J a p a n e s e   ( U n i c o d e ) 
 
 [ F o n t ] 
 
 t y p e f a c e 9 x = M S   U I   G o t h i c 
 
 t y p e f a c e N T = M S   U I   G o t h i c 
 
 p o i n t s i z e 9 x = 9 
 
 p o i n t s i z e N T = 9 
 
 [ - 1 ] 
 
 e n a b l e d = 	gR
 
 d i s a b l e d = !qR
 
 n o   l i m i t a t i o n s = 6RPW0j0D0
 
 o n l y   o n e   -   c h e c k   p r e v i o u s   f i l t e r   o n l y = 1 d0n00  -   NMRn000000n000000Y00
 
 o n l y   o n e   -   c h e c k   a l l   p r e v i o u s   f i l t e r s = 1 d0n00  -   NMRn000000hQf000000Y00
 
 o n l y   o n e   -   c h e c k   a l l   f i l t e r s   i n   g r a p h = 1 d0n00  -   000Qn000000hQf000000Y00
 
 n o n e   -   d i s a b l e d = j0W0  -   O(uW0j0D0
 
 C h a n n e l = 00000
 
 F i l e = 0000
 
 F o r m a t = b__
 
 D e c o d e r = 00000
 
 S o u r c e   f i l e = 0000000
 
 I n p u t   s i z e = eQR000
 
 I n p u t   F O U R C C = F o u r C C 
 
 M o v i e   F P S = 0000000
 
 I n p u t   b i t r a t e = eQR000000
 
 O u t p u t   c o l o r s p a c e = QRrzz
 
 C u r r e n t   f r a m e = s(Wn00000
 
 I n p u t   d e s c r i p t i o n = eQR`1X
 
 O u t p u t   d e s c r i p t i o n = QR`1X
 
 O u t p u t   s p e a k e r s = QRn000000pe
 
 C u r r e n t   i n p u t   b i t r a t e = s(Wn0eQR000000
 
 I n p u t   s i z e   a n d   a s p e c t   r a t i o = eQR;ub000h000000ks
 
 H o s t   a p p l i c a t i o n = 00000000000
 
 S o u r c e   f i l e   n a m e = 0000000
T
 
 O u t p u t   s i z e = QR000
 
 C u r r e n t   p l a y i n g   t i m e = s(WQuMOn
 
 R e m a i n i n g   t i m e = k0Bf
 
 M D 5   s u m = M D 5 
 
 I n p u t   a s p e c t   r a t i o = eQR00000ks
 
 O u t p u t   a s p e c t   r a t i o = QR00000ks
 
 F r a m e   t i m e s t a m p s = 00000000000
 
 F r a m e   d u r a t i o n = 0000}}Bf
 
 D e c o d e r   F P S = 000000000000
 
 A c c u r a t e   d e b l o c k i n g = ckxj00000NOn
 
 F r a m e   t y p e = 0000000
 
 S u b t i t l e s   d e l a y = W[U^n0E^
 
 C o d e d   f r a m e   s i z e = 000n00000000
 
 F r a m e   m e a n   q u a n t i z e r = 0000s^GWϑP[S
 
 G M C   w a r p   p o i n t s = hQSOvRM0܈Qn00000000
 
 S a m p l e   f r e q u e n c y = 000000hTlpe
 
 N u m b e r   o f   c h a n n e l s = 00000pe
 
 S a m p l e   f o r m a t = 0000b__
 
 I n p u t   c o l o r s p a c e = eQRn0rzz
 
 J i t t e r = 0000
 
 C P U   l o a d = C P U O(us
 
 S y s t e m   t i m e = 0000Bf
 
 M o v i e   l e n g t h = R;uBf
 
 E n c o d e r   i n f o = 000000`1X
 
 S h o r t   c o n f i g u r a t i o n   d e s c r i p t i o n = -[n0!|f0000
 
 Q u e u e d   s a m p l e s = 000n00000pe
 
 V i d e o   d e l a y =  fPn0E^
 
 T i m e   o n   f f d s h o w = C P U Bf
 
 S u p p o r t e d   F O U R C C s / r e m a r k s = 0000U00_0F o u r C C / [ 
 
 u s e   s p e e d u p   t r i c k s = 000000000000O(uY00
 
 s k i p   d e b l o c k i n g   a l w a y s = 8^k00000NOn00000Y00
 
 s k i p   d e b l o c k i n g   w h e n   s a f e = [hQj04XTo00000NOn00000Y00
 
 S u p p o r t   D V D   d e c o d i n g = D V D n0000000000Y00
 
 D V D   d e c o d i n g   ( n o t   w o r k i n g   y e t ) = D V D n00000  ( ~0`0_jW0f0D0~0[00) 
 
 D y n a m i c   r a n g e   c o m p r e s s i o n = 00000000000000000
 
 C h e c k   f o r   D T S   i n   W A V = W A V E 0000Qn0D T S 00000Y00
 
 I n t e r n a l   p o s t p r o c e s s i n g = Qn00000000000
 
 b r o k e n ! = ]N-Nza0eQ0ybk
 
 i n c o m p l e t e ! = 
N[hQg0Y0
 
 m a y   n o t   w o r k   w i t h o u t   s p e c i a l   m p e g   s p l i t t e r = yr%Rj0M P E G 000000L0j0D0h0_jW0~0[00
 
 A V I S   ( A v i s y n t h   A V I   f i l e s ) = A V I S   ( A v i S y n t h n0A V I 0000) 
 
 c u r r e n t l y   b r o k e n = s(Wo0X0f0D0~0Y0
 
 f f d s h o w   a n d   f f v f w   i n t e r n a l   F O U R C C s = f f d s h o w h0f f v f w Qn0F o u r C C 
 
 H 2 6 3 ,   S 2 6 3   ( i n   3 g p   f i l e s ) = H 2 6 3 ,   S 2 6 3   ( 3 G P 0000Q) 
 
 H 2 6 4 ,   X 2 6 4 ,   V S S H   ( i n c o m p l e t e ) ,   D A V C ,   A V C 1 = H 2 6 4 ,   X 2 6 4 ,   V S S H   ( 
N[hQg0Y0) ,   D A V C ,   A V C 1 
 
 i n c o m p l e t e = 
N[hQg0Y0
 
 M J P G ,   L J P G   ( l o s s l e s s ) = M J P G ,   L J P G   ( 0000) 
 
 i n   3 g p   f i l e s = 3 G P 0000Q
 
 h i g h   a c c u r a c y   m o d e   e n a b l e d   f o r   t r e m o r = t r e m o r o0ؚ|^000L0	gRk0j0c0f0D0~0Y0
 
 d o e s n ' t   s u p p o r t   2 4   b i t   c o m p r e s s i o n = 2 4 000n0'W.~o00000W0f0D0~0[00
 
 n o t   W M A 9   p r o ,   v o i c e   o r   l o s s l e s s = v o i c e 0l o s s l e s s k0[_0W M A 9   P r o o0
NS0
 
 T o   p l a y   . f l a c   f i l e s   y o u   a l s o   n e e d   a   s o u r c e   f i l t e r = Quk0o000000000L0_g0Y0
 
 M a y   c r a s h   o n   s o m e   f i l e s !   T o   p l a y   . w v   f i l e s   y o u   a l s o   n e e d   a   s o u r c e   f i l t e r . = 00000Y000000L0B00~0Y00Quk0o000000000L0_g0Y0
 
 M a y   g i v e   n o   s o u n d   o n   s o m e   f i l e s !   T o   p l a y   . w v   f i l e s   y o u   a l s o   n e e d   a   s o u r c e   f i l t e r . = n0Qj0D00000L0B00~0Y00Quk0o000000000L0_g0Y0
 
 d o   n o t   u s e = O(uW0j0D0
 
 u n l i k e l y = 0j0W0
 
 n o r m a l = jn
 
 p r e f e r r e d = j00y0O0
 
 v e r y   h i g h = h0f00ؚO0
 
 t h i n = ui0}
 
 e x t r a l i g h t = 00000000
 
 l i g h t = 000
 
 n o r m a l = jn
 
 m e d i u m = 00000
 
 s e m i b o l d = 000000
 
 b o l d = 0000
 
 e x t r a b o l d = 000000000
 
 h e a v y = 000
 
 A c t i o n = R\O
 
 K e y = 00
 
 A c t i v a t i o n   k e y   1 = 000000000001 
 
 A c t i v a t i o n   k e y   2 = 000000000002 
 
 S e c o n d   f u n c t i o n = 2 d00n0_j
 
 S e e k   f o r w a r d = MRei"}
 
 S e e k   b a c k w a r d = _ei"}
 
 T o g g l e   O S D = 0000000000000n0R0fH0
 
 T o g g l e   v i s u a l i z a t i o n s = Sn0R0fH0
 
 T o g g l e   c r o p / z o o m = R0QW0/ 000n0R0fH0
 
 T o g g l e   d e i n t e r l a c e = 0000000dn0R0fH0
 
 T o g g l e   l e v e l s = 000n0R0fH0
 
 T o g g l e   n o i s e = 000n0R0fH0
 
 T o g g l e   p i c t u r e   p r o p e r t i e s = ;un000000n0R0fH0
 
 T o g g l e   p o s t p r o c e s s i n g = 0000000000n0R0fH0
 
 T o g g l e   b l u r = |0K0W0h0000000000n0R0fH0
 
 T o g g l e   r e s i z e = 0000n0R0fH0
 
 T o g g l e   s u b t i t l e s = W[U^n0R0fH0
 
 T o g g l e   s h a r p e n = 0000Sn0R0fH0
 
 T o g g l e   f l i p = Sn0R0fH0
 
 T o g g l e   a v i s y n t h = A v i S y n t h n0R0fH0
 
 T o g g l e   w a r p s h a r p = 0000000n0R0fH0
 
 G r a b   f r a m e = 0000n0S00
 
 S u b t i t l e s   d e l a y / s i z e   d e c r e a s e = W[U^h:yn0E^/ 0000n0Y0
 
 S u b t i t l e s   d e l a y / s i z e   i n c r e a s e = W[U^h:yn0E^/ 0000X0Y0
 
 S u b t i t l e s   p o s i t i o n   d e c r e a s e = W[U^h:yn0MOn0NR00
 
 S u b t i t l e s   p o s i t i o n   i n c r e a s e = W[U^h:yn0MOn0
NR00
 
 D e c r e a s e   v i d e o   d e l a y =  fPn0E^0n0Y0
 
 I n c r e a s e   v i d e o   d e l a y =  fPn0E^0X0Y0
 
 P r e v i o u s   p r e s e t = MRn000000x0
 
 N e x t   p r e s e t = !kn000000x0
 
 P r e s e t   n a m e = 00000
T
 
 B y p a s s = 0000
 
 L i n e a r   i n t e r p o l a t i o n = 000܈
 
 L i n e a r   b l e n d i n g = 000mT
 
 C u b i c   i n t e r p o l a t i o n = 000000܈
 
 C u b i c   b l e n d i n g = 000000mT
 
 M e d i a n = -N
 
 T o m s M o C o m p = T o m s M o C o m p 
 
 D G B o b = D G B o b 
 
 B o b   ( ? ) = B o b   ( ? ) 
 
 F r a m e r a t e   d o u b l e r = 000000002 
Pk0Y00
 
 f f m p e g   d e i n t e r l a c e r = f f m p e g n00000000d
 
 D S c a l e r   p l u g i n = D S c a l e r 00000
 
 5 - t a p   l o w p a s s = 5 000n00000
 
 K e r n e l   d e i n t e r l a c e r = 00000000000d
 
 K e r n e l   b o b = 0000B o b 
 
 S o l i d   f i l l = WX0d0v0W0
 
 B l u r : = |0K0W0: 
 
 E x p o n e n t : = cpe: 
 
 D i r e c t = ckeT
 
 O p p o s i t e = eT
 
 I n t e r p o l a t i o n = v܈
 
 O v e r   v i d e o =  fP
Nk0
 
 O v e r   t o p   l e t t e r b o x = 
Nn00000000k0
 
 O v e r   t o p   &   l e f t   l e t t e r b o x = ]
Nn00000000k0
 
 O v e r   t o p   &   r i g h t   l e t t e r b o x = S
Nn00000000k0
 
 O v e r   b o t t o m   l e t t e r b o x = Nn00000000k0
 
 O v e r   b o t t o m   &   l e f t   l e t t e r b o x = ]Nn00000000k0
 
 O v e r   b o t t o m   &   r i g h t   l e t t e r b o x = SNn00000000k0
 
 O v e r   l e f t   l e t t e r b o x = ]n00000000k0
 
 O v e r   r i g h t   l e t t e r b o x = Sn00000000k0
 
 o f f = 00
 
 r a d i u s : = JS_: 
 
 l u m a   b l u r : = ^|0K0W0: 
 
 c h r o m a   b l u r : = i_^|0K0W0: 
 
 l u m a : = ^: 
 
 c h r o m a : = i_^: 
 
 t i m e : = Bf: 
 
 U n s h a r p   m a s k i n g   t h r e s h o l d : = ^0000S000n0W0M0D0$P: 
 
 A d a p t i v e   s h a r p e n n i n g   s t r e n g t h : = _v0000Sn07_^: 
 
 B l o c k   a d a p t i v e   s h a r p e n n i n g : = 0000_v0000S: 
 
 L u m i n a n c e   s h a r p e n i n g : = ^0000S: 
 
