The Independent Order

Roleplay => Factbooks and Maps => Topic started by: William Fox on June 08, 2019, 01:56:40 AM

Title: The United Military system
Post by: William Fox on June 08, 2019, 01:56:40 AM
My military consists of a big military of 550thousand, here is the look of my main trained soldiers that are armed with m76 grenades and M4Carbines
and Snake Revolvers.
 
(https://www.armytimes.com/resizer/yYUrVhRl78egT1CbJnDUSMAvRZw=/1200x0/filters:quality(100)/arc-anglerfish-arc2-prod-mco.s3.amazonaws.com/public/JZAGWVY555A7LKAJA3L2P3MUUQ.jpg)

Okay now here is the look of my 50k militia soldiers that are armed with Molotovs and Muskets with Bayonets.

(http://data:image/jpeg;base64,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)


I have 50,000k TS-3 tanks.

(http://data:image/jpeg;base64,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" alt="Image result for Images of TS-3 Soviet tanks)


I finaly have 50,000k German Panzer VII tanks.

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" alt="Image result for images of panzer tanks[/img]


My Airforce has 10 bombers 40 B-52 and 10 su76.
Title: Re: The United Military system
Post by: William Fox on August 04, 2019, 05:28:10 AM
We now have 25,000 A7v       


(http://<img src="https://static.turbosquid.com/Preview/001307/439/A0/_D.jpg" alt="Image result for a7v model"/>)