Rainbow Moon by SideQuest Studios is a Tactical RPG (Role Playing Game) and Strategy video game with similarities to Final Fantasy Tactics. With a Dungeon Crawling theme, the game allows you to explore a huge game world, use your best strategic and tactical skills in to the most epic battles with enemies. Rainbow Moon is a marvelous combination of Action oriented game-play, a unique story, superb visuals, six unique characters, and a unique urn-based Strategy combat System. As Namoris throws you away to a distant land by the use of Magical Portals and Gates, your task is to find your way back to your own world, find Namoris and kill him in a Duel. The land where you are exiled to, is packed up tightly with countless monsters, you must survive by fighting them off or you’ll perish. You must use your skills and strategize your actions in order to achieve the objectives and complete the game. With all the wonderful things, Rainbow Moon is a cool game to play and enjoy.
More About Fate/EXTELLA LINK
Fate/EXTELLA LINK developed by XSEED Games is a Hack-n-Slash, Action-Adventure, and Single-player video game. It is the third main installment in the Fate/EXTRA series and offers similar gameplay to the previous releases. During the gameplay, the player takes on the role of an unknown protagonist and gets engaged in combats against enemies with the help of spirits called servants.
The game features customization of the character that includes name, gender, clothes, and much more. The player can make the servants powerful through the use of form that changes their appearance and weapons to take the enemies down easily. The game has sixteen playable characters categorized into different classes.
Saber, Archer, Lancer, Caster, Assassin, Rider, and Berserker are the main classes with different abilities and attributes. The player can use special attacks such as Extella Maneuver that deals with severe damage to enemies. The game comes up with a mode called Area Supremacy Battle that allows Servants to attack sectors and restore Regime Matrices.