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  2. Item (game terminology) - Wikipedia

    en.wikipedia.org/wiki/Item_(game_terminology)

    In Minecraft, items range from weapons to tools to miscellaneous things like music discs or spawn eggs. While no items are required for completion of puzzles or to access certain areas, they are mandatory for progression in the game and for defeating the bosses. Another generic item needed to progress through dungeons in adventure games is the key.

  3. Backpack Hero - Wikipedia

    en.wikipedia.org/wiki/Backpack_Hero

    She criticized the game's actual combat as "bland and repetitive", but also noted that "it may feature the best inventory management system ever", making each pickup feel like a puzzle. She stated that each playable character reinvented the game by drastically modifying the gameplay, saying that the game was "richer and more engaging than ...

  4. Minecraft Earth - Wikipedia

    en.wikipedia.org/wiki/Minecraft_Earth

    The game was free-to-play, and supported Android and iOS smartphones. [10] [11] During Microsoft Build 2015, Microsoft's HoloLens team unveiled an augmented reality version of Minecraft. [12] On 8 May 2019, a teaser trailer was released which showed a Muddy Pig. [13] Minecraft Earth was announced during Minecraft 's 10th anniversary in May 2019 ...

  5. OCS Inventory - Wikipedia

    en.wikipedia.org/wiki/OCS_Inventory

    OCS Inventory can be used to feed the manager of GLPI and thus offers part of an ITAM solution. Samanage is a cloud-based, commercial ITAM, that has used modified OCS-NG agent as a data source. License

  6. Atari video game burial - Wikipedia

    en.wikipedia.org/wiki/Atari_video_game_burial

    The rushed development resulted in lackluster gameplay; the game was critically panned, and is now seen as one of the worst ever made. [12] [13] Atari manufactured 5 million cartridges for the game; [2] however, upon its release in December 1982, only 1.5 million copies were sold, leaving Atari with half of the cartridges. [14]

  7. Modular arithmetic - Wikipedia

    en.wikipedia.org/wiki/Modular_arithmetic

    Consequently, (a mod m) denotes generally the unique integer k such that 0 ≤ k < m and k ≡ a (mod m); it is called the residue of a modulo m. In particular, (a mod m) = (b mod m) is equivalent to a ≡ b (mod m), and this explains why "=" is often used instead of "≡" in this context.