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kalashnikov info fire accuracy power spread attachments general speed 2009 updated pictures numbers sept profiles ak103 this damage automatic taggedzi magazine weapon caliber modes guide head helmet torso kevlar total seconds
Kalashnikov AK-103
Weapon Guide | Automatic Weapon Comparison
Pictures:
Info:
Caliber: 7.62 x 39
Magazine: 30 Round Capacity
Fire modes: Semi-Automatic, Burst, Full-Automatic
Attachments
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General Info:
This weapon is commonly called the AK or AK103. (Many people mistake this for an AK47.) This is the slowest of the machine guns, and has the least accurate spray, however it does make up for it in power. If fire is kept in small bursts is a highly effective weapon capable with a lot of stopping power.
Accuracy: (updated Numbers 14 Sept 2009)
I have now fired and counted 720 shots for this weapon to come up with these stats. I only show one image for each weapon configuration because they are typical for that mode.
The AK103 is between 58-64% Accurate during fully automatic bursts. The first 3-4 shots are usually right in the zone depending on how you configure your weapon. Beyond that... you are in spray and pray land. If you would like to know how I calculate the accuracy click here.
| Normal | Laser Pointer Equipped | Silenced | Laser Pointer and Silencer | Average | |
| AK103 | 60.43% | 63.61% | 58.31% | 62.61% | 61.24% |
Fire Spread Profiles:
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Fire Spread - Normal - Automatic Setup Accuracy: 60.43% |
Fire Spread - Laser Pointer - Automatic Accuracy: 63.61% |
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Fire Spread - Silenced - Automatic Accuracy: 58.31% |
Fire Spread - Silenced - Laser Pointer - Automatic Accuracy: 62.61% |
Power
The AK103 has a rating of: 281 Stopping Power Ratting (0-500 Possible). This is the highest rating for a machine gun in this game. See damage guide below.
Damage Guide:
| Head | Helmet | Torso | Kevlar | Arm | Leg | Total Damage | |
| AK103 | 100 | 58 | 51 | 34 | 19 | 19 | 281 |
Speed:
The AK103 fires approximately 4.7 Rounds per second. It should empty the entire magazine in about 6.38 seconds. It takes 4.28 seconds to reload. If you are interested in how I calculated this please click here.
This file was last updated: "November 5, 2009, 1:06 pm"