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Showing posts with the label battle game

Naraka: BladePoint Montera on scene at E3 2021

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Developer 24 Entertainment officially announced that Nanak: Blade point will be present at E3 2021. This Japanese-inspired Royal Battle Game will receive a full 10-minute segment dedicated to the 13th of June, then another Segment in the Gaming Show PC later on the same day. The fans will probably see more gameplay sequences of a version closer to the final version, which will be particularly nice following the first and very successful open beta of Nanak: Blade point. A second open beta will be announced during the event, just like the final release date of the game. According to the press release, the second open beta will take place this summer, so the fans of Battle Royal may want to leave the place on their calendars. In the next open beta, players will come back to the island of Modes to explore the environment, discover new content and fight again for their lives. Developers promise that new and currently not revealed content will appear before the final outing of the game...

Lost! Calculation Computer Disease "Computer Disease" Deng Switch is up to 4 people to watch who is a quick master

Do you think you are an arithmetic master? Then come to "Battle Calculator who is the first place for the friend. nintendo Switch previously appeared in the store on the shelf _ the first computer application _, the price is 8.09 pounds (approximately Terminals 312 yuan). This time, someone enhances the simple computer to upgrade to the "computer demonstration" that can be more than 4 people. This computer multi-person battle Computer Disease is developed by Blacksmith Doucast. The Computer Disease is very simple, the Computer Disease will randomly provide a number, as long as the corresponding number can be scored in the shortest time, the number of people who can achieve the specified score will win. In order to increase the stimulus of the calculation process, the Computer Disease settings can only use the numbers of the two intervals of 0 to 9 and 0.1 to 0.9, and the addition and subtraction multiplication also solves the answer to the role mode. 3 The num...