 C h r o m a   s h a r p e n i n g : = i_^0000S: 
 
 d o w n s a m p l e d = 0000000
 
 i n d e p e n d a n t = rz
 
 i n d e p e n d e n t = rz
 
 h i g h   q u a l i t y   3 - p a s s = ؚT3 00
 
 f a s t   3 - p a s s = ؚ3 00
 
 f a s t   1 - p a s s = ؚ1 00
 
 F a s t   b i l i n e a r = F a s t   B i l i n e a r 
 
 S i m p l e   r e s i z e = S i m p l e   R e s i z e 
 
 W a r p e d   r e s i z e = W a r p e d   R e s i z e 
 
 N W = ]
N
 
 N E = S
N
 
 S W = ]N
 
 S E = SN
 
 a m p l i t u d e = /cE^$P
 
 f r e q u e n c y = hTlpe
 
 d u r a t i o n = }}Bf
 
 o p a c i t y = 
Nf^
 
 c o l o r = r
 
 w h i t e = }v
 
 b l a c k = Ҟ
 
 g r a y = ppr
 
 s i z e = 000
 
 g r e a t e r   t h a n = 00'YM0D0
 
 l e s s   t h a n = 00\U0D0
 
 a n d = K0d0
 
 o r = ~0_0o0
 
 n o n e = j0W0
 
 N o n e = j0W0
 
 L i n e a r = 000
 
 C u b i c = 000000
 
 c h a r a c t e r = eW[
 
 l i n e = L
 
 s u b t i t l e = W[U^
 
 d o n ' t   e x p a n d = b'YW0j0D0
 
 f f d s h o w   d e f a u l t = f f d s h o w n000000
 
 b l e n d = B l e n d 
 
 d a r k e n = D a r k e n 
 
 l i g h t e n = L i g h t e n 
 
 a d d = A d d 
 
 s o f t l i g h t = S o f t l i g h t 
 
 e x c l u s i o n = E x c l u s i o n 
 
 a u t o = R
 
 s i m p l e = 0000
 
 s i m p l e   M M X = 0000  M M X 
 
 i n t e g e r = tepe
 
 r e f e r e n c e = 000000
 
 c a r e f u l = Na͑k0
 
 c o m p l i a n t = _k0
 
 a g g r e s s i v e = Mzuivk0
 
 v e r y   a g g r e s s i v e = ^8^k0Mzuivk0
 
 g u e s s   M V S = M V S 0c,nY00
 
 d e b l o c k = 0000NOn
 
 g u e s s   M V S   +   d e b l o c k = M V S n0c,nh00000NOn
 
 c o n s t a n t =  N[$P: 
 
 s t a r t = Y: 
 
 P r e s e t   ' % s '   w i l l   b e   a u t o l o a d e d   . . . = 00000' % s ' o0Rg00~00~0Y0. . . 
 
 D e t a i l s = s0}
 
 A u d i o   s e t t i n g s = Xn0-[
 
 1 / 0   -   m o n o = 1 / 0   -   0000
 
 2 / 0   -   s t e r e o = 2 / 0   -   0000
 
 3 / 0   -   3   f r o n t = 3 / 0   -   3   0000
 
 2 / 1   -   s u r r o u n d = 2 / 1   -   00000
 
 3 / 1   -   s u r r o u n d = 3 / 1   -   00000
 
 2 / 2   -   q u a d r o = 2 / 2   -   0000
 
 3 / 2   -   5   c h a n n e l s = 3 / 2   -   5   00000
 
 1 / 0 + L F E   1 . 1   m o n o = 1 / 0 + L F E   -   1 . 1   0000
 
 2 / 0 + L F E   2 . 1   s t e r e o = 2 / 0 + L F E   -   2 . 1   0000
 
 3 / 0 + L F E   3 . 1   f r o n t = 3 / 0 + L F E   -   3 . 1   0000
 
 2 / 1 + L F E   3 . 1   s u r r o u n d = 2 / 1 + L F E   -   3 . 1   00000
 
 3 / 1 + L F E   4 . 1   s u r r o u n d = 3 / 1 + L F E   -   4 . 1   00000
 
 2 / 2 + L F E   4 . 1   q u a d r o = 2 / 2 + L F E   -   4 . 1   0000
 
 3 / 2 + L F E   5 . 1   c h a n n e l s = 3 / 2 + L F E   -   5 . 1   00000
 
 D o l b y   S u r r o u n d / P r o L o g i c = 000000000/ 000000
 
 D o l b y   P r o L o g i c   I I = 0000000000  I I 
 
 s a m e   a s   i n p u t = eQRh0TX0
 
 h e a d p h o n e   v i r t u a l   s p a t i a l i z a t i o n = 000000n0N`zzS
 
 H e a d - r e l a t e d   t r a n s f e r   f u n c t i o n   ( H R T F ) = -OTpe  ( H R T F ) 
 
 l o w p a s s = L o w p a s s 
 
 h i g h p a s s = H i g h p a s s 
 
 b a n d p a s s = B a n d p a s s 
 
 b a n d s t o p = B a n d s t o p 
 
 b o x = B o x 
 
 t r i a n g l e = T r i a n g l e 
 
 h a m m i n g = H a m m i n g 
 
 h a n n i n g = H a n n i n g 
 
 b l a c k m a n = B l a c k m a n 
 
 f l a t t o p = F l a t t o p 
 
 k a i s e r = K a i s e r 
 
 f r o n t   l e f t = F r o n t   L e f t 
 
 f r o n t   c e n t e r = F r o n t   C e n t e r 
 
 f r o n t   r i g h t = F r o n t   R i g h t 
 
 b a c k   l e f t = B a c k   L e f t 
 
 b a c k   c e n t e r = B a c k   C e n t e r 
 
 b a c k   r i g h t = B a c k   R i g h t 
 
 L F E = L F E 
 
 o n e   p a s s   -   c o n s t a n t   b i t r a t e = 1 00  -   V[000000
 
 o n e   p a s s   -   q u a l i t y = 1 00  -   T
 
 o n e   p a s s   -   q u a n t i z e r = 1 00  -   ϑP[S
 
 t w o   p a s s e s   -   1 s t   p a s s = 2 00  -   1 !k00
 
 t w o   p a s s e s   -   2 n d   p a s s   i n t = 2 00  -   Qn02 !k00
 
 t w o   p a s s e s   -   2 n d   p a s s   e x t = 2 00  -   Yn02 !k00
 
 B i t r a t e   ( k b p s ) = 000000  ( k b p s ) : 
 
 Q u a l i t y = T: 
 
 Q u a n t i z e r = ϑP[S: 
 
 S i z e   ( K b y t e s ) = 000  ( K b y t e s ) : 
 
 N o   s e t t i n g s = -[j0W0
 
 S t o r e   g l o b a l   h e a d e r s   i n   e x t r a d a t a = Y000k00000000000OX[Y00
 
 G r e y s c a l e = 0000000
 
 I n t e r l a c i n g = 0000000S
 
 D a t a   p a r t i t i o n i n g = 000n0RrR
 
 L o o p   f i l t e r = 00000000
 
 R e s e r v e   s p a c e   f o r   S V C D   s c a n   o f f s e t   u s e r   d a t a = S V C D 000000000n00000000(uk000000}cY00
 
 U n l i m i t e d   m o t i o n   v e c t o r = !q6RPn0000000000
 
 A l t e r n a t i v e   i n t e r   v l c = NfvQV L C 
 
 S l i c e d   s t r u c t u r e = 0000i 
 
 C a b a c = C A B A C   ( 000000i_{So{&{SS) 
 
 G e n e r a t e   a c c e s s   u n i t   d e l i m i t e r s = 00000000n0PLuzl[0ubY00
 
 E a c h   M B   p a r t i t i o n   c a n   i n d e p e n d e n t l y   s e l e c t   a   r e f e r e n c e   f r a m e = RM00000L00000000T0h0k0Sgq00000rk0xbY00
 
 L e f t = ]0n0~0~0
 
 P l a n e = 0000
 
 c l o s e s t   m a t c h = я<O$Px0n0 N
 
 i n t e r l a c e d ,   b o t t o m - f i e l d   f i r s t = 0000000000000000L0 gRk0h:yU000
 
 i n t e r l a c e d ,   t o p - f i e l d   f i r s t = 0000000000000000L0 gRk0h:yU000
 
 n o n - i n t e r l a c e d ,   p r o g r e s s i v e   f r a m e = 000000000000000000000
 
 f i e l d   p i c t u r e s = 0000000000
 
 f r a m e   p i c t u r e s ,   f i e l d   M C   a n d   D C T = 000000000000000RM0܈Qh0ce0000	Yc
 
 n o n e ,   p r o g r e s s i v e = j0W000000000
 
 D V D = D V D 
 
 S V C D   S t i l l s   s e q u e n c e s = S V C D Ybk;u00000
 
 V C D   S t i l l s   s e q u e n c e s = V C D Ybk;u00000
 
 U s e r   S V C D = 0000[n0S V C D 
 
 S t a n d a r d   S V C D = 000000S V C D 
 
 G e n e r i c   M P E G 2 =  N,vj0M P E G - 2 
 
 V C D = V C D 
 
 S t a n d a r d   V C D = 000000V C D 
 
 G e n e r i c   M P E G 1 =  N,vj0M P E G - 1 
 
 h a l f p e l   o n l y = 0000000n00
 
 1   i t e r a t i o n   o f   q p e l   o n   t h e   w i n n e r = *QRn0000000000n01 VS_
 
 2   i t e r a t i o n s   o f   q p e l = 000000000n02 VS_
 
 h a l f p e l   o n   a l l   M B   t y p e s ,   q p e l   o n   t h e   w i n n e r = hQ.z^n0RM00000n000000000*QRn0000000000
 
 q p e l   o n   a l l = Y0y0f0n0000000000
 
 m o r e   i t e r a t i o n s = S_0YO0Y00
 
 r a t e - d i s t o r t i o n   o p t i m i z e d   M B   t y p e s = 000jk0k0 giSW0_0RM00000
 
 d i a m o n d = 000000
 
 h e x a g o n a l = mQ҉b_
 
 e x h a u s t i v e = [hQ
 
 f e w e s t   b i t s =  g\pen0000pe
 
 r a t e   d i s t o r t i o n = 0000jk00
 
 n e v e r = O(uW0j0D0
 
 a f t e r   I   f r a m e s = I 0000n0_k0
 
 a l w a y s = 8^k0O(uY00
 
 a d a p t i v e   w i t h   s i z e   3 = 0003 n0i_v
 
 a d a p t i v e   w i t h   s i z e   2 = 0002 n0i_v
 
 e x p e r i m e n t a l = [v
 
 s i z e   1   d i a m o n d = 0001 000000
 
 s i z e   2   d i a m o n d = 0002 000000
 
 s i z e   3   d i a m o n d = 0003 000000
 
 s i z e   4   d i a m o n d = 0004 000000
 
 s i z e   5   d i a m o n d = 0005 000000
 
 s i z e   6   d i a m o n d = 0006 000000
 
 M P E G   -   C u s t o m   t a b l e s = M P E G   -   00000000
 
 a u t o m a t i c = A u t o m a t i c 
 
 F a s t i n t = F a s t I n t 
 
 d i s a b l e = *gO(u
 
 r e d u c e = JRnY00
 
 k e e p = }cY00
 
 d e f a u l t = 00000
 
 8   b i t s = 8 000
 
 9   b i t s = 9 000
 
 1 0   b i t s = 1 0 000
 
 1 1   b i t s = 1 1 000
 
 L o w   -   c o s i n e   c u r v e = NO  -   YO&_f}
 
 M e d i u m   -   l i n e a r = -N  -   v}
 
 H i g h   -   s i n e   c u r v e = ؚ  -   ck&_f}
 
 R a w   f r a m e s = hQ0000  ( !q'W.~) 
 
 M P E G   1   v i d e o   s t r e a m = M P E G 1  fP00000
 
 s w s c a l e r   g a u s s i a n = s w s c a l e r   000
 
 b i l i n e a r   ( f a s t   a n d   n o t   t o o   b a d ) = B i l i n e a r   ( ؚg0`O00B00~0[00) 
 
 f u l l   ( s l o w e s t ) = F u l l   (  g0ED0g0Y0) 
 
 a p p r o x i m a t e = A p p r o x i m a t e   ( я<Oi{) 
 
 n o n e   ( f a s t e s t ,   m o s t   u g l y ) = N o n e   (  g0ؚg00 g0W0D0g0Y0) 
 
 s w s c a l e r   g a u s s i a n = s w s c a l e r   000
 
 P i x e l   a s p e c t   r a t i o = 0000n000000k
 
 S a m p l e   a s p e c t   r a t i o = 0000n000000k
 
 D i s p l a y   a s p e c t   r a t i o = 000000n000000k
 
 U s e   f o l l o w i n g   S I M D   i n s t r u c t i o n s   ( i f   a v a i l a b l e ) : = NNn0S I M D }TN0O(uY00  ( Sj04XT) : 
 
 l i b a v c o d e c   n o r m a l   q u a l i t y = l i b a v c o d e c   jn
 
 l i b a v c o d e c   h i g h   q u a l i t y = l i b a v c o d e c   ؚ
 
 l i b a v c o d e c   h i g h e s t   q u a l i t y = l i b a v c o d e c    gؚ
 
 l i b s a m p l e r a t e   s i n c   h i g h   q u a l i t y = l i b s a m p l e r a t e   S i n c   ؚ
 
 l i b s a m p l e r a t e   s i n c   m e d i u m   q u a l i t y = l i b s a m p l e r a t e   S i n c   -N
 
 l i b s a m p l e r a t e   s i n c   f a s t e s t = l i b s a m p l e r a t e   S i n c    gؚ
 
 a n y   f i l t e r = 00000Y0y0f0k0
 
 h i g h   d e t a i l = s0}k0
 
 s m o o t h = 0000
 
 t e m p o r a l = Bf
 
 l e f t = ]
 
