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  2. Schlage - Wikipedia

    en.wikipedia.org/wiki/Schlage

    Schlage (/ ʃ l eɪ ɡ / SHLAYG) [1] [2] is an American lock manufacturer founded in 1920 by Walter Schlage. Schlage was headquartered in San Francisco from its inception until it relocated to Colorado Springs, Colorado, in 1997. Schlage also produces high-security key and cylinder lines Primus, Everest, and Everest Primus XP.

  3. List of digital keys in mobile wallets - Wikipedia

    en.wikipedia.org/wiki/List_of_digital_keys_in...

    Digital keys that operate over NFC and/or UWB are compatible with a variety of mobile wallets.These digital keys can be stored in smart devices through the use of mobile wallets that have access to the device's embedded secure element, such as Google Wallet for Android & Wear OS, Samsung Wallet for Android, Huawei Wallet for HarmonyOS, or Apple Wallet for iOS & watchOS.

  4. Walter Schlage - Wikipedia

    en.wikipedia.org/wiki/Walter_Schlage

    Walter Reinhold Schlage (1882–1946) was a German-born American engineer and inventor. Known as the Lock Wizard of Thuringia , he is best known for the bored cylindrical lock and the lock company that bears his name, Schlage Lock Co.

  5. Camelot Software Planning - Wikipedia

    en.wikipedia.org/wiki/Camelot_Software_Planning

    Camelot was founded on April 4, 1994 by Shugo Takahashi, the brother of producer Hiroyuki Takahashi, with the intention of developing games for Sony's PlayStation. [3] They developed their first game, Beyond the Beyond, while providing assistance to Sonic! Software Planning on Shining Wisdom.

  6. Camelot Entertainment Group - Wikipedia

    en.wikipedia.org/wiki/Camelot_Entertainment_Group

    Camelot Entertainment Group, Inc. ("CMGR"), is a public company based in Irvine, California, with three subsidiaries: Camelot Films, Camelot Distribution Group, including DarKnight Pictures, and Camelot Studio Group. Camelot is in the process of rebuilding its production and distribution subsidiaries as it continues to work on its Studio Group ...

  7. State encoding for low power - Wikipedia

    en.wikipedia.org/wiki/State_encoding_for_low_power

    In this encoding, the relationship between number of bits and the number of states is defined by b = log 2 (n). The number of flips-flops used and the complexity of the decoding logic is the same as in binary encoding, but the Hamming distance in Gray encoding is always 1. Other encoding techniques include output-based encoding, MUSTANG, [3 ...