[Tutorial]Cara bikin lambang apple

Spoiler untuk apple :

1. buka notepad
2. tekan alt+0239 - alt+0128 - alt+0128

nanti bentuknya akan seperti iee (  )

copy itu, lalu paste di chat, nanti keluarnya jadi gambar apple.

selamat mencoba!

sorry klo dah pada tau

ps: gw masukin spoiler biar orang yg udah regis forum yg bisa liat, he2

YANG PENTING MAX !!!

Quote:

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Originally Posted by DeathNote_MeLLo

ewaewa

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sangat niat skali .


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Quote:

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Originally Posted by DeathNote_MeLLo

ewaewa

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niat detected

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(ಠ_ಠ)

Pertamax !

gk bisa...


Misal: x=18
5x=90
3x+2x=90
2x=90-3x
sin2x=sin⁡(90-3x)
sin2x=cos3x
2 sinx cosx=〖4cos〗^3 x-3cosx
2sinx=〖4cos〗^2 x-3
2sinx=4(1-〖sin〗^2 x)-3
〖4sin〗^2 x+2sinx-1=0
sinx=(-2±√(2^2-4 .4 .(-1) ))/(2 .2)
sinx=(-2+2√5)/4
sin18= (√5-1)/4
cos36=1-〖2sin〗^2 18=1-2 ((5-2√5+1))/16=4/4-(3-√5)/4
cos⁡36=(√5+1)/4

4 baris pertama gw masih ngerti
sisanya udah gk ngerti...

Kok gk isa y... Cuma msukin yg kyk iee kan?

appLe'nya keren..

(ಠ_ಠ) ini jg keren..



apanya yg kaya aple?

oww pastenya waktu di dalam game.. bukan di forum..

zzz. . . ini dari 2 taon yg lalu gw jga uda tau. . . -_-"

Quote:

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Originally Posted by ShiNicHi23

zzz. . . ini dari 2 taon yg lalu gw jga uda tau. . . -_-"

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(ಠ_ಠ)??

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Quote:

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Originally Posted by Ch41n_L19htn1n9

Misal: x=18
5x=90
3x+2x=90
2x=90-3x
sin2x=sin⁡(90-3x)
sin2x=cos3x
2 sinx cosx=〖4cos〗^3 x-3cosx
2sinx=〖4cos〗^2 x-3
2sinx=4(1-〖sin〗^2 x)-3
〖4sin〗^2 x+2sinx-1=0
sinx=(-2±√(2^2-4 .4 .(-1) ))/(2 .2)
sinx=(-2+2√5)/4
sin18= (√5-1)/4
cos36=1-〖2sin〗^2 18=1-2 ((5-2√5+1))/16=4/4-(3-√5)/4
cos⁡36=(√5+1)/4

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jadi kangen ngitung
libur kelamaan nih

Quote:

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Originally Posted by KaeM

Kok gk isa y... Cuma msukin yg kyk iee kan?

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ieenya di copy, trus pastenya di warcraft om

Quote:

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Originally Posted by Ch41n_L19htn1n9

Misal: x=18
5x=90
3x+2x=90
2x=90-3x
sin2x=sin⁡(90-3x)
sin2x=cos3x
2 sinx cosx=〖4cos〗^3 x-3cosx
2sinx=〖4cos〗^2 x-3
2sinx=4(1-〖sin〗^2 x)-3
〖4sin〗^2 x+2sinx-1=0
sinx=(-2±√(2^2-4 .4 .(-1) ))/(2 .2)
sinx=(-2+2√5)/4
sin18= (√5-1)/4
cos36=1-〖2sin〗^2 18=1-2 ((5-2√5+1))/16=4/4-(3-√5)/4
cos⁡36=(√5+1)/4

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(x-x)x = x² - x² = 0
x² - x² = (x-x)(x+x)
(x-x)x = (x-x)(x+x)
kedua ruas dibagi x-x
x = x+x

1 = 2

sep deh..

up up, tadi di channel Indogamers masih ada yg nanyain, ayo2 bagi2 info

penting ya gan :phmm:

Quote:

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Originally Posted by Ch41n_L19htn1n9

Misal: x=18
5x=90
3x+2x=90
2x=90-3x
sin2x=sin⁡(90-3x)
sin2x=cos3x
2 sinx cosx=〖4cos〗^3 x-3cosx
2sinx=〖4cos〗^2 x-3
2sinx=4(1-〖sin〗^2 x)-3
〖4sin〗^2 x+2sinx-1=0
sinx=(-2±√(2^2-4 .4 .(-1) ))/(2 .2)
sinx=(-2+2√5)/4
sin18= (√5-1)/4
cos36=1-〖2sin〗^2 18=1-2 ((5-2√5+1))/16=4/4-(3-√5)/4
cos⁡36=(√5+1)/4

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:psweat:

wah tq kk.brb pamer hhha

kwkkwkw pada nyoba nih yeee

Quote:

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Originally Posted by fazameonk

penting ya gan :phmm:

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bodo yeee :philarious::prock:

Quote:

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Originally Posted by bluedarknezz

(x-x)x = x² - x² = 0
x² - x² = (x-x)(x+x)
(x-x)x = (x-x)(x+x)
kedua ruas dibagi x-x
x = x+x

1 = 2

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Yang di bold nge bug...

=(x-x)(x+x)

=x² + x² - x² - x²

=0

it's true, itu valid koq, x2 - x2 juga 0

Wakkaakaka.... bru sadar... nge bug dimana.....

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Apple aja koq di ributin :powh:?


Nich aku bawain buat kalian semua..



http://img7.uploadhouse.com/fileuplo...f209e19d31.jpg


makannya jangan pada berebut yach :llaugh: :llaugh:

[SERIUS]Masalah lo apa...
Reason: Insulted Other Member(s)
03-06-09 00:04 by Holland_2006 0 / Expired

Private
Reason: Junkerz
04-05-09 10:47 by [o]nl[y] 1 / Expired

Join Milis IDGS Banget!!
Reason: Image Rule Violation
04-04-09 23:42 by Andy-K 1 / Expired

Wakkakaka.. Gambar...
Reason: Insulted Other Member(s)
06-03-09 19:24 by RiX777 3 / Expired

JULUKAN BARU UNTUK...
Reason: Junkerz
15-10-08 14:49 by SoulBlade 1 / Reversed

phew .. naiz info gan !

up up, yeah yeah

 ggggg

:pstop::pstop::pstop::pstop::pstop::pstop::pstop:
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Jurus Tapak Buddha :pmad:

gw bales pake 1 tangan aja cukup

:pmad::prock:

Phoenix Illusion Demonic Fist!!

Quote:

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Originally Posted by [o]nl[y]

:pstop::pstop::pstop::pstop::pstop::pstop::pstop:
:pstop::pstop::pstop::pstop::pstop::pstop::pstop:
:pstop::pstop::pstop::pstop::pstop::pstop::pstop:
:pstop::pstop::pstop::pmad::pstop::pstop::pstop:
:pstop::pstop: :pstop::pstop::pstop::pstop::pstop:
:pstop::pstop::pstop::pstop::pstop::pstop::pstop:
:pstop::pstop::pstop::pstop::pstop::pstop::pstop:

Jurus Tapak Buddha :pmad:

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