Explain your username Watch

NPWorld
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#41
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#41
My initials + World (just randomly put the last word as part of my username )
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Boople
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#42
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#42
'Cause boop
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Smileyface97
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#43
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#43
I used a random phrase that popped into my head and my birth year, 1997.
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fajitamunch
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#44
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#44
Know how people look around the room for inspiration?

Guess what I was doing at the time.....
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gemmam
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#45
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#45
First name and first letter of my surname.

Posted from TSR Mobile
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NutE
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#46
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#46
I'm nutty

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grandmasterchief
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#47
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#47
Halo....Bc I'm a geek😑
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Capricorn16
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#48
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#48
(Original post by Juicy J)
Ahh a battlestar galactica fan!!!! Caprica Six was my favourite cylon model, and I think we can all agree that Caprica was the coolest colony of them all

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Definitely agree on caprica being the best colony, but I think I preferred the loyal Sharon Valarie cylon to caprica 6.
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Belvitaaa
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#49
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#49
I like Belvita biscuits.

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Sweetpea000
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#50
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#50
The names of flowers are never taken, unless its the common ones rose, daisy ect
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Ridingmyego
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#51
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#51
Mind's pretty self-explanatory. I have a large ego, and I ride it. Into battle, sometimes.
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Juicy J
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#52
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#52
(Original post by Capricorn16)
Definitely agree on caprica being the best colony, but I think I preferred the loyal Sharon Valarie cylon to caprica 6.
Ah, boomer was really cool I've always liked her, shame on her for what she did to commander adama though! The reason I like virtual caprica six is because she has the most hilarious conversations with baltar, inside his head! Lool, he's such a weird guy, love him.
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ShayMoo
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#53
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#53
I wanted to be anonymous and I have a really uncommon name so I used my 'fake' name, Shay which I use in real life when I want to remain anon....

Plus Moo is my nickname which everyone has called me since I was a kid.

Although I have uploaded a real photo of me so that whole staying anonymous thing really isn't working out :')
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Rum Ham
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#54
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#54
I am a Trekkie.

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username360639
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#55
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#55
(Original post by Yeah dude)
You are the fiery type mila, but I like



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Hahahaha, ohhh wiz. What about your gf?
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Student07YT
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#56
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#56
Student07
Student because I am a student studying A-Levels!
07 because my favourite number is 7!
:teeth:
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Rainbow Student
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#57
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#57
Rainbow= LGBT colours :fleurdelis:
Student= I study? XD

So yeah
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Normal.Person
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#58
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#58
Mine's self explicable :"D
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morgan8002
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#59
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#59
I thought it was obvious: \Re[3\frac{\frac{(2\sin(\frac{\pi}{2  }))^2 - 32e^{i\pi}}{3}\log_232 + 7! + \sqrt[16]{65536} + 50\ln[\displaystyle\sum_{n=0}^{ \infty}\frac{1}{n!}] + \displaystyle\lim_{x\rightarrow 0}[\frac{3x^2 + 4x - 6}{x^2 - x+2}]}{e^{arsinh(1)} - 1}e^{i\frac{\pi}{4}}] +\frac{1}{10}\displaystlye\int_0  ^{10}x^3dx+\frac{1}{2} + \displaystyle\sum_{j=1}^7 j = 8002
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Normal.Person
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#60
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#60
(Original post by morgan8002)
I thought it was obvious: \Re[3\frac{\frac{(2\sin(\frac{\pi}{2  }))^2 - 32e^{i\pi}}{3}\log_232 + 7! + \sqrt[16]{65536} + 50\ln[\displaystyle\sum_{n=0}^{ \infty}\frac{1}{n!}] + \displaystyle\lim_{x\rightarrow 0}[\frac{3x^2 + 4x - 6}{x^2 - x+2}]}{e^{arsinh(1)} - 1}e^{i\frac{\pi}{4}}] +\frac{1}{10}\displaystlye\int_0  ^{10}x^3dx+\frac{1}{2} + \displaystyle\sum_{j=1}^7 j = 8002
Took me some time to click on that. I think you might want to reconsider (x^e + 6 modulus 5) - 97y

...ok I can't be bothered with that anymore
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