Cost Breakdown
Name/Model: King Crab KGC-009C-H
Technology: Inner Sphere (Mixed)
Tonnage: 100
Configuration: Biped BattleMech
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Structural Cost
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Armor (Standard): (307 pts) 19.5 x 10,000 195,000.00
Internal Structure (Endo Steel): 100 x 1,600 x 1 (+) 160,000.00 = 355,000.00
Myomer (Standard): 100 x 2,000 (+) 200,000.00 = 555,000.00
Engine (Fusion): (5,000 x 300 x 100) / 75 (+) 2,000,000.00 = 2,555,000.00
Gyro (Heavy-Duty): 6.0 x 500,000 (+) 3,000,000.00 = 5,555,000.00
Cockpit (Small): 175,000 (+) 175,000.00 = 5,730,000.00
Life Support: 50,000 (+) 50,000.00 = 5,780,000.00
Sensors: 100 x 2,000 (+) 200,000.00 = 5,980,000.00
Heat Sinks (Double): 14 x 6,000 (+) 84,000.00 = 6,064,000.00
Arm Actuators: 100 x ((100 x 2) + (50 x 0) + (80 x 0)) (+) 20,000.00 = 6,084,000.00
Leg Actuators: 100 x ((150 x 2) + (80 x 2) + (120 x 2)) (+) 70,000.00 = 6,154,000.00
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Total Structural Cost: 6,154,000.00
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Weapons and Equipment Cost
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C3 Computer (Master) 1,500,000 1,500,000.00
CASE II (C) 175,000 (+) 175,000.00 = 1,675,000.00
CASE II (C) 175,000 (+) 175,000.00 = 1,850,000.00
CASE II (C) 175,000 (+) 175,000.00 = 2,025,000.00
Hyper-Assault Gauss 20 (C) 400,000 (+) 400,000.00 = 2,425,000.00
Hyper-Assault Gauss 20 (C) 400,000 (+) 400,000.00 = 2,825,000.00
Hyper-Assault Gauss 20 (Ammo 6) [Empty Bin] (C) 0 (+) 0.00 = 2,825,000.00
Hyper-Assault Gauss 20 (Ammo 6) [Empty Bin] (C) 0 (+) 0.00 = 2,825,000.00
Hyper-Assault Gauss 20 (Ammo 6) [Empty Bin] (C) 0 (+) 0.00 = 2,825,000.00
Hyper-Assault Gauss 20 (Ammo 6) [Empty Bin] (C) 0 (+) 0.00 = 2,825,000.00
Hyper-Assault Gauss 20 (Ammo 6) [Empty Bin] (C) 0 (+) 0.00 = 2,825,000.00
Hyper-Assault Gauss 20 (Ammo 6) [Empty Bin] (C) 0 (+) 0.00 = 2,825,000.00
LRM 15 175,000 (+) 175,000.00 = 3,000,000.00
LRM 15 (Ammo 8) [Semi-Guided] [Empty Bin] 0 (+) 0.00 = 3,000,000.00
LRM 15 (Ammo 8) [Semi-Guided] [Empty Bin] 0 (+) 0.00 = 3,000,000.00
LRM 15 (Ammo 8) [Semi-Guided] [Empty Bin] 0 (+) 0.00 = 3,000,000.00
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Total Weapons and Equipment Cost 3,000,000.00
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BattleMech Cost
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Structural Cost: 6,154,000.00
Weapons and Equipment Cost: (+) 3,000,000.00 = 9,154,000.00
BattleMech Cost Multiplier: 1 + (100 / 100) (*) 2.00 = 18,308,000.00
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Final BattleMech Cost 18,308,000.00
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