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Microsoft subsequently enhanced the MinecraftEDU version of the game into Minecraft: Education Edition (now known as Minecraft Education) that gives teachers and students numerous pre-made resources to work from, and the ability for teachers to monitor and assist students in their work, but otherwise allowing students to create and learn ...
"Embrace, extend, and extinguish" (EEE), [1] also known as "embrace, extend, and exterminate", [2] is a phrase that the U.S. Department of Justice found [3] was used internally by Microsoft [4] to describe its strategy for entering product categories involving widely used open standards, extending those standards with proprietary capabilities, and using the differences to strongly disadvantage ...
Markus Persson founded Mojang Studios in 2009.. Mojang Studios was founded by Markus Persson, a Swedish independent video game designer and programmer, in 2009. [3] [4] He had gained interest in video games at an early age, playing The Bard's Tale and several pirated games on his father's Commodore 128 home computer, and learned to programme at age eight with help from his sister.
Video game preservation is a form of preservation applied to the video game industry that includes, but is not limited to, digital preservation.Such preservation efforts include archiving development source code and art assets, digital copies of video games, emulation of video game hardware, maintenance and preservation of specialized video game hardware such as arcade games and video game ...
Minecraft: Java Edition The original release of the game, on Microsoft Windows, was simply known as Minecraft prior to the release of Minecraft: Windows 10 Edition. In addition, other versions of the video game on Microsoft Windows are Minecraft Classic, Minecraft 4k, and Minecraft: Education Edition. Monaural sound, monophonic sound or mono sound
Google's logo. Google is a computer software and a web search engine company that acquired, on average, more than one company per week in 2010 and 2011. [1] The table below is an incomplete list of acquisitions, with each acquisition listed being for the respective company in its entirety, unless otherwise specified.
A Laurent series is a generalization of the Taylor series, allowing terms with negative exponents; it takes the form = and converges in an annulus. [6] In particular, a Laurent series can be used to examine the behavior of a complex function near a singularity by considering the series expansion on an annulus centered at the singularity.