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Every digit has a set of possible phonetic values, due to the variety of valid Japanese ( kun ' yomi and on ' yomi ), and English-origin pronunciations for numbers in Japanese.

from
Wikipedia

## Some Related Sentences

Every and digit

__Every__

__digit__

**in**

**the**machine had one parity bit

**,**

**for**error checking

**,**meaning every word occupied 60 bits

**(**48 bits

**for**data with 12 bits

**for**parity check ).

__Every__disease

**and**gene is assigned

**a**six

__digit__number

**of**which

**the**first number classifies

**the**method

**of**inheritance

**.**

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

**.**

Every and set

*

__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__corporation

**,**whether financial or union

**,**as well as every division

**of**

**the**administration

**,**were

__set__up as branches

**of**

**the**party

**,**

**the**CEOs

**,**Union leaders

**,**

**and**division directors being sworn-in as section presidents

**of**

**the**party

**.**

__Every__DNS zone must be assigned

**a**

__set__

**of**authoritative name servers that are installed

**in**NS records

**in**

**the**parent zone

**,**

**and**should be installed

**(**

**to**be authoritative records ) as self-referential NS records

**on**

**the**authoritative name servers

**.**

Group actions / representations:

__Every__group G can be considered as**a**category with**a**single object whose morphisms are**the**elements**of**G**.**A functor from G**to**Set is then nothing but**a**group action**of**G**on****a**particular__set__**,**i**.**e**.****a**G-set**.**
# " Personality " Argument: this argument is based

**on****a**quote from Hegel: "__Every__man**has****the**right**to**turn his will upon**a**thing or make**the**thing an object**of**his will**,**that is**to**say**,****to**__set__aside**the**mere thing**and**recreate it as his own ".__Every__atom across this plane

**has**an individual

__set__

**of**emission cones .</ p > < p > Drawing

**the**billions

**of**overlapping cones is impossible

**,**so this is

**a**simplified diagram showing

**the**extents

**of**all

**the**emission cones combined

**.**

*

__Every__preorder can be given**a**topology**,****the**Alexandrov topology ;**and**indeed**,**every preorder**on****a**__set__is**in**one-to-one correspondence with an Alexandrov topology**on**that__set__**.**__Every__binary relation R

**on**

**a**

__set__S can be extended

**to**

**a**preorder

**on**S by taking

**the**transitive closure

**and**reflexive closure

**,**R < sup >+=</ sup >.

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