Assassin's Creed® Mirage Part 2 - Weekend in Baghdad

Описание к видео Assassin's Creed® Mirage Part 2 - Weekend in Baghdad

Playing through Assassin's Creed® Mirage to get the Platinum.

Set principally in the city of Baghdad, which is divided into four districts—the Round City, Karkh, Abassiyah with its House of Wisdom, and Harbiyah—but also features several smaller towns like Anbar and Jarjaraya, located on the outskirts of the city. Alamut, the fortress headquarters of the Hidden Ones, is also featured in several missions, but is inaccessible outside of the storyline. Baghdad is much smaller than the worlds of recent Assassin's Creed titles, being closer in size to Unity's and Revelations' depictions of Paris and Constantinople, respectively.

Basim has a large arsenal of weapons and tools at his disposal, including the signature Assassin Hidden Blade, smoke bombs, throwing knives, and poison darts. Both weapons and tools can be upgraded through a skill tree which allows different effects to be applied to them. Basim also has access to both Eagle Vision and an avian companion named Enkidu (after the character from Mesopotamian mythology), an eastern imperial eagle that can be used to scout nearby areas. Unlike previous Assassin's Creed games which featured avian companions, enemy marksmen can detect and shoot at Enkidu, requiring the player to eliminate the marksmen before Enkidu can be used again.

Mirage introduces a new ability called "Assassin Focus", which allows the player to eliminate multiple enemies simultaneously and is recharged by performing stealth assassinations. When the ability is activated, time stops and the player can mark up to five enemies who will then be automatically killed by Basim in quick succession. Another new feature are various poles located around Baghdad, which can be used to cross wide gaps. Furthermore, moving and running animations have been refined to improve mobility and fluidity, with the development team taking inspiration from "samurai, ninja, and even Jedi to a certain point".

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