|
#51
|
|||
|
|||
![]()
no its not you fucking troll.
|
#52
|
|||
|
|||
![]()
oooh such language. My virgin ears ouch
|
#53
|
|||
|
|||
![]()
point remains, old version, which is rofl.
![]() |
#54
|
|||
|
|||
![]()
Maybe to you this is an old version, but to the rest of us this file is new. By the way what version are you running? Just curious, as I'm sure the other "public" down loaders would like to know how far you have really gotten. Maybe they can start a petition to get ver 1.8 publicly released. Yes people it is up to v2.2, but yet the developers have not released the v1.7 beta for public consumption . Why? Because the more money you donate the longer it will take to release. As quoted by one of the original developers Jabo at jabosoft.com
Quote:
Last edited by rpetet; 19th January 2013 at 06:57 AM. |
#55
|
||||
|
||||
![]()
better how?
less games run properly under 1.7
__________________
CPU:Intel Xeon x5690 @ 4.2Ghz, Mainboard:Asus Rampage III Extreme, Memory:48GB Corsair Vengeance LP 1600
Video:EVGA Geforce GTX 1080 Founders Edition, NVidia Geforce GTX 1060 Founders Edition Monitor:ROG PG279Q, BenQ BL2211, Sound:Creative XFI Titanium Fatal1ty Pro SDD:Crucial MX300 275, Crucial MX300 525, Crucial MX300 1000 HDD:500GB Spinpoint F3, 1TB WD Black, 2TB WD Red, 1TB WD Black Case:NZXT Phantom 820, PSU:Seasonic X-850, OS:Windows 7 SP1 |
#56
|
|||
|
|||
![]()
they just think bigger version numbers is better.
|
#57
|
|||
|
|||
![]()
More excuses that less games run in v1.7, Really! is that why you have been testing for oh 5 years after its release? Well, maybe you could enlighten us on how crappy the v1.7 is and why we should donate to such a crappy version
![]() like even jabo said Quote:
Last edited by rpetet; 19th January 2013 at 05:39 PM. |
#58
|
||||
|
||||
![]()
x^2 + bx + c == [x + sqrt(c)]^2
x^2 + bx + c == [x + sqrt(c)][x + sqrt(c)] x^2 + bx + c == x^2 + 2x*sqrt(c) + c bx == 2x*sqrt(c) if (x == 0) /**/Domain for the quadratic trinomial is f(x) == ax^2 + bx + c, or just c. else { b == 2*sqrt(c) 2*sqrt(c) == b 4c == b^2 c = (b^2):4 ax^2 + bx + c == 0 ax^2 + bx == -c a != 0; x^2 + (b:a)x == -c:a x^2 + (b:a)x + (b^2):(4a^2) == (b^2):(4a^2) - c:a (x + b:2a)^2 == (b^2 - 4ac):(4a^2) |
#59
|
||||
|
||||
![]() Quote:
Yes, actually. Something with that many bugs needs that much testing. I think that this guy thinks himself a vigilante of the emulator world.
__________________
|