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Changeable. 5-Star. Sword. Luyin (Dong Hailong) Zach Aguilar [ 4] Shun Horie [ 4] Lee Kyung-tae. The main protagonist of the game, who is known as the Traveler. Players can choose to play as either Aether (male) or Lumine (female) as the traveler, while the other is taken away to become the leader of the Abyss Order.
Genshin Impact [ a] is an action role-playing game developed and published by miHoYo (with publishing outside mainland China under Cognosphere, d/b/a HoYoverse). It was released for Android, iOS, PlayStation 4, and Windows in 2020, and for PlayStation 5 in 2021. The game features an anime -style open-world environment and an action-based battle ...
MiHoYo Co., Ltd. ( Chinese: 米哈游; pinyin: Mǐhāyóu ), or simply MiHoYo, is a Chinese video game development and publishing company. In addition to games, the company has created various products such as animated series, novels, comics, music, and merchandise. The company is the creator of the Honkai series, which consists of several ...
This is a confirmed list of video games in development, but are scheduled for release beyond 2025 or currently carry no announced, reported, or confirmed release date at all. Video game platforms Win
Zhongli (. Genshin Impact. ) Zhongli ( Chinese: 钟离; pinyin: Zhōnglí) is a playable character in the action role-playing game Genshin Impact. He is voiced by Keith Silverstein in English, Peng Bo in Chinese, Tomoaki Maeno in Japanese, and Pyo Yeong-jae in Korean. Within the game, he serves as the former supreme ruler of the Chinese ...
Genshin Impact. ) Paimon ( Chinese: 派蒙; pinyin: Pàiméng) is a character from Genshin Impact, a 2020 action role-playing gacha game developed by miHoYo. She serves as the game's mascot, the player's guide, and icon for the game and official website. She has a petite body and the appearance of a flying fairy that speaks dialogue on the ...
This is a list of articles about prime numbers. A prime number (or prime) is a natural number greater than 1 that has no positive divisors other than 1 and itself. By Euclid's theorem, there are an infinite number of prime numbers. Subsets of the prime numbers may be generated with various formulas for primes.
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