Stark

From CoCWiki

Stark Stark currently has the rank of First Sergeant. Current user name: SwissSnow Member of BHB PPs Enough Efficency Higher then you KDR Better then you Games Played More then you Previous names Stark, Snow Fire Hell, 13th Irish Elite Training, 13th Irish Elite Training Comm, Unknown

Stark died and was replaced by SwissSnow. Swiss is an MP In Training. Alex has put him up for sale on eBay.

Quotes

SwissSnow (Msg BHB) (MP-IT): I never abuse my powers, I only use them to love people.
SwissSnow (Msg BHB) (MP-IT): In an interesting way...

NoOne_Cares (1sg 7th) said: i a guy called noone_cares just teamnaded me
SwissSnow (1sg NsD) (MP-IT): what ag is he in?
NoOne_Cares (1sg 7th) said: i demand u punish him
NoOne_Cares (1sg 7th) said: 7th
NoOne_Cares left the channel- He/she has been kicked by SwissSnow - Reason: teamnading = ban
SwissSnow (1sg NsD) (MP-IT): Okay done.
SwissSnow (1sg NsD) (MP-IT): Wait....
SwissSnow (1sg NsD) (MP-IT): Was he joking?

Solemn (Msg 7th) said: Spam: It gets the message across
Solemn (Msg 7th) said: Spam: It gets the message across
Solemn (Msg 7th) said: Spam: It gets the message across
Solemn (Msg 7th) said: Spam: It gets the message across
Solemn (Msg 7th) said: Spam: It gets the message across
Solemn (Msg 7th) said: Spam: It gets the message across
Alex left the channel- He/she has been kicked by SwissSnow - Reason: no spamming
Alex entered the channel
SwissSnow (Msg BHB) (MP-IT): Oh crap, wrong person
Alex (Csm 7th) (MP-IT): you're retarded.

SwissSnow (1sg BHB) (MP-IT): Am I too old to be watching the Kids Choice Awards?
The_Almighty_Sniper (Msg NONE) said: You are never to old to be a peverted old man watching little kids on tv :)

Usefulness

Swiss does have his uses.

Sciences

A certain Nicolas Flamel has suggested that the buds of a Stark are useful as a medicinal herb, though this is debatable. His pH is believed to be between 8 and 9. "The creation of such a being," says acclaimed author Francis Bacon, "Is believed to only occur during the crossing of two or more proton streams."

Maths

One 'Stark' is equal to the result of calling the Ackermann Function with Graham's Number as the arguments. The 42nd root of a Stark is 42.