 c e n t e r = -N
 
 r i g h t = S
 
 t o p = 
N
 
 b o t t o m = N
 
 o r i g i n a l = O r i g i n a l 
 
 A n s i = A N S I 
 
 S h i f t j i s = S h i f t J I S 
 
 a l l   s u p p o r t e d = hQ0000b__
 
 a l l   R G B = hQR G B W
 
 a l l   Y U V = hQY U V W
 
 a l l   i n t e g e r = hQtepeW
 
 a l l   f l o a t = hQnmR\pepW
 
 8 - b i t   i n t e g e r = 8 000tepe
 
 1 6 - b i t   i n t e g e r = 1 6 000tepe
 
 2 4 - b i t   i n t e g e r = 2 4 000tepe
 
 3 2 - b i t   i n t e g e r = 3 2 000tepe
 
 3 2 - b i t   f l o a t = 3 2 000nmR\pep
 
 6 4 - b i t   f l o a t = 6 4 000nmR\pep
 
 8 - b i t   p a l e t t i z e d = 8 0000000S
 
 t a b = T a b 
 
 e n t e r = E n t e r 
 
 s h i f t = S h i f t 
 
 c t r l = C t r l 
 
 a l t = A l t 
 
 c a p s   l o c k = C a p s   L o c k 
 
 e s c = E s c 
 
 s p a c e = S p a c e 
 
 p a g e   u p = P a g e   U p 
 
 p a g e   d o w n = P a g e   D o w n 
 
 e n d = E n d 
 
 h o m e = H o m e 
 
 l e f t   a r r o w = L e f t   A r r o w 
 
 u p   a r r o w = U p   A r r o w 
 
 r i g h t   a r r o w = R i g h t   A r r o w 
 
 d o w n   a r r o w = D o w n   A r r o w 
 
 i n s e r t = I n s e r t 
 
 d e l e t e = D e l e t e 
 
 l e f t   w i n = L e f t   W i n 
 
 r i g h t   w i n = R i g h t   W i n 
 
 m e n u   k e y = M e n u   K e y 
 
 n u m p a d   0 = N u m p a d   0 
 
 n u m p a d   1 = N u m p a d   1 
 
 n u m p a d   2 = N u m p a d   2 
 
 n u m p a d   3 = N u m p a d   3 
 
 n u m p a d   4 = N u m p a d   4 
 
 n u m p a d   5 = N u m p a d   5 
 
 n u m p a d   6 = N u m p a d   6 
 
 n u m p a d   7 = N u m p a d   7 
 
 n u m p a d   8 = N u m p a d   8 
 
 n u m p a d   9 = N u m p a d   9 
 
 n u m p a d   * = N u m p a d   * 
 
 n u m p a d   + = N u m p a d   + 
 
 n u m p a d   - = N u m p a d   - 
 
 n u m l o c k = N u m l o c k 
 
 V e r s i o n = 00000
 
 L i b r a r y = 00000
 
 E n g l i s h   ( m a y   w o r k   w i t h   o t h e r   l a n g u a g e s ) = E n g l i s h   ( Nn0 g00_jY00K00W00~0[00) 
 
 h i g h e r   t h a n = 00ؚD0
 
 l o w e r   t h a n = 00NOD0
 
 F r o m   d e f a u l t = e[$PK00
 
 F r o m   s e l e c t e d = xb$PK00
 
 F r o m   f i l e . . . = 0000K00. . . 
 
 R e n a m e = 0000
 
 I n s e r t   f i l e   n a m e = 0000
Tn0?ceQ
 
 I n s e r t   e x e   f i l e   n a m e = E X E 0000
Tn0?ceQ
 
 C o n t r o l   c a p t i o n = 000000n0000000
 
 A s s o c i a t e d   s t r i n g s = eW[Rn0#NQ0
 
 I n t e r l a c e d   e n c o d i n g = 0000000S00000000
 
 T o p   f i e l d   f i r s t   ( f o r   i n t e l a c e d   e n c o d i n g   o n l y ) = 000000000HQk0Y00  ( 0000000S00000000n00) 
 
 T o p   f i e l d   f i r s t   ( f o r   i n t e r l a c e d   e n c o d i n g   o n l y ) = 000000000HQk0Y00  ( 0000000S00000000n00) 
 
 R e s e t = 0000
 
 E d i t = }Ɩ
 
 E d i t   t r a c k b a r   v a l u e = 000000n0$Pn0}Ɩ
 
 E n t e r   v a l u e   i n   r a n g e   f r o m   % i   t o   % i = % i   K00  % i   ~0g0n0{Vg0$P0eQRW0f0O0`0U0D00
 
 c u r v e = C u r v e 
 
 N o   m o t i o n   e s t i m a t i o n   -   b l e n d   i m a g e s = RM0N,nj0W0  -   ;uP0mTW0~0Y0
 
 C u r r e n t   l o c a t i o n   o n l y = s(WMOnk0n00
 
 1   p i x e l   m o t i o n ,   l e f t   &   r i g h t = 1 0000000000]Sk0
 
 3 x 3   s q u a r e = 3 x 3 n0ckeb_
 
 e q u a l   n u m b e r   o f   f r a m e s ,   e q u a l   f r a m e r a t e = I{W0D00000pe0I{W0D00000000
 
 d o u b l e   n u m b e r   o f   f r a m e s ,   d o u b l e   f r a m e r a t e = 2 
Pn00000pe02 
Pn00000000
 
 d o u b l e   n u m b e r   o f   f r a m e s ,   e q u a l   f r a m e r a t e = 2 
Pn00000pe0I{W0D00000000
 
 w h e n   d e c o d i n g   H . 2 6 4   v i d e o = H . 2 6 4 00000Y00h0M0
 
 w h e n   d e c o d i n g   H . 2 6 4   v i d e o   a n d   d e c o d e r   d e b l o c k i n g   i s   o f f = H . 2 6 4 n00000Bfk00000NOnL000k0j0c0f0D00h0M0
 
 H . 2 6 4   d e b l o c k i n g   d i s a b l e s   a l l   o t h e r   d e b l o c k i n g   m e t h o d s = H . 2 6 4 n00000NOno0Nn0hQf0n00000NOnKbl0!qRk0W0~0Y00
 
 c l o s e s t =  g0яD00n0
 
 N o = j0W0
 
 U s e   w i t h   c a r e   -   c a n   c a u s e   f f d s h o w   t o   n o t   u n l o a d   a f t e r   c l o s i n g   t h e   m o v i e . = O(uk0o0laW0f0O0`0U0D0  -   R;u0X0_0B0h0g0f f d s h o w L000000W0j0O0j00S'`L0B00~0Y00
 
 S e t   a l l   s t a b l e   f o r m a t s   t o   l i b a v c o d e c = [[j0b__Y0y0f00l i b a v c o d e c k0-[Y00
 
 S e t   a l l   s u p p o r t e d   f o r m a t s   t o   X v i D = 0000U00_0b__Y0y0f00X v i D k0-[Y00
 
 [ 1 0 1 ] 
 
 1 = O K 
 
 2 = 00000
 
 3 = i(u
 
 1 8 3 5 = Y0y0f0n0-[0fM0QY0
 
 1 8 3 6 = [NY00
 
 [ 1 0 2 ] 
 
 0 = f f d s h o w k0d0D0f0
 
 1 0 7 2 = f f d s h o w n000000: 
 
 1 2 5 1 = f f d s h o w   V I D E O   D E C O D E R 
 
 1 8 3 5 = Y0y0f0n0-[0000000Y00
 
 1 8 3 6 = [NY00
 
 1 8 3 9 = 00000n0s0}
 
 1 8 4 9 = 00000
 
 [ 1 1 1 ] 
 
 1 1 6 2 = 0000
 
 1 1 6 3 = 000
 
 1 1 6 4 = ;uPhQSO0QtY00
 
 1 1 6 7 = JSRn00
 
 1 7 2 3 = 000000000Y00
 
 [ 1 1 3 ] 
 
 0 = W[U^
 
 1 1 0 5 = W[U^
 
 1 1 2 0 = Sgq. . . 
 
 1 1 2 2 = 4ls^MOn: 
 
 1 1 2 4 = Sgq. . . 
 
 1 1 2 6 = WvMOn: 
 
 1 1 8 3 = 0000: 
 
 1 2 4 4 = Q00
 
 1 2 7 9 = i"}Y004X@b: 
 
 1 2 8 0 = E^: 
 
 1 2 8 1 = ^: 
 
 1 2 8 2 = 00y
 
 1 2 8 4 = / 
 
 1 3 5 8 = 0000000: 
 
 1 3 6 0 = h:yMOn
 
 1 3 6 4 = 0000
 
 1 4 1 4 = 0000n0	Yf0vY00
 
 1 5 7 1 = W[U^n0wD0Lo0RrRY00
 
 1 5 7 2 = TBfn0W[U^00000000Y00
 
 1 6 8 3 = 0000000000
 
 1 7 2 2 = ]: 
 
 1 7 2 3 = Ln0: 
 
 1 7 6 7 =  g\$P
 
 1 7 7 2 = }}Bf: 
 
 1 7 7 3 = 00y
 
 1 7 8 7 = W0~00_0W[U^0SQ0eQ00
 
 1 7 8 8 = 0000000000000000Y00
 
 1 7 8 9 = S S A 0A S S J00s0A S S 2 n0W[U^0SQ0eQ00  ( [v) 
 
 1 8 3 7 = 000000000c"}  ( zvvc"}) 
 
 1 8 7 2 = : 
 
 [ 1 1 5 ] 
 
 0 = 00000
 
 1 2 8 3 = 0000U00_000000
 
 1 5 0 2 = f f d s h o w n0pewR: 
 
 1 5 0 3 = 0000$P: 
 
 1 8 3 7 = 000000n000000
 
 1 8 3 8 = 000000n000000
 
 [ 1 1 6 ] 
 
 0 = `1Xh00000
 
 1 0 5 0 = Qu-N: 
 
 1 0 5 4 = P^: 
 
 1 0 5 9 = s(Wn00000: 
 
 1 0 6 0 = 000000: 
 
 1 1 9 1 = M M X 
 
 1 1 9 2 = M M X E X T 
 
 1 1 9 3 = S S E 
 
 1 1 9 4 = S S E 2 
 
 1 1 9 5 = 3 D N o w ! 
 
 1 1 9 6 = 3 D N o w !   E x t 
 
 1 1 9 7 = M M X 
 
 1 1 9 8 = M M X E X T 
 
 1 1 9 9 = S S E 
 
 1 2 0 0 = S S E 2 
 
 1 2 0 1 = 3 D N o w ! 
 
 1 2 0 2 = 3 D N o w !   E x t 
 
 1 2 6 0 = 00000: 
 
 1 2 6 4 = QR: 
 
 1 2 6 5 = F P S : 
 
 1 2 6 6 = 00000n0F P S : 
 
 1 2 8 4 = `1X
 
 1 2 8 5 = 0000
 
 1 5 0 2 = f f d s h o w n0pewR: 
 
 1 5 0 3 = 0000$P: 
 
 1 7 3 8 = D i r e c t S h o w n00000G r a p h E d i t g0)R(uSk0Y00
 
 1 8 3 2 = NNn0S I M D }TN0O(uY00  ( C P U L00000W0f0D004XT) : 
 
 1 9 3 5 = NNg0o0f f d s h o w 0O(uW0j0D0: 
 
 [ 1 1 8 ] 
 
 0 = 0000000000
 
 1 0 1 6 =  fP0SY00
 
 1 0 4 5 = ce0000	Yc: 
 
 1 0 4 7 = 00000000n0Qt: 
 
 1 2 8 3 = L i b a v c o d e c n000000
 
 1 2 9 4 = _M0n0ks: 
 
 1 3 0 7 = RiQ
 
 1 3 0 8 = e_l a v c k000M S - M P E G 4 0000
 
 1 3 0 9 = e_X v i D n0000000000
 
 1 3 1 0 = U M P 4 
 
 1 3 1 1 = 00n000000
 
 1 3 1 3 = X v i D h0D i v X n000000000000
 
 1 3 1 4 = 00000000000000
 
 1 3 1 5 = 000
 
 1 3 1 6 = D i v X n00000000Si_^RM0܈Qn000
 
 1 3 1 7 = D C 0000
 
 1 5 4 2 = 000n0V_: 
 
 1 5 4 4 = 000n0=: 
 
 1 5 7 2 = 0000pe: 
 
 1 9 1 6 = s(Wn0ϑP[S000000
 
 1 9 4 3 = E^Bfn000=a0: 
 
 1 9 4 6 = ;uh0Qt^0Tgh0n0|Qm0TD0
 
 1 9 4 7 = E^Bfn0H . 2 6 4 0000NOn0000: 
 
 1 9 5 0 = 00y
 
 1 9 5 2 = 00y
 
 [ 1 1 9 ] 
 
 0 = ;uPn0-[
 
 1 0 1 6 = e
 
 1 0 4 4 = JRd
 
 1 0 4 5 = 0000
 
 1 0 5 1 = 000000Rvk000
 
 1 0 8 0 =  gRo00000K0000000000
 
 1 1 5 5 = 0000k0OX[Y00
 
 1 1 5 6 = 0000K0000
 
 1 1 5 7 = 00000n0R00n0agN
 
 1 2 7 8 = 00000
 
 [ 1 2 0 ] 
 
 0 = 0000000000
 
 1 0 0 8 = 00000n0R000000
 
 1 0 2 7 = 00000
 
 1 0 2 8 = 0000
 
 1 0 3 5 = ^
 
 1 0 3 6 = i_^  ( ~0`0[ňW0f0D0~0[00) 
 
 1 0 3 8 = 00000n0^
 
 1 0 7 3 = 0000000000
 
 1 1 5 8 = Qtn07_U0: 
 
 1 1 6 0 = Qtn0el: 
 
 1 2 3 8 = m p l a y e r 
 
 1 2 3 9 = N i c ' s 
 
 1 2 4 2 = X n0W0M0D0$P: 
 
 1 2 4 3 = Y n0W0M0D0$P: 
 
 1 2 7 0 = ^
 
 1 2 7 1 = i_^
 
 1 2 7 2 = 0000NOn  ( 4ls^) 
 
 1 2 7 3 = 0000NOn  ( Wv) 
 
 1 2 7 4 = 000NOn
 
 1 2 7 5 = 000n0te
 
 1 3 2 8 = N i c ' s 0*QHQY00
 
 1 4 5 6 = S P P 0000NOn
 
 1 4 5 7 = ؚS P P 0000NOn
 
 1 4 5 9 = 000W0M0D0$P
 
 1 5 3 4 = ckxj00000NOn
 
 [ 1 2 1 ] 
 
