**-Odo-III-(-1192-–-1218-)

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** and Odo

** Odo I ( 1079 – 1103 )

** Odo II ( 1143 – 1162 )

** Odo IV ( 1315 – 1349 )

** Odo ( 1230 – 1266 ), who married Matilda II, Countess of Nevers

** Odo of Montbéliard ( 1236 – 1240 ), at Acre

** Volume 3: " Satisfaction Not Guaranteed " ( Ferenginar ) and " Olympus Descending " ( The Dominion ) ( Keith R. A. DeCandido ; David R. George III, February 2005 ): Quark and Ro Laren investigate accusations against Quark's brother Rom ; Odo deals with a strange discovery about the Founders.

** Odo de Carew

** Odo ( also Count of Auxerre, 1257 – 1262 )

** married to Odo ( 1330-1347 )

** and III

** Atlas III was a US launch vehicle ( 2000 – 2005 )

** Aristotle, Rhetoric III. 3

** Pont Alexandre III, an arch bridge that spans the Seine

** Russian battleship Imperator Aleksander III Russian warship

** Andronikos III Palaiologos ( 1297 – 1341 )

** Andronikos III of Trebizond ( 1330 – 1332 )

** Philip III ( 1271 – 1285 )

** Henry III ( 1574 – 1589 )

** Alphonse III ( 1247 – 1279 )

** Charles III ( 1382 – 1386 )

** Ferdinand III ( 1759 – 1815 )

** Charles III ( 1387 – 1425 )

** Henry III ( 1572 – 1610 )

** Louis III ( 1643 – 1715 )

** Charles III ( 1759 – 1788 )

** Charles III ( 1383 – 1386 )

** Hugh III ( 1162 – 1192 )

** Philip III ( 1419 – 1467 )

** John III ( 1312 – 1341 )

** Arthur III ( 1457 – 1458 )

** John III, the Pious 1521-1557

** Pedro III ( 1777 – 1786 )

** Class III railroad

** Pope Shenouda III of Alexandria

** and 1192

** Isabella of Jerusalem, Queen of Jerusalem 1190 / 1192 – 1205 ( d. 1205 )

** 1127 – 1192 Imperial Prince Masahito ( 雅仁親王 ) – later Emperor Go-Shirakawa

** With Conrad I ( 1192 )

** With Henry I ( 1192 – 1197 )

** " Talking Heads " ( in 2000 AD # 1192, 2000 )

** Ottokar IV, Duke of Styria, 1192

** Peter II of Courtenay ( 1184 – 1192 ; Latin Emperor, 1216 – 1217 )

** and –

** 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

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