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Some Related Sentences
** and Section
** Section Chief
** Penn Central declares
Section 77 bankruptcy, largest ever US corporate bankruptcy up to this date
.
** Section 103, Marine Protection, Research, and Sanctuaries Act of 1972,
** Section 4 ( f ) of the Department of Transportation Act
** Section 1
: Tango and Jazz Ballet
** Section 2
: The Scene Moves Backstage
** Section 3
: Move Back to Ballet
** Section 4
: Finale-Act I
** 1945-1952 — Head of the Economics and Science
Section General Headquarters for the Supreme Allied Powers-Tokyo, Japan
** Admiral Cartwright ( Star Trek VI ; novel
Section 31
: Cloak )
** Admiral Dougherty ( Star Trek
: Insurrection ; novel
Section 31
: Abyss )
** Commander Cortin Zweller ( Star Trek
: The Next Generation ; novel
Section 31
: Rogue )
** Ambassador Aubin Tabor ( Star Trek
: The Next Generation ; novel
Section 31
: Rogue )
** Ensign Roberta Luke ( Star Trek
: Voyager ; novel
Section 31
: Shadow )
** Section Amandae
: 28 + species, e
. g
. M. amanda,
M. bulbophyllopsis,
M. melanopus,
M. polysticta
.
** Section Ophioglossae
: 1-2 species
– M. ophioglossa,
M. ophioglossa ssp
.
** Section Amaluzae
: (≡ Luzama ) 6 species, e
. g
. M. amaluzae,
M. carmenensis,
M. patula
** Section Aphanes
: (≡ Pteroon ) 3 species
– M. aphanes,
M. capillaris,
M. scopaea
** Section Coriaceae
:
** Section Ligiae
: Monotypic – M. ligiae
** Section Masdevallia
:
** Section Minutae
: ~ 21 species, e
. g
. M. floribunda,
M. herradurae,
M. minuta,
M. nicaraguae,
M. wendlandiana
** Section Racemosae
: (≡ Spectaculum )
Monotypic – M. racemosa
** Section Reichenbachianae
:
** and Monotypic
** Section Andreettaea
: Monotypic: Dracula andreettae
** Section Cochliopsida
: Monotypic: Dracula cochliops
** and –
** Atlas III was a US launch vehicle ( 2000
– 2005 )
** Atlas V ( 2002
– Present )
** Atlas Major, a Standard Motor Company van 1962
– 1963
** The Banach
– Tarski paradox
.
** The Nielsen
– Schreier theorem, that every subgroup of a free group is free
.
** The Hahn
– Banach theorem in functional analysis, allowing the extension of linear functionals
** The Banach
– Alaoglu theorem about compactness of sets of functionals
.
** Every Tychonoff space has a Stone
– Čech compactification
.
** This is a distinguished work which stands out from, and above, many of the books and articles which have ben written in this century on Avicenna ( Ibn Sīnā ) ( A
. D
. 980
– 1037 ).
** The numbers and are not algebraic numbers ( see the Lindemann
– Weierstrass theorem ); hence they are transcendental
.
** Laozi ( 5th
– 4th century BC )
** Ge Hong ( 283 AD
– 343 AD )
** Xun Zi ( c
. 312 BC
– 230 BC )
** Gongsun Long ( c
. 325 BC
– c
. 250 BC )
** Zou Yan ( 305 BC
– 240 BC )
** Mani ( c
. 216 AD
– 276 AD )
** Haliotis brazieri f
. hargravesi ( Cox, 1869 )
– synonym
: Haliotis ethologus, the Mimic abalone, Haliotis hargravesi, the Hargraves ’ s abalone
** Haliotis dalli roberti McLean, 1970
– synonym
: Haliotis roberti
** Haliotis diversicolor squamata Reeve, 1846
– synonym
: Haliotis squamata
– the scaly Australian abalone
** Haliotis diversicolor supertexta
– the Taiwan abalone or jiukong
** Haliotis kamtschatkana assimilis Dall, 1878
– synonym
: Haliotis assimilis, the threaded abalone
** Haliotis ovina f
. patamakanthini Dekker, Regter, & Gras, 2001
– synonym
: Haliotis patamakanthini
** Haliotis rubra conicopora Péron, 1816
– synonym
: Haliotis conicopora
– the conical pore abalone
0.205 seconds.