 0 = 0000]0n0N
 
 1 9 4 4 = QR00000000k0eQ00
 
 1 9 5 8 = Sn0qn00wmpO(u
 
 1 5 5 0 = ؚU0L0S00'YM0D04XTo00000000h00j0Y0
 
 1 5 5 2 = 0000
 
 1 2 6 8 =  fPn0E^: 
 
 1 2 6 9 = 00y
 
 1 2 7 0 = 00y
 
 1 3 6 5 = ]0n0Nn06R_
 
 1 7 6 4 = B}N: 
 
 1 7 6 5 = Y: 
 
 1 1 4 3 = QR00000000k0eQ00\ r \ n     000n0vvo000=a00n0Y0S0h0g0Y00\ r \ n     C P U n0wL0ؚO0Bf000=a0L0zvuY000F0j0rlg0RgL0B00~0Y00\ r \ n     QtL0O0n0g0h:y~0g0BfL0B00h0M0k0]0n0Bf0ёW00\ r \ n     QtL0E0_0Bfk0]0n0Bf0OD0~0Y00\ r \ n     00000000%R0000g0[LY00_00P e n t i u m 4 H T 0000000C P U \ r \ n     g0o0RgL0U00k0'YM0O0j00~0Y00\ r \ n \ r \ n     Sn0000n000000O(u\ r \ n         [['`n0OULK00M e d i a   P l a y e r   C l a s s i c NYg0o000000g0000o0\ r \ n         00k0j0c0f0D0~0Y00\ r \ n         B0H0f0fW0f00_0D0eo000000YY0K0000000000n0[L0000
T0\ r \ n         00000; g0:SRc0f0	W0f0O0`0U0D00\ r \ n \ r \ n ]0n0N\ r \ n      fPn0E^\ r \ n         00000L0tMOnK00`D0Bfk0fW0f00f0NU0D0( 3 m s / m ) 0
 
 [ 1 2 5 ] 
 
 0 = ;un000000
 
 1 0 1 7 = ^n0000  ( 000000) : 
 
 1 0 1 8 = ^n000000  ( 000000) : 
 
 1 0 2 5 = rB0D0: 
 
 1 0 2 6 = rn0oU0: 
 
 1 0 3 7 = 000܈ck: 
 
 1 0 3 8 = R G B 000܈ck: 
 
 1 0 7 2 = ;un000000
 
 1 7 8 1 = re0Q0
 
 1 7 8 2 = 7_U0: 
 
 1 7 8 7 = i_^n00
 
 1 8 3 0 = ^000n0Ock
 
 1 8 3 1 = 00000
 
 1 9 3 2 = 00000000
0Rg
 
 [ 1 2 6 ] 
 
 0 = 000
 
 1 0 3 8 = 000
 
 1 0 3 9 = GW Nn0000
 
 1 0 4 1 = ^000n07_U0: 
 
 1 0 4 9 = i_^000n07_U0: 
 
 1 0 5 0 = a00d0M0: 
 
 1 0 5 1 = 00N0: 
 
 1 0 5 2 = Wv}: 
 
 1 0 5 4 = a00h0r0c0K0M0P: 
 
 1 0 6 7 = e_n0000000000
 
 1 0 6 8 = e_n0000000000  ( a v i h ) 
 
 1 0 6 9 = m p l a y e r n0000
 
 1 2 3 1 = 0000
 
 1 2 3 2 = s^GWS
 
 [ 1 2 7 ] 
 
 0 = 0000S
 
 1 0 1 9 = 7_U0: 
 
 1 0 2 1 = W0M0D0$P: 
 
 1 0 2 3 = _v00000000S: 
 
 1 0 6 3 = x s h a r p e n 
 
 1 0 6 4 = u n s h a r p   m a s k 
 
 1 0 6 5 = 0000S
 
 1 0 6 6 = m s h a r p e n 
 
 1 0 6 8 = a s h a r p 
 
 1 2 1 5 = 000Qtn00
 
 1 2 1 6 = ؚT
 
 1 2 1 7 = ؚT00000000000
 
 1 0 6 9 = s w s c a l e r 
 
 1 1 4 3 = x s h a r p e n \ r \ n S0n000000o0_Yj00W0K0W0	gRj00000S0LD0~0Y00-N_n00000o0W0M0D0$Pn0-[k000	]0n0~0~0!qQtg0NY00K00~0_0o0]00k0cY008 d0n00000n0F0a0 g0f0D00n0K0 g0fD00n0n0F0a0-N_n00000n0f0U0k0яD0{0F0k0nM0cH000~0Y00-N_n00000L0nM0cH000_04XT07_U0n0-[k0We0D0f0CQn0;uPh000000000U00~0Y00]0n0P}g0000n0XE^02P0`0Q0g0j0O000000nY00PTk0PO00000SL0_00~0Y00\ r \ n \ r \ n u n s h a r p   m a s k \ r \ n S0n000000o00O0w00_0000000X7_00000SbS0[LW0~0Y00W,gvj0H0eo0CQn0;uP0|0K0W0_00n00\Oc0f00CQn0;uPK00n{Y00S0h0g0Y00P}go0XS}j0su00000000000000000*Q00'Y	Ylca0n00D0000000000g0Y00\ r \ n \ r \ n m s h a r p e n \ r \ n 0000X7_Y00S0h0j0O0;uPn0-Nn0͑j000000000SW0~0Y00S0n000000o00000d0Q00000n0h0S00k0`0Q0s h a r p e n i n g   k e r n e l 0i(uW0~0Y00\ r \ n \ r \ n fo0A v i S y n t h 0V i r t u a l D u b n000000n000000000000K00000W0~0W0_00\ r \ n ( C )   D o n a l d   G r a f t 
 
 [ 1 2 8 ] 
 
 0 = |0K0W00000NOn
 
 1 1 3 4 = |0K0W00000NOn
 
 1 1 3 6 = 000S: 
 
 1 1 3 7 = Bf0000S: 
 
 1 1 3 8 = ^00000: 
 
 1 1 3 9 = i_^00000: 
 
 1 1 4 0 = 8o2v000NOn: 
 
 1 1 4 1 = m p l a y e r n0Bf000NOn: 
 
 1 1 4 2 = s w s c a l e r n0000|0K0W0
 
 1 2 3 2 = r0QtY00
 
 1 4 1 5 = 0000000
 
 1 8 7 8 = 3 D 000NOn
 
 [ 1 3 2 ] 
 
 0 = 0000
 
 1 1 0 8 = 0000: 
 
 1 1 1 0 = 000: 
 
 1 1 1 4 = eW[000: 
 
 1 1 1 6 = 0000: 
 
 1 1 1 8 = q_n07_U0: 
 
 1 1 2 0 = E^: 
 
 1 1 2 4 = r: 
 
 1 1 3 0 = q_n0{V: 
 
 1 2 5 9 = 0000
 
 1 3 3 5 = 000000
 
 1 5 3 9 =  fPn0000000000O(uY00
 
 1 8 2 7 = ؚ000000
 
 1 1 4 3 = 0000  -   4ls^eTn0eW[\ r \ n q_n07_U0  -   1 0 0 k0Y00h0f^0 g0Y0\ r \ n 0000  -   {0h00i0n00000o0000k0s00F0a0n0~^d0K0W0K00000W0~0[000\ r \ n eW[000  -   eW[000  -   S h i f t J I S 0c[W0f0O0`0U0D00
 
 [ 1 3 3 ] 
 
 0 = 0000000000
 
 1 0 8 3 = 0000
 
 1 1 0 0 = 00000ks0OckW0j0D0
 
 1 1 0 1 = 00000n000000ks0}cY00
 
 1 1 0 2 = 00000ks0KbRg0-[Y00: 
 
 1 1 8 5 = 0000c[Y00
 
 1 1 8 6 = 00000ks0c[Y00
 
 1 1 8 7 = NNn0
Ppek0b'YY00
 
 1 1 8 8 = 8^k00000Y00
 
 1 1 8 9 = !kn04XTk0o00000Y00
 
 1 1 9 0 = A n d 
 
 1 1 9 1 = 0000peL0!kn04XTk0o00000Y00
 
 1 1 9 2 = 00'YM0D0
 
 1 1 9 3 = > 
 
 1 1 9 4 = > 
 
 1 1 9 9 = 000
 
 1 2 0 0 = Wv: 
 
 1 2 0 1 = 4ls^: 
 
 1 2 3 4 = 000000n000000ks: 
 
 1 2 8 5 = eW0D0000: 
 
 1 2 8 6 = 00000: 
 
 1 2 8 7 = X 
 
 1 2 8 8 = Y 
 
 1 2 8 9 = 00000ks
 
 1 2 9 0 = 00000000
 
 1 3 2 1 = x 
 
 1 3 2 2 = : 
 
 1 5 4 0 = 
Ppe0c[Y00
 
 [ 1 3 4 ] 
 
 0 = R0QW0
 
 1 1 0 5 = 4ls^eTn0
Ps: 
 
 1 1 0 7 = WveTn0
Ps: 
 
 1 1 0 9 = 
Ps: 
 
 1 1 1 1 = 4ls^eTn0MOn: 
 
 1 1 1 3 = WveTn0MOn: 
 
 1 1 3 7 = R0QW0h0000
 
 1 1 3 8 = 000
 
 1 1 3 9 = R0QW0
 
 1 1 4 0 = 000
 
 1 1 4 1 = 00h00000
 
 1 2 5 2 = 
N
 
 1 2 5 4 = ]
 
 1 2 5 5 = S
 
 1 2 5 6 = N
 
 1 1 4 3 = 000\ r \ n R0QW0\ r \ n     R0QU00_0000n0E^h0ؚU0o08 n0
Ppek08N000~0Y00\ r \ n     !qRj0$P0eQRY00h0000000000o0dD0̀ofk0j000$Po0OX[U00~0[000\ r \ n S000n0000000OF0h0M0o0000000ks0ckY0_L0B00~0Y00
 
 [ 1 3 6 ] 
 
 0 = 000000000000
 
 1 0 7 0 = 00000000h:yY00
 
 1 0 7 1 = MOn0_CQY00
 
 1 0 7 2 = 0000h:yY00
 
 1 0 7 3 = 0000000n00000000000n000000/  n00000k0RY00
 
 1 0 7 4 = s0}`1X
 
 1 2 5 7 = 0000000
 
 1 2 5 8 = -[00000
 
 1 2 5 9 = 00
 
 1 2 9 3 =  : 
 
 1 5 3 2 = f f d s h o w : 
 
 1 5 3 3 = Sgq. . . 
 
 1 5 3 4 = D S c a l e r : 
 
 1 5 3 5 = Sgq. . . 
 
 1 1 4 3 = 00000000h:yY00\ r \ n     0000000k000000h:yW0~0Y00\ r \ n     0000000g0-[;ub0M0~0Y00\ r \ n     S0000Y00h0W,gvj0-[0000L0h:yU00~0Y00\ r \ n MOn0_CQY00\ r \ n     -[;ubn00000MOn0aW0~0Y0( g r a p h e d t g0o0OH0~0[00) 0
 
 [ 1 3 7 ] 
 
 0 = 000000S
 
 1 1 2 0 = Y n0i_^00000: 
 
 1 1 4 8 = 00000
 
 1 1 4 9 = X n0^00000: 
 
 1 1 5 1 = Y n0^00000: 
 
 1 1 5 3 = X n0i_^00000: 
 
 1 9 3 9 = S
 
 1 9 4 0 = 000
 
 1 1 4 3 = ^h0i_^n0bn0MOn0	YfW0~0Y00\ r \ n 
Nckj00000000ckY00_00k0O(uU00~0Y00
 
 [ 1 3 8 ] 
 
 0 = -[
 
 1 0 1 9 = ^n00000S: 
 
 1 0 2 0 = i_^n00000S: 
 
 1 0 2 1 = 000000: 
 
 1 0 2 2 = WveTn0000: 
 
 1 0 2 3 = 000000: 
 
 1 0 9 8 = ^n0000|0K0W0: 
 
 1 0 9 9 = i_^n0000|0K0W0: 
 
 1 1 0 0 = 4ls^eTn0000: 
 
 1 2 8 2 = 0000n0-[
 
 1 2 8 5 = ^n00000: 
 
 1 2 8 6 = i_^n00000: 
 
 1 3 6 0 = 0000000S
 
 1 8 9 2 = 000
 
 1 9 5 3 = ckxj08N0Qt
 
 1 1 4 3 = 0000n0000000  : \ r \ n     F a s t   B i l i n e a r   -   ؚg0!qj0;ug0Y00\ r \ n     B i l i n e a r   -   
N00\W00D0;ug0Y0L00{00n0\W0EO0j00~0Y00\ r \ n     B i c u b i c   -   ؚD0;ug00U00k0EO0j00~0Y00\ r \ n     P o i n t   -    g0ؚg00 g0NO;ug0Y00\ r \ n     A r e a   -   0000s^GWSW0~0Y00\ r \ n     B i c u b l i n   -   ^k0[W0f0o0B i c u b i c g00i_^k0[W0f0o0B i l i n e a r g0Y00\ r \ n     j0W0  -   _0`0ҞD0XLu}0NRW0_00;uP0R0QW0_00Y00n00g0Y00\ r \ n 000|0K0W0  -   0000W0f0D00k00;uPo0\W0|0K0U00~0Y0  -   |0K0W000000k0OX[W0~0[000\ r \ n 0000S  -   0000W0f0D00k0;uP00000k0W0~0Y000000S00000k0OX[W0~0[000\ r \ n \ r \ n 0000000  : \ r \ n     0000j0W0    -   0000o00000000h0W0f0qb00~0Y00\ r \ n     0000B00  -   0000o00000000h0W0f0qb00~0Y00\ r \ n     000  -   eQR0000n0000k00c0f0zl[W0~0Y0( M P E G 2 0000QtW0f0D004XTk0O(uW0~0Y0) 0\ r \ n \ r \ n ckxj08N0Qt: \ r \ n     0000j0W0  -   4ls^eTk0}L0p0S0h0L0B00~0Y00\ r \ n     0000B00  -   ؚ;ug0Y0L00EO0j004XTL0B00~0Y00
 
 [ 1 3 9 ] 
 
 0 = SS
 
 1 0 7 4 = 000000000
 
 1 0 7 5 = ϑP[S
 
 1 3 3 7 = SS
 
 1 3 5 7 = 000
 
 [ 1 4 0 ] 
 
 0 = 0000000d
 
 1 1 6 7 = 0000000d
 
 1 2 0 9 = 000000SY00
 
 1 5 2 3 = el: 
 
 [ 1 4 1 ] 
 
 0 = 0000000000000
 
 1 1 8 2 = 0000000000000  ( O S D ) 
 
 1 2 5 2 = . . . 
 
