, and all bases of a vector

__space__have the same number of elements, called the dimension of the vector

__space__

**.**

__Every__normed vector

__space__V sits as a dense subspace inside a Banach

__space__; this Banach

__space__

**is**essentially uniquely defined

**by**V and

**is**called the completion of V

**.**

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