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Hiatus Again

Thu Jun 18, 2009, 6:11 AM
Alright guys, I haven't been giving any comments lately. I'll be able to starting next week or so, so don't be sad~ My comment typing will increase as soon as I'm done with the deadline! >w<

Hope to see you guys soon!

Yours truly, (lol)
Bashi.


Books read this year:

Box by Penelope Todd
Box by Mark Powell (1/2, left the book in Brunei)


External Comic/Manga Links

|#| [2Gamerz]

|A| [Abbey and Audrey]
|A| [Apple Geeks]

|C| [Clone Manga]

|D| [Daisy Is Dead]
|D| [Dresden Codak]

|F| [F@NBOY$]

|G| [Girls With Slingshots]

|H| [Horribleville]
|H| [HYPERBOYCOMICS]

|J| [Johnny Wander]

|K| [Kiwis By Beat]

|M| [My Stupid Life]

|O| [octopus pie]

|P| [Penny Arcade!]
|P| [pictures for sad children]

|T| [The Comic Adventures of Left & Right]
|T| [Three Panel Soul]

|V| [VG Cats]

|W| [White Ninja Comics]



dA CLUB/S

Members in
:iconbrunei-darussalam::iconyaoiaddictsanonymous::iconpencil-box::iconweloveboylove:

Devious Comments

love 0 0 joy 0 0 wow 0 0 mad 0 0 sad 0 0 fear 0 0 neutral 0 0
:iconinfinitefinality:
o noeesss =3=

that will be the sama as me~~ one more week!!!!!

--
bored :3
Next Kiriban- 10 260

let's learn maths~ Differntiation of logarithmic functions:
> (d/dx) ƒ(x) --> ƒ'(x)
> (d/dx)ln x = (1/x)
> (d/dx)ln 2x = (2/2x) = (1/x)
> (d/dx)ln ax = (a/ax)
:iconinfinitefinality:
*same, bleh LOL well sama in malay anyway <LOL>

--
bored :3
Next Kiriban- 10 260

let's learn maths~ Differntiation of logarithmic functions:
> (d/dx) ƒ(x) --> ƒ'(x)
> (d/dx)ln x = (1/x)
> (d/dx)ln 2x = (2/2x) = (1/x)
> (d/dx)ln ax = (a/ax)

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