 1 4 9 1 = 0000: 
 
 1 4 9 3 = OX[HQ: 
 
 1 7 7 4 = 4ls^eTn0MOn: 
 
 1 7 7 6 = WveTn0MOn: 
 
 [ 1 4 2 ] 
 
 0 = 000
 
 1 1 7 0 = 000
 
 1 1 7 9 = ^n00	YfY00
 
 1 1 8 1 = 000܈ck: 
 
 1 1 8 4 = 0000000h:yY00
 
 1 1 8 5 = 00000
 
 1 1 8 9 = 000000: 
 
 1 2 6 7 = QR
 
 1 2 9 1 = eQR
 
 1 7 0 7 = 000: 
 
 1 9 0 9 = R-[
 
 1 9 3 3 = 000n000. . . 
 
 [ 1 4 3 ] 
 
 0 = 0000000
 
 1 2 0 2 = 00000000000
 
 1 3 2 9 = 00000U00f0D0j0O0f0000000000QtY00
 
 1 3 3 0 = 00000n0_g00000000000000n0000000h:yY00
 
 1 4 1 6 = n0i"}  ( y) : 
 
 1 4 1 8 = te	Yf$P: 
 
 1 4 7 2 = 0000000000A P I 
 
 1 5 3 6 = f f d s h o w n0000000000
 
 1 5 3 7 = 0000[: 
 
 1 5 3 9 = 00000000000S[Y00
 
 1 8 2 9 = G i r d e r 0000n0000000
 
 [ 1 7 1 ] 
 
 8 = X00
 
 1 2 1 0 = R;un00000
Th0n0 N
 
 1 2 1 1 = R;un0P^h0n0 N
 
 1 2 1 3 = R;un00000
Th0n0 N  ( 00000000O(uW0~0Y0) 
 
 1 2 1 5 = 00000000n0E X E 0000
Th0n0 N
 
 1 2 7 6 = < =   E^  < = 
 
 1 2 7 7 = < =   ؚU0  < = 
 
 1 3 4 4 = pen0b5_P[o0  ;   g0:SR0~0Y0
 
 1 3 4 6 = pen00000
To0  ;   g0:SR0~0Y0
 
 [ 1 7 2 ] 
 
 0 = S00
 
 1 1 8 3 = 00: 
 
 1 1 8 4 = ^
 
 1 2 1 6 = S00
 
 1 2 1 8 = Sgq. . . 
 
 1 2 2 3 = hQf0n00000
 
 1 2 2 4 = XS Nn00000
 
 1 2 2 6 = {V
 
 1 2 2 8 = NY0P0S00
 
 1 2 3 0 = 00000: 
 
 1 2 3 2 = 00: 
 
 1 2 6 1 = 0000n0HQ-eW[: 
 
 1 2 6 2 = ;uPn0b__: 
 
 1 2 6 3 = 0000juSn0Ahpe: 
 
 1 7 4 0 = S00hTg: 
 
 1 7 4 1 = 0000T0h0k0
 
 [ 1 7 3 ] 
 
 0 = 000000
 
 1 1 3 7 = 000000: 
 
 1 1 3 8 = rB0D0: 
 
 1 1 3 9 = rn0oU0: 
 
 1 1 4 0 = 000000: 
 
 1 1 4 1 = 000: 
 
 1 2 3 5 = 000000000000
 
 1 2 3 6 = f0U0: 
 
 1 1 4 3 = QRn0000g0000000000000O(uY00
0L0xbU000]0W0f0000000L0]0000000W0f0D004XTk0n00_jW0~0Y00\ r \ n \ r \ n 00000000g0o00000000000h0V M R 9 00000000000W0f0D0~0Y00
 
 [ 1 7 6 ] 
 
 0 = D S c a l e r 00000
 
 1 3 0 8 = D S c a l e r 00000
 
 1 3 0 9 = 00000: 
 
 1 3 1 1 = Sgq. . . 
 
 [ 1 7 7 ] 
 
 0 = `яlOck
 
 1 3 1 7 = `яlOck
 
 1 3 1 9 = ܈: 
 
 1 3 2 1 = web_n0000
 
 1 1 4 3 = S0n000000o0zv-Ng0Y0  :   ҞD0pL0s00S0h0L0B00~0Y00
 
 [ 1 7 9 ] 
 
 0 = ce0000	Yc
 
 1 3 2 4 = ce0000	Yc
 
 1 3 2 5 = Ope
 
 1 9 1 7 = ϑP[S000000
 
 1 9 1 9 = H . 2 6 3 n0ϑP[S
 
 1 9 2 0 = ϑP[S: 
 
 1 9 2 2 = M P E G n0ϑP[S
 
 1 1 4 3 = D C T 00000o0]00^00n08 x 8 0000k0[W0f0ce0000	Yc( D i s c r e t e   C o s i n e   T r a n s f o r m ,   D C T ) 0LF0[vj000000g0Y00xbU00_0^pen0$P0\U0O0W00ce0000	Yc( I n v e r s e   D i s c r e t e   C o s i n e   T r a n s f o r m ,   I D C T ) n000000k0W0~0Y00\ r \ n \ r \ n C o p y r i g h t   ( C )   2 0 0 2   T o m   B a r r y   -   t r b a r r y @ t r b a r r y . c o m 
 
 [ 1 8 0 ] 
 
 0 = A v i S y n t h 
 
 1 3 3 0 = A v i S y n t h 
 
 1 3 3 3 = 00
 
 1 3 3 4 = OX[
 
 1 3 4 8 = Y V 1 2 
 
 1 3 4 9 = Y U Y 2 
 
 1 3 5 0 = R G B 2 4 
 
 1 3 5 1 = R G B 3 2 
 
 1 3 5 2 = eQRn0rzz: 
 
 1 3 5 3 = f f d s h o w k00000000RY00
 
 [ 1 8 1 ] 
 
 0 = 0000000
 
 1 0 1 9 = mU0: 
 
 1 0 2 1 = W0M0D0$P: 
 
 1 0 2 3 = |0K0W0: 
 
 1 3 3 8 = 0000000
 
 1 3 3 9 = f f d s h o w 00000n00000000
 
 1 3 4 0 = a W a r p S h a r p 
 
 1 3 4 1 = i_^n0000: 
 
 1 3 4 3 = |0K0W0n0000: 
 
 1 1 4 3 = a W a r p S h a r p o000000n00000000j00000000S0[LW0~0Y00000000
0h0D0F0n0o00O(uU00f0D00000000L0U0~0V0~0j0Rg0Nn00000000S00000h0puj00S0h00asTW0~0Y00  000o0ؚD0|^g0[hQk0S S E k0 giSU00f0D0~0Y00a W a r p S h a r p o0yrk0A t h l o n   X P k0 giSU00f0D0~0Y00\ r \ n \ r \ n M a r c   F a u c o n n e a u 
 
 [ 1 8 2 ] 
 
 0 = f f d s h o w   r a w 
 
 1 1 6 2 = 0000
 
 1 1 6 3 = 000
 
 1 7 2 3 = 000000000Y00
 
 [ 1 8 8 ] 
 
 0 = 00000
 
 1 3 7 5 = 000000000: 
 
 1 3 7 7 = 00000
 
 1 4 5 7 = 000000
 
 1 6 3 7 =  g'YXE^$P: 
 
 1 6 4 1 = s(Wn0$P: 
 
 1 6 8 3 = s(Wn0000000000h:yY00
 
 1 9 3 7 = 00000000
 
 1 9 5 6 = 00000w: 
 
 1 9 5 7 = 000Bfk00000Y00
 
 [ 1 8 9 ] 
 
 0 = 000000
 
 1 3 7 8 = 000000
 
 1 4 6 5 = d B 
 
 1 4 6 6 = d B 
 
 1 8 1 4 = W i n a m p 00000n000
 
 1 8 2 6 = 0000000000  ( S u p e r E Q ) 
 
 [ 1 9 0 ] 
 
 0 = W i n a m p   2 
 
 1 4 0 0 = W i n a m p   2   D S P 
 
 1 4 0 1 = 0000W0f0W i n a m p   2 n00000000xbW0f0O0`0U0D0. . . 
 
 1 4 0 4 = -[
 
 [ 1 9 1 ] 
 
 0 = 0000
 
 1 4 0 5 = 0000
 
 1 4 0 6 = QR00000n0-[: 
 
 1 5 8 6 = 0000000000000Y00
 
 1 5 8 8 = 000000000
 
 1 6 3 6 = 0000000000
 
 1 6 3 7 = 00000b5_Y00
 
 1 6 8 5 = 000000n0ݍ: 
 
 1 7 0 1 = 000: 
 
 1 7 0 2 = 00000: 
 
 1 7 0 3 = L F E : 
 
 1 7 0 4 = 000: 
 
 1 7 0 5 = 00000: 
 
 1 7 0 6 = L F E : 
 
 1 9 3 4 = L F E 
 
 1 9 3 7 = 00000000
 
 [ 1 9 2 ] 
 
 1 = O K 
 
 2 = 00000
 
 [ 1 9 3 ] 
 
 2 = X00
 
 [ 2 0 0 ] 
 
 0 = hQ,
 
 1 4 2 0 = I 0000n0 g'Y: 
 
 1 4 2 2 = I 0000n0 g\: 
 
 1 4 2 4 = B 0000
 
 1 4 2 5 = B 0000n0 g'Y#}pe: 
 
 1 4 2 7 = 000000
 
 1 4 2 8 = 000S00000000
 
 1 4 2 9 = 00000G O P 
 
 1 4 3 1 = 00000
 
 1 4 9 4 = ]0n0Nn000000
 
 1 5 7 2 = 0000pe: 
 
 [ 2 0 2 ] 
 
 1 1 6 3 = 000
 
 1 4 4 6 = 000000: 
 
 1 4 4 8 = F o u r C C : 
 
 1 4 5 0 = 000: 
 
 1 4 5 3 = -[
 
 1 4 5 9 = 00000
 
 1 4 6 0 = -[000000k0OX[W0j0D0
 
 [ 2 0 3 ] 
 
 0 = 00000
 
 1 4 6 1 = R;uYn000000
 
 1 4 6 2 = YY000000: 
 
 1 4 6 4 = B}NY000000: 
 
 1 4 6 6 = R;uB}Nn000000
 
 1 4 6 7 = YY000000: 
 
 1 4 6 9 = B}NY000000: 
 
 1 4 7 1 = 00000n0000000000
 
 1 4 7 2 = % 
 
 1 4 7 4 = ϑP[S
 
 1 4 7 5 = I 0000: 
 
 1 4 7 7 = P 0000: 
 
 1 4 7 9 = 000  ( K B y t e s ) 
 
 1 4 8 0 = Y: 
 
 1 4 8 2 = B}N: 
 
 1 4 8 4 = 0000000n000000
 
 1 1 4 3 = R;uk0J0D0f0 gؚn0;uꌒ0_h0W0j0D0h0`000h0S00k000000L0B004XTo000R;uYn000000
0k000000W0f00Y00000n0}Ɩ00000k0]0c0f0 gRh0 g_n000000eQRW0f0O0`0U0D00\ r \ n B}N00000k00TX0S0h0L0 H0~0Y00B}N00000k00000B0~00_h0W0j0D0h0`0004XTo0  -   000n0R;uh0]0n0;uꌒ00O0W0_0D04XTo0  -   0R;uB}Nn000000
000000W0f00NOD0;uk0W0_0D0Rn0 gRh0 g_n000000eQRW0f0O0`0U0D00\ r \ n 0000000000n0$Po0000000n0F0a00]0n0$PL0R;uk0O000S0h00asTW0~0Y00W0_0L0c0f0R;uL0s^GW8 0 0 k b p s n04XT01 0 % k0-[U000h000000o08 0 k b p s k0j00~0Y00\ r \ n V[U00_0ϑP[Sg000000000000Y004XT01 !k00k00]000-[W0f0D00K0xK00f0O0`0U0D00]0F0W0j0D0h0c[U00_0000o0_00~0[000\ r \ n 000000V[W0_0000k0W0_0D04XTo0000000o0]0n00000_0_00k0 gU0=\O0Y00F0f0~0Y00\ r \ n \ r \ n fo0K o e p i ( d e _ k o e p i @ l y c o s . d e ) n0X v i D 00000n00000000K00_(uW0~0W0_00
 
 [ 2 0 4 ] 
 
 0 = Nf'W.~
 
 1 4 8 5 = Nff}'W.~0O(uY00
 
 1 4 8 6 = f}n00000000: 
 
 1 4 8 8 = s^GWK00n0ؚ: 
 
 1 4 9 0 = % 
 
 1 4 9 1 = s^GWK00n0NO: 
 
 1 4 9 3 = % 
 
 1 4 9 4 = Rk000 g\n0v[00000n07_U0: 
 
 1 4 9 6 = % 
 
 1 4 9 7 = KbRk000 g\n0v[00000n07_U0: 
 
 1 4 9 9 = % 
 
 1 5 0 0 = KbRn000000000: 
 
 [ 2 0 5 ] 
 
 0 = f}'W.~
 
 1 4 2 0 = NO000000n0000: 
 
 1 4 2 1 = % 
 
 1 4 2 2 = 00000000000n0E^: 
 
 1 4 2 3 = 0000
 
 1 4 6 3 = ؚ000000n0000: 
 
 1 4 6 4 = % 
 
 1 5 0 5 = 00000K0Q0f000000Y00
 
 1 5 0 6 = d00T0[0f000000Y00
 
 [ 2 0 6 ] 
 
 0 = 2 00  -   1 !k00
 
 1 4 2 4 = q}`1Xn00000
T: 
 
 1 5 0 8 = Sgq. . . 
 
