¥ Xanestus
United States
 
 
In this house we [REDACTED] the [EXPUNGED].
Currently Offline
Favorite Game
21
Hours played
13
Achievements
Screenshot Showcase
I refuse to believe I styled on Urizen THAT hard.
2
Rarest Achievement Showcase
* The dog absorbs the custom info box.
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Review Showcase
49 Hours played
No offline features at all, so if the matchmaking servers go down you just have a title sitting in your library until someone decides to fix it. Just play Payday 2 because at least that one still works as intended.

12/12/2023 - The first $20 DLC was added before any sort of offline play was implemented. Don't pay for this.
Favorite Group
HEALTH HOTLINE - Public Group
YOU WILL LOVE EACH OTHER
419
Members
15
In-Game
121
Online
61
In Chat
Completionist Showcase
Recent Activity
32 hrs on record
last played on 22 Oct
664 hrs on record
last played on 17 Oct
178 hrs on record
last played on 12 Oct
Jencansee 25 Dec, 2022 @ 10:01am 
merry christmas fren :rwslugcat:
R800x 3 Dec, 2019 @ 3:43pm 
Venomrider Nov 22, 2012 @ 10:51pm
Meow
R800x 13 Sep, 2019 @ 5:59pm 
S for Spëëën! Sep 24, 2013 @ 7:09pm
oh wow. such comments. much fun.
plaaer 20 Feb, 2019 @ 10:24am 
xan you big gey
R800x 7 Aug, 2018 @ 3:58pm 
In this report, a model was developed using classical mechanics and ideal chemistry to estimate the speed, trajectory, orbital path, and final impact of the character Canna (played by 2) after being accelerated to speeds greater than escape velocity, reaching an orbit around the planet, and impacting a desired target upon reentry. The assumptions and setting for experiment are based on the fictional planet Thocia, set in the world of Dungeons & Dragons®.
R800x 7 Aug, 2018 @ 3:57pm 
The initial velocity will be achieved by the use of a series of speed enhancements and multipliers assembled and used at one time. An initial burst of speed will be generated by use of what is referred to as the “Peasant” or “NPC” Railgun, followed by a series of speed multipliers. Canna is set to be launched horizontally at a speed greater than that of the escape velocity of the planet. The speed expected for these calculations is 3,700 m/s. However, we are seeking to reach an altitude of about 500,000 miles in an appropriate amount of time.