:: ( i. e. * is an involution )

C ++ requires stating explicitly which parent class the feature to be used is invoked from i. e. " Worker :: Human. Age ".

C ++ also allows a single instance of the multiple class to be created via the virtual inheritance mechanism ( i. e. " Worker :: Human " and " Musician :: Human " will reference the same object ).

:: i. e., d is the multiplicative inverse of.

:: i. ( צ ְ פ ַ נ ְ י ָ ה / Ṣĕphanyāh )-Zephaniah

:: The type of network topology in which all of the nodes of the network are connected to a common transmission medium which has more than two endpoints that are created by adding branches to the main section of the transmission medium – the physical distributed bus topology functions in exactly the same fashion as the physical linear bus topology ( i. e., all nodes share a common transmission medium ).

:: A type of network topology that is composed of individual networks that are based upon the physical star topology connected in a linear fashion – i. e., ' daisy-chained ' – with no central or top level connection point ( e. g., two or more ' stacked ' hubs, along with their associated star connected nodes or ' spokes ').

:: i. Waste not, want not.

:: If a container implements this interface, it allows embedded objects to be activated in place, i. e. without opening in a separate window.

:: i. e., ( sum of masses of protons and neutrons )-( measured mass of nucleus )

:: A taxonomic unit, whether named or not: i. e. a population, or group of populations of organisms which are usually inferred to be phylogenetically related and which have characters in common which differentiate ( q. v.

:: C < sub > 6 </ sub > H < sub > 12 </ sub > O < sub > 6 </ sub > + 2 ADP + 2 P < sub > i </ sub > + 2 NAD < sup >+</ sup > → 2 CH < sub > 3 </ sub > COCOO < sup >−</ sup > + 2 ATP + 2 NADH + 2 H < sub > 2 </ sub > O + 2H < sup >+</ sup >

:: Padishah, i. e. Emperor,

:: Hünkar-i Khanedan-i Âl-i Osman, i. e. Sovereign of the House of Osman,

:: Sultan us-Selatin, i. e. Sultan of Sultans,

:: Khakan, i. e. Khan of Khans,

:: Amir ül-Mü ' minin ve Khalifeh ül-Rasul Rub al-A ’ alimin, i. e. Commander of the Faithful and Successor of the Prophet of the Lord of the Universe,

:: Khâdim ül-Haramayn ush-Sharifayn, i. e. Custodian of the Holy Sanctiaries ( the Holy Cities of Mecca, Medina and Jerusalem ),

:: Kaysar-i-Rûm, i. e. Emperor of Rome

:: Padişah-i thalath şehireha-i Qostantiniyye, Edirne ve Hüdavendigâr, ül şehireyn-i Dimaşq ve Qahira, tamam Azerbayjan, Mağrib, Barqah, Kayravan, Haleb, ül -‘ Iraq-i ‘ Arab vel ‘ Ajam, Basra, ül-dulan-i Lahsa, Rakka, Musul, Partiyye, Diyârbekir, Kilikiyye, ül vilâyatun-i Erzurum, Sivas, Adana, Karaman, Van, Barbariyye, Habeş, Tunus, Trablus-i Garb, Şam, Kıbrıs, Rodos, Girit, ül vilâyet-i Mora, ül Bahr-i Sefid vel Bahr-i Siyah ve i-swahil, Anadolu, Rumeli, Bagdâd, Kurdistân, Yunanistan, Türkistan, Tatariyye, Çerkesyye, ül mintaqateyn-i Kabarda, Gürjistan, ül-Deşt-i Qipçaq, tamam ül-mamlikat-i Tatar, Kefe ve tamam ül-etraf, Bosna, ül şehir ve hisar-i Belgrat, ül vilâyet-i Sırbistan bil tamam ül-hisareha ve şehireha, tamam Arnavut, tamam Eflak ve Boğdan, ve tamam ül-mustamlak vel-hududeha, ve muteaddit mamalekat ve şehireha, i. e. Emperor of The Three Cities of Constantinople, Adrianople and Bursa, and of the Cities of Damascus and Cairo, of all Azerbaijan, of the Magreb, of Barka, of Kairouan, of Aleppo, of the Arabic and the Persian Iraq, of Basra, of Al-Hasa strip, of Ar Raqqah, of Mosul, of Parthia, of Diyarbakır, of Cilicia, of the provinces of Erzurum, of Sivas, of Adana, of Karaman, Van, of Barbary, of Abyssinia, of Tunisia, of Tripoli, of Damascus, of Cyprus, of Rhodes, of Crete, of the province of Morea, of the Mediterranean Sea, the Black Sea and also their coasts, of Anatolia, Rumelia, Baghdad, Greece, Turkistan, Tartary, Circassia, of the two regions of Kabarda, of Georgia, of the Steppe of Kypchaks, of the whole country of the Tatars, of Kefe and of all the neighboring regions, of Bosnia, of the City and Fort of Belgrade, of the province of Serbia, with all the castles and cities, of all Albania, of all Eflak and Bogdania, as well as all the dependencies and borders, and many other countries and cities.

:: i. Straits Salish group ( Straits )

:: i. Inland

:: Country i and j

:: One consequence is that people are more cooperative if it is more likely that individuals will interact again in the future.

:: A tendency towards reciprocity implies that people will feel obligated to respond if someone helps them.

:: People are more likely to cooperate on a task if they can communicate with one another first.

:: "... prose to describe an algorithm, ignoring the implementation details.

:: "... prose used to define the way the Turing machine uses its head and the way that it stores data on its tape.

:: A. Annia Aurelia Galeria Faustina ( 30 November 147-after 165 ), had one child

:: B. Gemellus Lucillae ( 7 March 148 or 150-c. 150 ), died young without issue

:: C. Lucilla ( 7 March 148 or 150-182 ), had four children

:: D. Titus Aelius Antoninus ( after 150-before 7 March 161 ), died young without issue

:: E. Titus Aelius Aurelius ( after 150-before 7 March 161 ), died young without issue

:: F. Hadrianus ( 152-157 ), died young without issue

:: G. Domitia Faustina ( after 150-before 7 March 161 ), died young without issue

:: H. Fadilla ( 159-after 192 ), had two children

:: I. Annia Cornificia Faustina Minor ( 160-after 211 ), had one child

:: J. Titus Aurelius Fulvus Antoninus ( 161-165 ), died young without issue

:: K. Commodus ( 31 August 161 – 31 December 192 ), died without issue

:: L. Marcus Annius Verus Caesar ( after May 162 – 10 September 169 ), died young without issue

:: M. Vibia Aurelia Sabina ( 170-before 217 ), died without issue

File :: Abensberg RegensburgerTor. jpg | Regensburg Gate

:: a person assisting a constable in the execution of his duty.

:: to help them forget their troubles.

:: And war, hardship on land, hardship at sea.

:: 1973, 1995 *( Ajax also won in 1972, however, UEFA only sanctioned the UEFA Super Cup for the first time in 1973 so the 1972 edition was an unofficial one.

:: A ( m, n ) = hyper ( 2, m, n + 3 ) − 3.