 [ 2 0 7 ] 
 
 0 = hQ,
 
 1 4 2 0 = 000000n0: 
 
 1 4 2 5 = rzz: 
 
 1 4 2 6 = 0000n0000: 
 
 1 4 2 7 = 000000000: 
 
 [ 2 0 9 ] 
 
 0 = hQ,
 
 1 5 2 9 = rzz: 
 
 [ 2 1 0 ] 
 
 0 = hQ,
 
 1 4 2 0 = I 0000n0 g'Y: 
 
 1 4 2 2 = I 0000n0 g\: 
 
 1 4 2 4 = 000000n0W0M0D0$P: 
 
 1 5 3 0 = 0000000
 
 1 5 3 1 = 00000=h0Y0
 
 [ 2 1 1 ] 
 
 0 = q}`1X
 
 1 5 3 1 = `1X000000k0fM0QY0
 
 1 5 3 2 = 000n04XTo00000000000h:yY00
 
 1 5 3 3 = `1X00000k0fM0QY0
 
 1 5 3 5 = Sgq. . . 
 
 1 5 3 7 = 0000h:yY00
 
 1 5 3 8 = 000S N k0{Y00
 
 1 5 4 1 = 00000U00_00000pe: 
 
 1 5 4 2 = k b p s : 
 
 1 5 4 3 = F P S : 
 
 1 5 4 4 = 000S N kn0s^GW: 
 
 1 5 4 5 = ϑP[Sn0s^GW: 
 
 1 7 3 8 = D i r e c t S h o w n00000G r a p h E d i t g0)R(uSk0Y00
 
 [ 2 1 2 ] 
 
 0 = hQ,
 
 1 3 1 4 = 0000000
 
 1 3 1 5 = i_v00000000
 
 1 4 2 8 = rzz: 
 
 1 4 2 9 = N[ P[: 
 
 [ 2 1 3 ] 
 
 0 = eQR
 
 1 0 1 6 = ;uP0SY00
 
 1 4 6 0 = 000000000n07_U0: 
 
 1 5 4 8 = eQRrzz07_6RY00
 
 1 5 5 0 = ؚU0L0S00'YM0D0h0M0o00000000h0Y00
 
 1 5 5 2 = 0000
 
 1 5 5 4 = ;uPn0Qt0	gRk0Y00
 
 1 5 5 5 = -[
 
 1 5 5 6 = L i b a v c o d e c n0000000000
 
 [ 2 1 4 ] 
 
 0 = 00000
 
 1 5 5 6 = ^n000000: 
 
 1 5 5 8 = Bfv000000000000: 
 
 1 5 6 0 = zzv000000000000: 
 
 1 5 6 2 = P 0000n0000000000: 
 
 1 5 6 4 = 0000000000: 
 
 1 5 6 6 = _vϑP[Sn0000000
 
 1 5 6 7 = XS NOpen0dS
 
 1 5 6 8 = ^
 
 1 5 6 9 = W0M0D0$P: 
 
 1 5 7 1 = ce0000
 
 1 5 7 2 = i_^
 
 1 5 7 3 = W0M0D0$P: 
 
 1 5 7 5 = ce0000
 
 1 5 7 6 = 000000000: 
 
 [ 2 1 5 ] 
 
 0 = 00000
 
 1 5 7 6 = ^00000
 
 1 5 7 7 = i_^ giSn00000000
 
 [ 2 1 6 ] 
 
 0 = RM0N,n
 
 1 5 7 8 = 4 d0n0000000000
 
 1 5 7 9 = S_vRM0N,n
 
 1 5 8 1 = RM0N,nn0k_j: 
 
 1 5 8 3 = i_^
 
 1 5 8 4 = 000000n0RM0N,nn0k_j: 
 
 1 5 8 6 = i_^
 
 1 5 8 7 = 0000000kn0_j: 
 
 1 5 8 9 = i_^
 
 1 5 9 0 = E P Z S 000000n0000: 
 
 1 5 9 2 =  g_n00000000n0pe: 
 
 1 5 9 4 = RM0N,nn00000: 
 
 1 5 9 6 = 0000kn0_j: 
 
 1 5 9 8 = i_^
 
 1 5 9 9 = 0000000000n0000: 
 
 1 6 0 1 = 000000000
 
 1 6 0 2 = |n000000: 
 
 1 6 0 4 = 0000000n0zl[000: 
 
 1 6 0 6 = 8^k0RM0j0W0h0W0f00f00
 
 1 6 0 7 = &{SS00000000n0000jk0n0 giS
 
 [ 2 1 7 ] 
 
 1 9 4 3 = 00000=h0Y0
 
 1 9 4 6 = ;u/ ^6R_
 
 1 9 4 7 = H 2 6 4 n00000NOn0000
 
 1 9 5 0 = 00y
 
 1 9 5 2 = 00y
 
 1 9 6 1 = Y0y0f0n00000000000Y00
 
 1 9 6 2 = Kbl: 
 
 1 9 6 3 = E^Bf: 
 
 1 9 6 4 = E^Bf: 
 
 [ 2 1 8 ] 
 
 0 = RM0N,n
 
 1 6 0 1 = 000000000
 
 1 6 1 3 = hQSOvRM0܈Q
 
 1 6 1 4 = i_^n0RM0N,n
 
 1 6 1 5 = RM0i"}|^n000000: 
 
 1 6 1 7 = b5_0000008 
 
 1 6 1 8 = b5_0000001 6 
 
 1 6 1 9 = 0000000|8 
 
 1 6 2 0 = 0000000|1 6 
 
 1 6 2 1 = b5_i"}8 
 
 1 6 2 2 = b5_i"}1 6 
 
 1 6 2 3 = ckeb_O(u8 
 
 1 6 2 4 = ckeb_O(u1 6 
 
 1 6 2 5 = Qv4 V 
 
 1 6 2 6 = V H Q 000n000000: 
 
 1 6 2 8 = 000zl[
 
 1 6 2 9 = 0000000|8 
 
 1 6 3 0 = 0000000|1 6 
 
 1 6 3 1 = 000000000|8 
 
 1 6 3 2 = 000000000|1 6 
 
 1 6 3 3 = b5_i"}
 
 1 6 3 4 = 000000000000
 
 [ 2 1 9 ] 
 
 0 = 000000000
 
 1 4 3 1 = K B 
 
 1 4 3 2 = % 
 
 1 4 3 3 = % 
 
 1 4 3 4 = % 
 
 1 4 3 5 = k b p s 
 
 1 4 4 5 = k b p s 
 
 1 4 4 6 = b i t s 
 
 1 6 3 5 = 0000000n01[]: 
 
 1 6 3 7 = ϑP[S'W.~: 
 
 1 6 3 9 = 1 00/ 1 !k00ϑP[Sn0|0K0W0: 
 
 1 6 4 1 = 2 !k00ϑP[Sn0|0K0W0: 
 
 1 6 4 3 = ϑP[Sn0 g'Y]pu: 
 
 1 6 4 5 =  g\h0 g'Yn0{VQg0ϑP[S06R_Y00_00k0#}_j0O(uY00
 
 1 6 4 6 =  g\000000: 
 
 1 6 4 8 =  g'Y000000: 
 
 1 6 5 0 = 00000n000000000n000000000: 
 
 1 1 4 3 = ϑP[S'W.~\ r \ n $PL01 0 0 % k0-[U000h00ϑP[So0{0h00i0000000k0h0i0~00~0Y0( RM0n0YD0000o0;uL0`O0j00~0Y0) 00 % n04XTo00ϑP[So0hQf0n000000J0J00]0I{W0D0000k0Y000F0k0	YfU00~0Y0( RM0n0\j0D0000o0;uL0`O0j00~0Y0) 0\ r \ n \ r \ n ϑP[S|0K0W0\ r \ n ϑP[S00000000000g0|0K0W0~0Y0  :   0 %   -   |0K0W0o0B00~0[0001 0 0 %   -   NSn0hQf0n0ϑP[S0s^GWSW0~0Y00\ r \ n \ r \ n ϑP[Sn0 g'Y]pu\ r \ n 0000n0ϑP[Sn0 g'Y]06RPW0~0Y00\ r \ n \ r \ n  g\/  g'Y000000\ r \ n 00k0-[Y00h0!q6RPk0j00~0Y00\ r \ n \ r \ n 00000n000000000n000000000\ r \ n M P E G - 1 / 2 TQ0k0V B V 000000000000W0~0Y00\ r \ n \ r \ n M i c h a e l   N i e d e r m a y e r 
 
 [ 2 2 0 ] 
 
 0 = 000000000
 
 1 4 3 5 = S_E^n000000: 
 
 1 4 3 6 = s^GWSn0hTg: 
 
 1 4 3 7 = 00000: 
 
 [ 2 2 1 ] 
 
 1 = O K 
 
 1 4 1 8 = F P S : 
 
 1 4 1 9 = 0000K B XSMOg0c[Y00  (  fPn00) : 
 
 1 6 4 9 = `1X
 
 1 6 5 1 = Bf
 
 1 6 5 3 = b p s 
 
 2 = 00000
 
 [ 2 2 2 ] 
 
 0 = QR
 
 1 4 3 8 = QR
 
 1 6 5 4 = 00000A V I k0OX[Y00
 
 1 6 5 5 = 00000Y0000k0OX[Y00
 
 1 6 5 8 = Sgq. . . 
 
 1 6 5 9 = L i b a v c o d e c n0q}`1X: 
 
 1 6 6 0 = O(uW0j0D0
 
 1 6 6 1 = fM0QY0
 
 1 6 6 2 = O(uY00
 
 1 6 6 3 = O(uW0f0fM0QY0
 
 1 6 6 4 = 000000
 
 1 6 6 6 = Sgq. . . 
 
 1 6 6 7 = F P S n00000000
 
 1 6 6 9 = 00000ksn0-[
 
 1 6 7 1 = : 
 
 1 1 4 3 = ]00^00n000000%RPn00000k0OX[Y00S0h0L0g0M0~0Y0( M J P E G 000000k0o0	g(ug0Y0)   :   r a w n00000OX[0xbW000000
Tn000000g0% i 0( B00D0o0Tin0000000n00000) c[W0f0O0`0U0D00
 
 [ 2 2 3 ] 
 
 0 = ϑP[S
 
 1 4 4 1 = ϑP[Sn0000: 
 
 1 4 4 2 =  g\n0ϑP[S: 
 
 1 4 4 3 =  g'Yn0ϑP[S: 
 
 1 6 7 5 = I 0000
 
 1 6 7 6 = P 0000
 
 1 6 7 3 = P 0000
 
 1 6 7 7 = B 0000
 
 1 6 7 8 = 0000000
 
 1 6 8 7 = I 0000n0WNpe: 
 
 1 6 8 9 = I 000000000: 
 
 1 6 9 1 = B 0000n0WNpe: 
 
 1 6 9 3 = B 000000000: 
 
 1 6 9 5 = ϑP[Sn0000000000000000: 
 
 1 6 9 7 = ϑP[Sn0000000000000000: 
 
 1 6 9 9 = i"}U00_0<hP[rn0ϑP[S
 
 1 7 0 0 = ce0000	Ycn0000000: 
 
 1 7 0 2 = ϑP[Sn000000000
 
 1 7 0 3 = ϑP[Sn0000000000
 
 1 7 0 7 = M P E G 2   ce0000n0|^: 
 
 [ 2 2 5 ] 
 
 0 = 00000000
 
 1 7 6 3 = 0000000000: 
 
 1 8 2 8 = 000000000. . . 
 
 1 8 2 9 = 0000000OX[Y00. . . 
 
 1 8 4 0 = 0000000000: 
 
 [ 2 2 6 ] 
 
 0 = 2 00  -   2 !k00
 
 1 4 2 4 = 1 !k00n0q}`1X0000: 
 
 1 4 4 4 =  g'Y000000: 
 
 1 4 4 5 = k b p s 
 
 1 4 4 6 = 0000000n0 g'YT
N: 
 
 1 4 4 7 = % 
 
 1 4 4 8 = 0000000n0 g'Yn\: 
 
 1 4 4 9 = % 
 
 1 4 5 0 = 0000s: 
 
 1 4 5 1 = % 
 
 1 4 5 2 = I 0000n0Ne: 
 
 1 4 5 3 = 0000
 
 1 4 5 4 = I 0000n0000000n\s: 
 
 1 4 5 5 = % 
 
 1 4 6 2 = I 0000
 
 1 5 0 8 = Sgq. . . 
 
 1 8 4 2 = eW0D0q}`1X0
NfM0Y00
 
 1 8 4 4 = 2 !k00n0q}`1X0000: 
 
 1 8 4 6 = Sgq. . . 
 
