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** C. v. mexicanus ( Linnaeus, 1766 )-eastern United States west of Atlantic Seaboard to Great Plains

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Wikipedia

## Some Related Sentences

** and C

__**__

__C__

**.**

**v**

**.**aridus

**(**Lawrence

**,**1853 )-Jaumave Bobwhite-west-central Tamaulipas

**to**southeastern San Luis Potosi

__**__

__C__

**.**

**v**

**.**maculatus

**(**Nelson

**,**1899 )-Spot-bellied Bobwhite-central Tamaulipas

**to**northern Veracruz and southeastern San Luis Potosi

__**__

__C__

**.**

**v**

**.**taylori

**(**Lincoln

**,**1915 )-Plains Bobwhite-South Dakota

**to**northern Texas

**,**western Missouri and northwest Arkansas

__**__

__C__

**.**

**v**

**.**virginianus

**(**

**Linnaeus**

**,**1758 )-nominate-Atlantic coast from Virginia

**to**northern Florida and southeast Alabama

__**__

__C__

**.**

**v**

**.**pectoralis

**(**Gould

**,**1883 )-Black-breasted Bobwhite-eastern slopes and mountains

**of**central Veracruz

** and .

__**__Eunectes murinus

**,**the green anaconda

**,**the largest species

**,**is found east

**of**the Andes in Colombia

**,**Venezuela

**,**the Guianas

**,**Ecuador

**,**Peru

**,**Bolivia

**,**Brazil and on the island

**of**Trinidad

__.__

__**__Eunectes notaeus

**,**the yellow anaconda

**,**a smaller species

**,**is found in eastern Bolivia

**,**southern Brazil

**,**Paraguay and northeastern Argentina

__.__

__**__Eunectes deschauenseei

**,**the dark-spotted anaconda

**,**is a rare species found in northeastern Brazil and coastal French Guiana

__.__

__**__Eunectes beniensis

**,**the Bolivian anaconda

**,**the most recently defined species

**,**is found in the Departments

**of**Beni and Pando in Bolivia

__.__

__**__Tarski's theorem: For every infinite set A

**,**there is a bijective map between the sets A and A × A

__.__

__**__Trichotomy: If two sets are given

**,**then either they have the same cardinality

**,**or one has a smaller cardinality than the other

__.__

__**__König's theorem: Colloquially

**,**the sum

**of**a sequence

**of**cardinals is strictly less than the product

**of**a sequence

**of**larger cardinals

__.__

__**__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

__.__

__**__Hausdorff maximal principle: In any partially ordered set

**,**every totally ordered subset is contained in a maximal totally ordered subset

__.__

__**__Tukey's lemma: Every non-empty collection

**of**finite character has a maximal element with respect

**to**inclusion

__.__

__**__In the product topology

**,**the closure

**of**a product

**of**subsets is equal

**to**the product

**of**the closures

__.__

__**__If S is a set

**of**sentences

**of**first-order logic and B is a consistent subset

**of**S

**,**then B is included in a set that is maximal among consistent subsets

**of**S

__.__The special case where S is the set

**of**all first-order sentences in a given signature is weaker

**,**equivalent

**to**the Boolean prime ideal theorem ; see the section " Weaker forms " below

__.__

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