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Elden Ring sold 13.4 million copies worldwide by the end of March 2022 and 28.6 million by September 2024, making it one of the best-selling video games of all time. [ 99 ] [ 100 ] It was the best-selling game in several regions between February and March 2022, [ 101 ] [ 102 ] and is the fastest-selling Bandai Namco game of all time.
Starscourge Radahn (also called General Radahn) is a fictional character from the 2022 action role-playing video game Elden Ring developed by FromSoftware.A demigod, he functions as both a prominent figure in the history of the game's fictional universe, the Lands Between, and one of its main bosses.
It took him nine years to finally finish the collection. With 5,500 lines, the new edition was selected as the best of many different versions, compiled after Hu skimmed through more than 30,000 lines of the original manuscripts. Liu, who has read most of the original material, said, "So far, the content of this edition is the richest one.
Invocation is the act of calling upon a deity, spirit, or supernatural force, typically through prayer, ritual, or spoken formula, to seek guidance, assistance, or ...
Clement of Alexandria (c.150–c.215) was a Christian theologian and the head of the noted Catechetical School of Alexandria and was well-versed in pagan literature. [92] Clement is best remembered as the teacher of Origen. He used the term "gnostic" for Christians who had attained the deeper teaching of the Logos. [96]
Jason (Hebrew: Yason, יאסון; Greek: Ἰάσων, Iásōn) was the High Priest of Israel from around 175 BCE to 171 BCE during the Second Temple period of Judaism. He was of the Oniad family and was brother to Onias III, his predecessor as High Priest.
[citation needed] According to Aleister Crowley, the magician starts with the 30th aethyr and works up to the first, exploring only so far as his level of initiation will permit. [23] According to Chris Zalewski's 1994 book, the Golden Dawn also invented the game of Enochian chess, in which aspects of the Enochian Tablets were used for ...
even though 341 = 11·31 is composite. In fact, 341 is the smallest pseudoprime base 2 (see Figure 1 of [3]). There are only 21853 pseudoprimes base 2 that are less than 2.5 × 10 10 (see page 1005 of [3]). This means that, for n up to 2.5 × 10 10, if 2 n −1 (modulo n) equals 1, then n is prime, unless n is one of these 21853 pseudoprimes.