 1 8 4 7 = 00000000
 
 [ 2 2 7 ] 
 
 1 4 3 9 = ϑP[Sn00000000
 
 1 4 4 0 = ϑP[Sn00000
 
 1 8 5 4 = Rg
 
 1 8 5 5 = 000000
 
 1 8 6 1 = 000pe: 
 
 1 8 6 2 = 0000pe: 
 
 1 8 6 3 = 000000: 
 
 1 8 6 4 = s^GWn00000000: 
 
 1 8 6 5 = s^GWn0ϑP[S: 
 
 [ 2 2 8 ] 
 
 0 = hQ,
 
 1 4 2 0 = 000000n0y]: 
 
 1 8 6 6 = 00000vcA S F 0000k0QRY00
 
 1 8 6 8 = і'`: 
 
 1 8 7 0 = 000000: 
 
 1 8 7 2 = 0000000d
 
 1 8 7 3 = 0000	Yc
 
 [ 2 3 0 ] 
 
 1 = X00
 
 1 0 4 4 = JRd
 
 1 0 4 5 = 0000
 
 1 4 6 7 = 00000: 
 
 1 4 6 8 = 000: 
 
 [ 2 3 1 ] 
 
 0 = QR
 
 1 0 1 6 =  fP0SY00
 
 1 0 1 7 = Qu-Nn0QRb__n0	Yf01SY00
 
 1 0 2 0 = Y V 1 2 
 
 1 0 2 1 = Y U Y 2 
 
 1 0 2 2 = Y V Y U 
 
 1 0 2 7 = U Y V Y 
 
 1 0 2 8 = R G B 2 4 
 
 1 0 2 9 = R G B 1 6 
 
 1 0 3 0 = R G B 1 5 
 
 1 0 3 1 = 00000000000O(uY00
 
 1 0 3 2 = I 4 2 0 / I Y U V 
 
 1 0 3 3 = 0000000000000d
 
 1 0 3 4 = Nc00000k0n00c}Y00
 
 1 0 3 5 = D V 
 
 1 0 3 6 =  g0яD0rzz0xbY00
 
 1 0 3 7 = N V 1 2 
 
 1 0 5 1 = R G B 3 2 
 
 1 0 5 2 = Y V 1 2 K00R G B x0n0ؚT	Yc
 
 1 2 8 4 = 0000U00_0QRrzz
 
 1 9 1 0 = 000000: 
 
 1 9 1 2 = 0000Y U V : 
 
 1 9 1 3 = 000SY U V : 
 
 1 9 6 6 = Kbl: 
 
 [ 2 3 2 ] 
 
 0 = hQ,
 
 1 4 7 0 = rzz: 
 
 [ 2 3 3 ] 
 
 0 = 00000n0h:y/ ^h:y
 
 1 4 7 3 = )R(uSj000000: 
 
 1 4 7 4 = 	gRj000000: 
 
 [ 2 3 4 ] 
 
 0 = 00000
 
 1 4 7 8 = ^00000
 
 1 4 7 9 = E^: 
 
 [ 2 3 5 ] 
 
 0 = RM0N,n
 
 1 4 8 1 = [y'`n0i"}: 
 
 1 5 7 8 = 4 d0n0000000000
 
 1 6 0 1 = 000000000
 
 1 6 1 3 = hQSOvRM0܈Q
 
 [ 2 3 6 ] 
 
 0 = F r e e v e r b 
 
 1 0 1 9 = Sn0000: 
 
 1 0 3 8 = E^: 
 
 1 4 8 4 = F r e e v e r b 
 
 1 4 8 5 = 000000: 
 
 1 4 8 7 = np: 
 
 1 4 9 0 = kn0000: 
 
 [ 2 3 7 ] 
 
 0 = 00000
 
 1 4 9 7 = 00000
 
 1 4 9 8 = NNk000000Y00
 
 1 4 9 9 = 000: 
 
 1 5 0 1 = H z 
 
 1 8 7 5 = 8^k000000Y00
 
 1 8 7 6 = 0000000L0NNn04XTo000000Y00. . . 
 
 1 1 4 3 = hTlpen000000000	YfY00k0o00i(u
0K00O K 
00bW0f0O0`0U0D00
 
 [ 2 3 9 ] 
 
 1 2 0 7 = i"}R: 
 
 1 2 1 0 = Wv00000
 
 [ 2 4 0 ] 
 
 1 2 1 2 = i"}R: 
 
 1 3 6 7 = W0M0D0$P: 
 
 [ 2 4 1 ] 
 
 1 5 2 6 = W0M0D0$P: 
 
 1 5 2 8 = 0000
 
 1 5 2 9 = 2 000
 
 1 5 3 0 = 000
 
 1 5 3 1 = ^h0i_^n000000000n0000
 
 [ 2 4 2 ] 
 
 0 = 00dS
 
 1 5 4 2 = ]
 
 1 5 4 4 = 
N
 
 1 5 4 6 = E^
 
 1 5 4 8 = ؚU0
 
 1 5 5 1 = 000: 
 
 1 5 5 2 = 00dS  ( L o g o a w a y ) 
 
 1 5 5 3 = |0K0W0: 
 
 1 5 5 5 = X - Y n00000: 
 
 1 5 5 8 = r: 
 
 1 5 5 9 = XLun000000n000: 
 
 1 5 6 2 = b5_-[: 
 
 1 5 7 4 = ^n00
 
 1 8 5 4 = 00;uP: 
 
 1 8 5 6 = Sgq. . . 
 
 [ 2 4 3 ] 
 
 0 = QR
 
 1 5 7 3 = 0000U00_0QR0000b__
 
 1 5 7 4 = 1 6 000tepe
 
 1 5 7 5 = 2 4 000tepe
 
 1 5 7 6 = 3 2 000tepe
 
 1 5 7 7 = 3 2 000nmR\pep
 
 1 5 7 8 = L P C M 
 
 1 5 7 9 = XQtk0)R(ug0M000000b__
 
 1 5 8 0 = 1 6 000tepe
 
 1 5 8 4 = 2 4 000tepe
 
 1 5 8 5 = 3 2 000tepe
 
 1 5 8 6 = 3 2 000nmR\pep
 
 1 5 8 2 = 000000000: 
 
 1 5 8 3 = 000000
 
 1 5 8 7 = A C 3 
 
 1 7 4 3 = 000000: 
 
 1 8 1 1 = _g0j0D04XTo0W A V E F O R M A T E X S I B L E 00000O(uW0j0D0
 
 1 8 1 3 = D i r e c t - t o - F i l e n0QR  ( 0000x0n0vcQR)   01SY00
 
 1 8 4 5 = c}HQ: 
 
 1 8 4 6 = S / P D I F QRk0n00i(uY00
 
 1 1 4 3 = 00000n0Nc'`k0OULL0B004XT0~0_0o0SD00000000g0Qt^k0L0B00h0M0k0o0001 6 000tepe
0NYn0Y0y0f0n000000o0Z0W0f0O0`0U0D00\ r \ n L P C M n0QRo00C y b e r l i n k j0i0n0D V D 00000000000000000h0n0c}0aVW0f0D0~0Y00
 
 [ 2 4 4 ] 
 
 0 = 000000000
 
 1 6 5 5 = 00y
 
 1 6 5 6 = 0000000n00000: 
 
 1 6 5 7 = 000000000
 
 [ 2 4 5 ] 
 
 0 = 0000
 
 1 6 5 8 = ]00000n00000: 
 
 1 6 6 0 = 00y
 
 1 6 6 2 = 00y
 
 1 6 6 3 = 000000000n00000: 
 
 1 6 6 5 = 00y
 
 1 6 6 6 = S00000n00000: 
 
 1 6 6 8 = 00y
 
 1 6 6 9 = ]0000000000n00000: 
 
 1 6 7 1 = 00y
 
 1 6 7 2 = S0000000000n00000: 
 
 1 6 7 4 = 00y
 
 1 6 7 5 = NOWRg  ( L F E )   n00000: 
 
 1 6 7 6 = 0000
 
 [ 2 4 6 ] 
 
 0 = F I R 00000
 
 1 6 8 3 = 0000000h:yY00
 
 1 6 8 6 = 	gP00000_T{  ( F I R )   00000
 
 1 6 8 8 = 000pe: 
 
 1 6 9 0 = 000: 
 
 1 6 9 2 = 00000: 
 
 1 6 9 4 = 000: 
 
 1 6 9 6 = hTlpe: 
 
 1 6 9 8 = E^: 
 
 1 7 0 0 = h:yn0 g'YhTlpe: 
 
 1 1 4 3 = 
N[hQK00W00~0[000
 
 [ 2 4 7 ] 
 
 0 = 000NOn
 
 1 7 0 4 = W0M0D0$P: 
 
 1 7 0 6 = 000NOn
 
 [ 2 4 8 ] 
 
 0 = 00000000000
 
 1 6 8 3 = 	gRk0Y00
 
 1 7 0 9 = 00000000000
 
 1 7 1 0 = 00000: 
 
 [ 2 4 9 ] 
 
 0 = 0000000
 
 1 7 1 1 = 0000000
 
 1 7 1 2 = /^Wn0b5_: 
 
 1 7 1 4 = /^Wb5_n0000000000: 
 
 1 7 1 6 = 00000000000: 
 
 1 7 1 8 = 000n000000: 
 
 1 7 2 0 = 000n00000000: 
 
 1 7 2 2 = 000000000: 
 
 [ 2 5 0 ] 
 
 0 = V o b s u b 
 
 1 7 2 4 = V o b s u b 
 
 1 7 2 5 = 	gRk0Y00
 
 1 7 2 6 =  n0c[: 
 
 1 7 2 8 = s(Wn0 : 
 
 1 7 2 7 = 0000Sn00000: 
 
 1 7 2 9 = 0000: 
 
 1 7 3 0 = 000|0K0W0: 
 
 1 7 9 6 = 0W[U^
0n0000n0MOn-[k0_F0
 
 [ 2 5 1 ] 
 
 1 7 2 7 = 000000000000000
 
 1 7 2 8 = 000: 
 
 1 7 3 0 = W0M0D0$P: 
 
 [ 2 5 2 ] 
 
 0 = L F E 0000000
 
 1 7 3 3 = L F E 0000000
 
 1 7 3 4 = 0000n0hTlpe: 
 
 1 7 3 6 = 000: 
 
 1 7 4 1 = ]Sn000000K00L F E k0RH000_0NOWhTlpe0JRdY00
 
 [ 2 5 3 ] 
 
 0 = 00000n0eQ0fH0
 
 1 6 7 0 = B a c k   C e n t e r   ( 00000000) 
 
 1 6 7 1 = - > 
 
 1 7 4 4 = L F E   ( NOWRg) 
 
 1 7 4 5 = B a c k   R i g h t   ( 000S) 
 
 1 7 4 6 = B a c k   L e f t   ( 000]) 
 
 1 7 4 7 = F r o n t   R i g h t   ( 0000S) 
 
 1 7 4 8 = F r o n t   C e n t e r   ( 000000000) 
 
 1 7 4 9 = F r o n t   L e f t   ( 0000]) 
 
 1 7 5 1 = - > 
 
 1 7 5 8 = - > 
 
 1 7 5 9 = - > 
 
 1 7 6 0 = - > 
 
 1 7 6 1 = - > 
 
 1 7 6 2 = - > 
 
 1 7 6 3 = 00000n0eQ0fH0
 
 1 1 4 3 = 00000o00000000000(uD0f00eQ0fH00S0h0L0g0M0~0Y0L00S0a00n0eL0ؚg0Y00
 
 [ 2 5 4 ] 
 
 0 = 0000
 
 1 5 7 1 = wD0Ln0W[U^0RrRY00
 
 1 5 7 2 = TBfn0W[U^00000000Y00
 
 1 7 2 3 = Ln0: 
 
 1 7 6 7 =  g\$P
 
 1 7 7 2 = }}Bf: 
 
 1 7 7 3 = 00y
 
 1 7 7 5 = 0000
 
 1 7 8 7 = N͑n0  '   0  "   g00  " "   0  "   g0nM0cH00
 
 1 7 8 8 = I   h0  l   n0ck0f00
 
 1 7 9 0 = Spn0ck0f00  ( ? .   - >   ? 0  ! .   - >   !   j0i0) 
 
 1 7 9 1 = 'YeW[n0ck0f00
 
 1 7 9 2 = peW[n0n0
Nj000000JRdY00
 
 1 7 9 3 = 0000n0W[U^
 
 1 7 9 4 = ck: 
 
 1 7 9 5 = ckW0D0}0x0n0ck0f00
 
 1 7 9 8 = t[TQ0n0W[U^0JRdY00
 
 1 8 3 6 = ]Sn00000: 
 
 [ 2 5 5 ] 
 
 0 = 000000n0000000
 
 1 3 6 1 = 000: 
 
 1 7 9 8 = 000000n0000000
 
 1 7 9 9 = 0000
T: 
 
 1 8 0 1 = Sgq. . . 
 
 1 8 0 2 = 4ls^MOn: 
 
 1 8 0 3 = WvMOn: 
 
 1 8 0 7 = 
Nf^: 
 
 1 8 1 0 = cH0MOn: 
 
 [ 2 5 7 ] 
 
 1 = O K 
 
 2 = 00000
 
 I t a l i c   m e a n s   o r i g i n a l ,   n o r m a l   f o n t   i s   t h e   t r a n s l a t i o n . = 00000o000000g0B00S0h0008^n00000o03g0B00S0h00asTW0~0Y00
 
 U s e   \ n   f o r   l i n e   b r e a k s . = 9eLk0o0\ n 0O(uW0~0Y00
 
 [ 2 5 8 ] 
 
 0 = 00000
 
 1 8 4 0 = 000000: 
 
 1 8 4 2 = 000n0a^: 
 
 [ 2 5 9 ] 
 
 0 = 0000000
 
 1 5 7 9 = XQtk0)R(ug0M000000b__
 
 1 5 8 0 = 1 6 000tepe
 
 1 5 8 5 = 3 2 000tepe
 
 1 5 8 6 = 3 2 000nmR\pep
 
 1 5 7 8 = nmR\pepK00tepex0n0	Yc
 
 1 5 8 2 = 000000000: 
 
 1 5 8 3 = 000000
 
 [ 2 6 1 ] 
 
 0 = XLu}
 
 1 1 9 9 = 000
 
 1 8 5 7 = XLu}
 
 1 8 5 8 = 00000
 
 1 8 5 9 = 0000
 
 1 8 6 0 = QtP
 
 1 8 6 1 = YtP
 
 1 8 6 2 = 4ls^: 
 
 1 8 6 3 = Wv: 
 
 [ 2 6 2 ] 
 
 0 = C o n v o l v e r 
 
 1 8 8 0 = C o n v o l v e r 
 
 1 8 8 1 = 000000000: 
 
 1 8 8 4 = Sgq. . . 
 
