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Every node has a location, which is a number between 0 and 1.

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## Some Related Sentences

Every and node

__Every__

__node__on the Freenet network contributes storage space to hold files

**,**

**and**bandwidth that it uses to route requests from its peers

**.**

#

__Every__simple path from**a**given__node__to any of its descendant leaves contains the same**number**of black nodes**.**__Every__maximal outerplanar graph satisfies

**a**stronger condition than Hamiltonicity: it

**is**

__node__pancyclic

**,**meaning that for every vertex v

**and**every k in the range from three to the

**number**of vertices in the graph

**,**there

**is**

**a**length-k cycle containing v

**.**A cycle of this length may be found by repeatedly removing

**a**triangle that

**is**connected to the rest of the graph by

**a**single edge

**,**such that the removed vertex

**is**not v

**,**until the outer face of the remaining graph

**has**length k

**.**

__Every__

__node__in the database keeps the neighbourhood information

**,**such as its super-class

**,**sub-class

**,**instance-of

**,**

**and**other relations

**,**in

**which**the object

**has**

**a**role

**,**in the form of predicates

**.**

__Every__

__node__in an anonymous P2P network acts as

**a**universal sender

**and**universal receiver to maintain anonymity

**.**

__Every__internal

__node__contains

**a**set of rectangles

**and**pointers to the corresponding child

__node__

**and**every leaf

__node__contains the rectangles of spatial objects ( the pointer to some spatial object can be there ).

__Every__intermediate

__node__

**,**while forwarding

**a**RouteRequest

**,**enters the previous

__node__address

**and**its BcastID

**.**

__Every__set of nodes in the network

**is**conditionally independent of when conditioned on the set

**,**that

**is**

**,**when conditioned on the Markov blanket of the

__node__

**.**

__Every__cotree T defines

**a**cograph G having the leaves of T as vertices

**,**

**and**in

**which**the subtree rooted at each

__node__of T corresponds to the induced subgraph in G defined by the set of leaves descending from that

__node__:

__Every__non-leaf

__node__can be thought of as implicitly generating

**a**splitting hyperplane that divides the space into two parts

**,**known as half-spaces

**.**

__Every__directed tree (

**a**directed acyclic graph in

**which**there exists

**a**single source

__node__that

**has**

**a**unique path to every other

__node__)

**is**

**a**polytree

**,**but not every polytree

**is**

**a**directed tree

**.**

__Every__polytree

**is**

**a**multitree

**,**

**a**directed acyclic graph in

**which**the subgraph reachable from any

__node__forms

**a**tree

**.**

Every and has

__Every__woman

__has__had the experience of saying no when she meant yes

**,**

**and**saying yes when she meant no

**.**

__Every__detail in his interpretation

__has__been beautifully thought out

**,**

**and**of these I would especially cite the delicious laendler touch the pianist brings to the fifth variation ( an obvious indication that he

**is**playing with Viennese musicians )

**,**

**and**the gossamer shading throughout

**.**

__Every__family of Riviera Presbyterian Church

__has__been asked to read the Bible

**and**pray together daily during National Christian Family Week

**and**to undertake one project in

**which**all members of the family participate

**.**

__Every__community

**,**if it

**is**alive

__has__

**a**spirit

**,**

**and**that spirit

**is**the center of its unity

**and**identity

**.**

__Every__such subset

__has__

**a**smallest element

**,**so to specify our choice function we can simply say that it maps each set to the least element of that set

**.**

** Zorn's lemma:

__Every__non-empty partially ordered set in**which**every chain ( i**.**e**.**totally ordered subset )__has__an upper bound contains at least one maximal element**.**
The restricted principle "

__Every__partially ordered set__has__**a**maximal totally ordered subset "**is**also equivalent to AC over ZF**.**
** Tukey's lemma:

__Every__non-empty collection of finite character__has__**a**maximal element with respect to inclusion**.**
*

__Every__continuous functor on**a**small-complete category**which**satisfies the appropriate solution set condition__has__**a**left-adjoint ( the Freyd adjoint functor theorem ).__Every__unit of length

__has__

**a**corresponding unit of area

**,**namely the area of

**a**square with the given side length

**.**

__Every__field

__has__an algebraic extension

**which**

**is**algebraically closed ( called its algebraic closure ), but proving this in general requires some form of the axiom of choice

**.**

__Every__ATM cell

__has__an 8-or 12-bit Virtual Path Identifier ( VPI )

**and**16-bit Virtual Channel Identifier ( VCI ) pair defined in its header

**.**

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