ran ran

PRP mode.

"wayaw na anto totowo.=] Follow me Plurkerrs. =) www.plurk.com/jiggly"

"-hm. lging lasing pag ksma mga pinsan ko. -napakalakas magtrip -independent thinker -97.5% comedy 2.5 serious^^ -mtkaw..."

ran's Photo Gallery

College/University:
Mapua Institute of Technology, Attended 2008 - Present, Other
Occupation:
wala pa ee.
Hobbies and Interests:
soundtrp sabay kanta, nagwawala sa room, dota, kanta..kanta, kanta, marami e wait lng, kain, tulog, aral daw? hm. text. wla na yaku maisip ye!
Favorite Books:
chinese cinderella story----galing galing
Favorite Movies:
kaht ano. wg lang horror, takot se ako
Favorite Music:
depende sa candy? XDD
Favorite TV Shows:
wowowee ba? hehe
Zodiac Sign:
Virgo
About Me:
-hm. lging lasing pag ksma mga pinsan ko.

-napakalakas magtrip

-independent thinker

-97.5% comedy 2.5 serious^^

-mtkaw dw?
--yanyan
--hellopanda
--ridges blue
--stick-o
---redhorse
---gsm
---halos lhat.wg lng pielsen

takot ako sa;

-multo^^
-horror movie

colors:
-green
-brown
-yellow
-white
-orange
--say to light colors yta ako^^

past times
-dota
-basketball
-t.v
-soundtrp
-magtrip
-table tennis
-text
-internet
-aral???bwaha

attitude:
-pessemistic
-may sense of humor
-di kaboring ksma

Strenght/s:
-family, loveones.
--wala ee..hay.

weakness:
-love
-sya.hay
-takot
-hnd kaya magisa
-love.love.

-SINGLE
-IN LOVE
-IN PAIN=c
Who I Want to Meet:
mi-ni-mi-ni-mi-ni-mo....

ikaw!! oo ikaw! tama. ikaw nga. haha

BARALUGA
Posted
OMMFG! Hindi pa. (LOL). Ay.. Friendster pala to. HAHA. Waah, Plurkdiction! Hindi ko nalang muna gagawin, besides. I'm Pretty sure na papasa ko dun.. HUH!? Pinca?? SUS! HAHAHA. Bukas nalang. 3 hours naman break mo eh, kame nga lang.... 4 hours and 30. MH NA!

BARALUGA
Posted
>+++++++++[-]+++++++[-]>>++++++++[-]
>>++++++++++[-]>+.

^^ maniniwala ka bang programming language yan? Guess what kung anu output.... "Hello World".

dzed
Posted
The inverses of the hyperbolic functions are the area hyperbolic functions. The names hint at the fact that they compute the area of a sector of the unit hyperbola x2 − y2 = 1 in the same way that the inverse trigonometric functions compute the arclength of a sector on the unit circle x2 + y2 = 1. The usual abbreviations for them in mathematics are arsinh, arcsinh (in the USA) or asinh (in computer science). The notation sinh−1(x), cosh−1(x) etc. are also used, despite the fact that care must be taken to avoid misinterpretations of the superscript −1 as a power as opposed to a shorthand for inverse (e.g. cosh−1(x) versus cosh(x)−1). The abbreviations arcsinh, arccosh etc. are commonly used, even though they are misnomers, since the prefix arc is the abbreviation for arcus, while the prefix ar stands for area.[1]

The values of inverse hyperbolic functions are hyperbolic angles.