 1 8 8 9 = 00000n07_U0: 
 
 1 8 9 1 = Rte
 
 1 8 9 3 = 000te: 
 
 1 9 0 2 = 0000n0xb
 
 1 9 0 3 = 000
 
 1 9 0 5 = KbRn00000000000: 
 
 [ 2 6 6 ] 
 
 0 = 00000000
 
 [ 2 6 7 ] 
 
 8 = X00
 
 [ 2 6 9 ] 
 
 1 4 7 2 = 000000: 
 
 1 5 7 2 = 0000pe: 
 
 [ 2 7 0 ] 
 
 1 9 4 0 = 000000000dS
 
 1 9 4 1 = W0M0D0$P: 
 
 [ 2 7 1 ] 
 
 0 = 00
 
 [ 2 7 2 ] 
 
 0 = 00SD00000000g0o00000O(ug0M0~0[000
 
 [ 2 7 3 ] 
 
 0 = 000Sn0qn00wmpO(u
0n0-Nk0000U00f0D0~0[000
 
 [ 2 7 4 ] 
 
 0 = 00M P C 0feW0f0O0`0U0D00  h t t p : / / f f d s h o w . f a i r e a l . n e t / 
 
 [ 2 7 5 ] 
 
 0 = Rgj0W0O(u-Nn00000000o000000000W0f0D0~0[000
 
 [ 2 7 6 ] 
 
 0 = B o b : 000000\ n W e a v e : 0000000\ n W e a v e o0YO0n04XT0000000000000dk00000j0W0h0TX0g0Y00
 
 [ 2 7 7 ] 
 
 0 = 0000000h0n0c}k0V I D E O I N F O H E A D E R 2 0OF0K0i0F0K00c[W0~0Y00\ n V I D E O I N F O 2 0OF0)Rpo00000000000000n000000k`1XL0RU00f0D00pg0Y00\ n JS0000n0BfV M R 7 / 9 NY	o0V I D E O I N F O 2 0fW0f01YWeY00h0e_n0c}0f0~0Y00\ n 0000n0Bf0JS0000g0c}HQL0V M R 7 / 9 n0Bfo0_Z0V I D E O I N F O 2 0O(uW0~0Y00\ n \ n -[n0v
To0tkSvt1uk0000n0g000000000!qtwt0000000000k0Y000Q0g0o0B00~0[0000000000k00c0f0cRL0puj00~0Y0n0g0r0fW0f0NU0D00
 
 [ 2 7 8 ] 
 
 0 = -NrKai00j000000k00c}W0~0Y0L00Sj04XTc}HQn000000k000	n00Qu-Nn0QRb__n0	Yf0f0~0Y00
 
 [ 2 7 9 ] 
 
 0 = Qu-Nn0QRb__n0	YfL0Sj000000\ n     O v e r l a y   M i x e r \ n     V M R \ n     V M R 9 \ n     V o b S u b \ n     f f d s h o w " 
 
 [ 2 8 0 ] 
 
 0 = 0 0eQRY00h0R
 
 [ 2 8 1 ] 
 
 0 = WveTn0000k00 0eQRY00h0Rg0ickj0&~*jkk0j00~0Y00
 
 [ 2 8 2 ] 
 
 0 = M P E G 1 / 2 00000n00
 
 [ 2 8 3 ] 
 
 0 = ؚ'W.~sg0Y0L0000000n0H u f f Y U V 00000h0o0Nc'`L0B00~0[000
 
 [ 2 8 4 ] 
 
 0 = f f d s h o w n0O(u0ybkY0000000000n0000g0Y0000000  ;   g0:SR0~0Y00
 
 [ 2 8 5 ] 
 
 0 = 0_g0j0D04XT
0h0o000000n0eQ0fH00W0f0D0j0D04XTg0Y00
 
 [ 2 8 6 ] 
 
 0 = g r a p h e d i t . e x e h0F i l e   w r i t e r 00000Oc0f0b5_P[. a c 3 0000k0a c 3 k000000U00_0000A C 3 QR0O(u	0vcfM0QY0Bfk0y_k0za0~0Y00
 
 [ 2 8 7 ] 
 
 0 = ^8^k0
N[hQg0[kg0Y00h:yg0M0j0D00000L0B00~0W0_00c0f0NU0D00
 
 [ 2 8 8 ] 
 
 0 = 1 .   f f d s h o w   v i d e o   d e c o d e r k0d0D0f0\ r \ n \ r \ n f f d s h o w o0D i v X R;u0U\Y00_00n0D i r e c t S h o w 000000000000g0Y00\ r \ n f f m p e g 000000n0l i b a v c o d e c 00 fPU\k0( X v i D 00000L0000000U00f0D00p0x v i d . d l l 0O(uW0~0Y0) 0J00s0NO000000n0R;un000000000000ؚ00_00k0m p l a y e r n000000000000000O(uW0~0Y00\ r \ n G P L n0M P E G 4 000000n0^U)Rvj0[ňg0B000X v i D 00000n0D i r e c t S h o w 00000k0We0D0f0D0~0Y00\ r \ n \ r \ n 2 .   yr_\ r \ n \ r \ n -    giSU00_0M M X 0S S E 03 D N o w ! 0000O(uY00ؚj0 fPU\\ r \ n -   U0~0V0~0j000000n00000  :   X v i D 0hQf0n000000n0D i v X \ r \ n -   M S M P E G 4   V 1 0M S M P E G 4   V 2 0M S M P E G 4   V 3 0H . 2 6 3 n0NRv0000\ r \ n -   M P E G 1 0M P E G 2 n00F0j0Nn000000n0Sbvj0000000000000000h0W0f0n0_j\ r \ n -   00ؚD0Qu00000n0_00n0;uPn00000000000\ r \ n -   R00000000000  :   C P U wL0ؚD04XTo000000000000000Rvk0n0W0~0Y0\ r \ n -   rB0D00rn0oU00^n0܈ck( M M X k0 giSU00f0D0~0Y0) \ r \ n -   2 d0n00000S00000  :   x s h a r p e n h0u n s h a r p   m a s k \ r \ n -   |0K0W0h0Bf00000\ r \ n -   0000d0M0n00000000h0-[00000x0n000000000\ r \ n -   xbSj02 d0n0000000k000000\ r \ n -   0000h000000ksn0	Yf\ r \ n -   W[U^\ r \ n -   [hQk0000n0000000  :   f f d s h o w o0G P L k0We0D0f0M^U00~0Y0\ r \ n \ r \ n 3 .   -[\ r \ n \ r \ n ]0n0F0a0U000N[g0Y00\ r \ n \ r \ n 4 .   000000\ r \ n \ r \ n f f d s h o w \ r \ n     h t t p : / / c u t k a . s z m . s k / f f d s h o w /   B00D0o0  \ r \ n     h t t p : / / s o u r c e f o r g e . n e t / p r o j e c t s / f f d s h o w / \ r \ n X v i D \ r \ n     h t t p : / / w w w . x v i d . o r g / \ r \ n f f m p e g \ r \ n     h t t p : / / f f m p e g . o r g / \ r \ n l i b m p e g 2 \ r \ n     h t t p : / / l i b m p e g 2 . s o u r c e f o r g e . n e t / \ r \ n m p l a y e r \ r \ n     h t t p : / / w w w . m p l a y e r h q . h u / \ r \ n D V D 2 A V I \ r \ n     h t t p : / / a r b o r . e e . n t u . e d u . t w / ~ j a c k e i / d v d 2 a v i / \ r \ n x s h a r p e n 0u n s h a r p   m a s k 0m s h a r p e n 0rB0D00rn0oU0k0Y00000\ r \ n     h t t p : / / s a u r o n . m o r d o r . n e t / d g r a f t / i n d e x . h t m l \ r \ n \ r \ n ]0W0f0\ r \ n D o o m 9 \ r \ n     h t t p : / / w w w . d o o m 9 . o r g / \ r \ n \ r \ n 5 .   000\ r \ n \ r \ n O(uU00_0hQf0n0000( O(uC P U n0iQ000000dO0) h0f f d s h o w o0G P L k0We0D0f0M^U00~0Y00\ r \ n c o p y i n g . t x t 0SgqW0f0O0`0U0D00\ r \ n \ r \ n \ r \ n M i l a n   C u t k a   ( m i l a n _ c u t k a @ y a h o o . c o m ) 
 
 [ 2 8 9 ] 
 
 0 = 1 .   f f d s h o w   a u d i o   d e c o d e r k0d0D0f0\ r \ n \ r \ n \ r \ n 2 .   yr_\ r \ n \ r \ n \ r \ n 3 .   -[\ r \ n \ r \ n ]0n0F0a0U000N[g0Y00\ r \ n \ r \ n 4 .   000000\ r \ n \ r \ n f f d s h o w \ r \ n     h t t p : / / c u t k a . s z m . s k / f f d s h o w /   B00D0o0\ r \ n     h t t p : / / s o u r c e f o r g e . n e t / p r o j e c t s / f f d s h o w / \ r \ n f f m p e g \ r \ n     h t t p : / / f f m p e g . o r g / \ r \ n m p l a y e r \ r \ n     h t t p : / / w w w . m p l a y e r h q . h u / \ r \ n \ r \ n ]0W0f0\ r \ n D o o m 9 \ r \ n     h t t p : / / w w w . d o o m 9 . o r g / \ r \ n \ r \ n 5 .   000\ r \ n \ r \ n O(uU00_0hQf0n0000h0f f d s h o w o0G P L k0We0D0f0M^U00~0Y00\ r \ n c o p y i n g . t x t 0SgqW0f0O0`0U0D00\ r \ n \ r \ n \ r \ n M i l a n   C u t k a   ( m i l a n _ c u t k a @ y a h o o . c o m ) 
 
 [ 2 9 0 ] 
 
 0 = f f d s h o w k0d0D0f0\ r \ n \ r \ n X v i D 000000n0V F W 000k0We0M00]0W0f0f f m p e g 000000n0l i b a v c o d e c 0000000O(uY000'W.~n0_00n0V i d e o   f o r   W i n d o w s h0D i r e c t S h o w 00000g0Y00Nn0'W.~0000000B00z^0000W0f0D0~0Y00\ r \ n \ r \ n \ r \ n yr_\ r \ n \ r \ n -   Yij0'W.~el  : \ r \ n     l i b a v c o d e c 0X v i D 0O(uY00S0h0k000M P E G - 4 h0n0Nc'`( X v i D 0D i v X   4 0D i v X   5 )   \ r \ n     D i v X   3 0M S M P E G 4 v 2 0M S M P E G 4 v 1 h0n0Nc'`\ r \ n     W M V 1 / 7 0W M V 2 / 8 \ r \ n     H 2 6 3 0H 2 6 3 + \ r \ n     Y V 1 2 rzzn0H u f f Y U V \ r \ n     M J P E G \ r \ n     M P E G - 1 \ r \ n     T h e o r a ( jnvO(ug0o0j0D0n0g00000000o0~0`0[[W0f0D0~0[00) \ r \ n     M J P E G t o o l s 000000n0m p e g 2 e n c 0000O(uY00S0h0k000M P E G - 2 \ r \ n     A S F / W M V 0A V I x0n0QR04OF00W i n d o w s   M e d i a   V i d e o   9 00000Y00hQf0n0000000\ r \ n -   hQf0k0qQn000000000  :   V[0000000V[ϑP[S0V[T02 0000000000( 0000000n0yr_k0OX[W0~0Y0) \ r \ n -   l i b a v c o d e c 0X v i D x0n0RM0N,nKbln0s0}j0xb\ r \ n -   I 0000n0 g\h0 g'Yn0\ r \ n -   l i b a v c o d e c x0n00ϑP[Sn0 g\h0 g'Yn0{V0ϑP[Sn0000h0<hP[rϑP[Sxb\ r \ n -   l i b a v c o d e c h0X v i D x0n0_vϑP[S( 00000) 0XS NOpemSl\ r \ n -   Yh0B}Nn000000n0xbSj0'W.~\ r \ n -   2 0000000000n02 !k00x0n0Nf}'W.~000000  -   X v i D zvn0Sak000\ r \ n -   2 !k0000000000  :   h0f00|xg0o0B00~0[00L00f}'W.~n0s0}j0000000n0_tek0y_za0~0Y0\ r \ n -   l i b a v c o d e c n0Q2 000000O(ug0M0~0Y0\ r \ n -   f f d s h o w 000000000k0000000n0MRQt(  gen000000n0f f d s h o w L0000000U00f0D0j0Q00p0j00~0[00) \ r \ n -   00000000-Nn0000  :   0000000000L00000cc0f0D0j0D04XT\ r \ n -   B 0000n00000  :   1 K008 ~0g0n0#}W0_0B 0000\ r \ n -   M P E G - 4 n0000000000h0hQSOvRM0܈Qn00000\ r \ n -   xbSj00000000S00000000\ r \ n -   'W.~U\\ r \ n \ r \ n \ r \ n 000000\ r \ n \ r \ n f f d s h o w \ r \ n     h t t p : / / c u t k a . s z m . s k / f f d s h o w /   B00D0o0\ r \ n     h t t p : / / s o u r c e f o r g e . n e t / p r o j e c t s / f f d s h o w / \ r \ n X v i D \ r \ n     h t t p : / / w w w . x v i d . o r g / \ r \ n f f m p e g \ r \ n     h t t p : / / f f m p e g . o r g / \ r \ n m p l a y e r \ r \ n     h t t p : / / w w w . m p l a y e r h q . h u / \ r \ n M J P E G t o o l s \ r \ n     h t t p : / / m j p e g . s o u r c e f o r g e . n e t / \ r \ n \ r \ n ]0W0f0\ r \ n D o o m 9 \ r \ n     h t t p : / / w w w . d o o m 9 . o r g / \ r \ n \ r \ n \ r \ n 000\ r \ n \ r \ n f f d s h o w o0G P L k0We0D0f0D0~0Y00c o p y i n g . t x t 0SgqW0f0O0`0U0D00\ r \ n \ r \ n \ r \ n M i l a n   C u t k a   ( m i l a n _ c u t k a @ y a h o o . c o m ) 
 
 [ 2 9 1 ] 
 
 0 = V i s t a g0o0000000000{t)jPg0[LW0j0D0P0_jW0~0[000C P U Bf0J0OD0O0`0U0D00
 
 