[TOT: 1.761.331.000] Marcus Wright vs. Kharak [VY_Canis] (A: 197.311.000, D: 1.564.020.000)

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    On 26-01-2022 16:03:05, the following fleets met in battle:



    Attacker Marcus Wright

    Weapons 220% - Shields 200% - Armour 220%

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    Light Fighter 2.500.000

    Cruiser 300

    Small Cargo 100.000

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    Defender Kharak [VY_Canis]

    Weapons 200% - Shields 200% - Armour 210%

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    Rocket Launcher 60.400

    Light Laser 40.550

    Heavy Laser 30.000

    Gauss Cannon 6.000

    Ion Cannon 15.000

    Plasma Turret 6.000

    Small Shield Dome 1

    Large Shield Dome 1

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    After the battle ...


    Attacker Marcus Wright

    Weapons 220% - Shields 200% - Armour 220%

    ________________________________________________


    Light Fighter 2.452.657 ( -47.343 )

    Cruiser 297 ( -3 )

    Small Cargo 98.037 ( -1.963 )

    _________________________________________


    Defender Kharak [VY_Canis]

    Weapons 200% - Shields 200% - Armour 210%

    ________________________________________________


    Destroyed!

    _________________________________________



    The attacker has won the battle!


    The attacker captured:

    492.257.408 Metal, 151.084.224 Crystal and 94.331.013 Deuterium


    The attacker lost a total of 197.311.000 units.

    The defender lost a total of 1.564.020.000 units.

    At these space coordinates now float 43.804.500 metal and 15.387.000 crystal.

    The attacker captured a total of 737.672.645 units.


    The chance for a moon to be created from the debris was 20%.

    The attacker(s) captured the debris.



    Summary of profit/losses:


    Summary attackers(s)

    Metal: 390.046.908

    Crystal: 115.181.224

    Deuterium: 94.325.013

    The attacker(s) made a profit of 599.553.145 units.

    The attacker(s) won a total of 39.315 honour points.



    Summary defender(s)

    Metal: -1.348.942.408

    Crystal: -666.419.224

    Deuterium: -286.331.013

    The defender(s) lost a total of 2.301.692.645 units.

    The defender(s) won a total of 28.168 honour points.




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