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A Minecraft mod is a mod that changes aspects of the sandbox game Minecraft. Minecraft mods can add additional content to the game, make tweaks to specific features, and optimize performance. Thousands of mods for the game have been created, with some mods even generating an income for their authors.
Video game modding was described as remixing of games and can be therefore seen as part of the remix culture as described by Lawrence Lessig, [29] or as a successor to the playful hacker culture that produced the first video games. [12] Mods can be both useful to players and a means of self-expression. [4]
In computing, the modulo operation returns the remainder or signed remainder of a division, after one number is divided by another, called the modulus of the operation.. Given two positive numbers a and n, a modulo n (often abbreviated as a mod n) is the remainder of the Euclidean division of a by n, where a is the dividend and n is the divisor.
Modding (from "modifying") is the act of modifying hardware, software, or anything else to perform a function not originally intended by the designer, or to achieve bespoke specification or appearance. The term is often used in reference to video game modding, particularly in regard to creating new or altered content and sharing that via the web.
MOD., a science museum at the University of South Australia, Adelaide MOD and TOD, camcorder recording formats; Modchip, a chip modifying an electronic system; Model organism database, a biological database
Mods are a part of the Grand Theft Auto franchise's success on PCs. [19] [20] Their popularity added on to the longevity and further success of the GTA series, [18] and complex modifications such as Zombie Alarm and LSPDFR offer entirely new experiences. [21] Modding served as one of main channels for innovations in gameplay. [22]
Mod DB is a website that focuses on general video game modding.It was founded in 2002 by Scott "INtense!" Reismanis. As of September 2015, the Mod DB site has received over 604 million views, has more than 12,500 modifications registered, [1] and has hosted more than 108 million downloads. [2]
Even without knowledge that we are working in the multiplicative group of integers modulo n, we can show that a actually has an order by noting that the powers of a can only take a finite number of different values modulo n, so according to the pigeonhole principle there must be two powers, say s and t and without loss of generality s > t, such that a s ≡ a t (mod n).