F o n t N a m e = 
 
 F o n t S i z e = 
 
 
 
 0 0 0 1 = ( % c : ) 00000% d g0\Ob
 
 0 0 0 2 = 0000
 
 0 0 0 3 = 000
 
 0 0 0 4 = % c n0000
 
 0 0 0 5 = O S 00000% d k0yR
 
 0 0 0 6 = ( % c : ) 00000% d k0000
 
 0 0 0 7 = 0000% d 00000% d k0000
 
 0 0 0 8 = 0000( % c : ) 00000% d K00JRd
 
 0 0 0 9 = ( % c : ) 0% s g0000000
 
 0 0 1 0 = ( % c : ) n0000000000% s k0-[
 
 0 0 1 1 = 0000eW[( % c : ) 0( % c : ) k0	Yf
 
 0 0 1 2 = 0000000% s ( % c : ) 0^h:y
 
 0 0 1 3 = 0000000% s ( % c : ) 0Qh:y
 
 0 0 1 4 = ( % c : ) 00000% d g0000000000000k0-[
 
 0 0 1 5 = 0000000% c : 0% d 000k0000000
 
 0 0 1 6 = 0000000( % c : ) n000000000% d g0te
 
 0 0 1 7 = ( % c : ) 000000000000% d g0yR
 
 0 0 1 8 = ( % c : ) n000000000% d g0yRW0te
 
 0 0 1 9 = ( % c : ) 00000% d g0N T F S x0	Yc
 
 0 0 2 0 = ( % c : ) 0W,g0000000x0	Yc
 
 0 0 2 1 = ( % c : ) 0֊t0000000x0	Yc
 
 0 0 2 2 = 0000% d n00000000hQSOJRd
 
 0 0 2 3 = 0000% d n0*grR0S_f0W0mS
 
 0 0 2 4 = 0000% d 0mS
 
 0 0 2 5 = 0000000( % c : ) 0mS
 
 0 0 2 6 = 0000000( % c : ) n0.z^00 x % 0 2 X k0	Yf
 
 0 0 2 7 = 0000000( % c : ) n00000juS0	Yf
 
 0 0 2 8 = 0000% d n0M B R 00000
 
 0 0 2 9 = 0000% d 0RgS
 
 0 0 3 0 = 0000% d 0M B R x0	Yc
 
 0 0 3 1 = 0000% d 0G P T x0	Yc
 
 
 
 0 0 3 2 = s(Wn0[L00000: % s / % s 
 
 0 0 3 3 = s(Wn0[LVpe: % d     [L00000: % s / % s 
 
 0 0 3 4 = yR000: % s / % s 
 
 0 0 3 5 = QtL0B}00~0W0_00W0p00O0J0_a0O0`0U0D0& 
 
 0 0 3 6 = 0000h0TgSW0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 
 
 0 0 3 7 = 0000: \ t \ t \ t 
 
 0 0 3 8 = 0000eW[: \ t \ t 
 
 0 0 3 9 = 00000000: \ t \ t 
 
 0 0 4 0 = 00000000: \ t \ t 
 
 0 0 4 1 = 000: \ t \ t \ t 
 
 0 0 4 2 = 00000000\Ob
 
 0 0 4 3 = 0000000: \ t \ t 
 
 0 0 4 4 = 000000000: \ t \ t 
 
 0 0 4 5 = O S 0S S D / H D D k0yR
 
 0 0 4 6 = 00000000000
 
 0 0 4 7 = 00000n0000: \ t \ t 
 
 0 0 4 8 = 00000000000000
 
 0 0 4 9 = 00000000JRd
 
 0 0 5 0 = eW0D000000000: \ t 
 
 0 0 5 1 = 000000000	Yf
 
 0 0 5 2 = 0000eW[0	Yf
 
 0 0 5 3 = 00000000^h:y
 
 0 0 5 4 = 00000000h:y
 
 0 0 5 5 = 00000k0-[
 
 0 0 5 6 = 0000000n0000000: \ t 
 
 0 0 5 7 = 0000000n0000000
 
 0 0 5 8 = HQ-000: \ t \ t 
 
 0 0 5 9 = 0000000n00000te
 
 0 0 6 0 = 00000000yR
 
 0 0 6 1 = 00000000teW0yR
 
 0 0 6 2 = 0000000n0.z^: \ t 
 
 0 0 6 3 = N T F S 0000000x0	Yc
 
 0 0 6 4 = W,g0000000x0	Yc
 
 0 0 6 5 = ֊t0000000x0	Yc
 
 0 0 6 6 = 000n0mS: \ t \ t 
 
 0 0 6 7 = 0000000hQSOJRd
 
 0 0 6 8 = mSVpe: \ t \ t 
 
 0 0 6 9 = 000n0mS
 
 0 0 7 0 = 0000n0mS
 
 0 0 7 1 = 0000000n0mS
 
 0 0 7 2 = 
 
 0 0 7 3 = 
 
 0 0 7 4 = 0000n0000: \ t \ t 
 
 0 0 7 5 = 000el: \ t \ t 
 
 0 0 7 6 = 0000n0000
 
 0 0 7 7 = W,g  - >   ֊t
 
 0 0 7 8 = ֊t  - >   W,g
 
 0 0 7 9 = 	YcCQ: \ t \ t \ t 
 
 0 0 8 0 = 0000000n0S000: \ t 
 
 0 0 8 1 = 0000000n0eW0D0000: \ t 
 
 0 0 8 2 = 00000000.~\W0f0\Ob
 
 0 0 8 3 = 0000000n0RrR
 
 0 0 8 4 = 0000000n0P}T
 
 0 0 8 5 = 0000000n0.z^n0	Yf
 
 0 0 8 6 = e0000juS: \ t \ t 
 
 0 0 8 7 = e0000juS: \ t \ t 
 
 0 0 8 8 = 0000juSn0	Yf
 
 0 0 8 9 = M B R n00000
 
 0 0 9 0 = 0000: \ t \ t \ t 
 
 0 0 9 1 = 00000RgS
 
 0 0 9 2 = M B R 0G P T x0	Yc
 
 0 0 9 3 = G P T 0M B R x0	Yc
 
 0 0 9 4 = o0D0
 
 0 0 9 5 = D0D0H0
 
 
 
 0 0 9 6 = zzM0W0O(u
 
 0 0 9 7 = 
 
 0 0 9 8 = B000000n0zzM0W0Nn00000000k0rR0S_f0~0Y00
 
 0 0 9 9 = ( % c : ) K00: 
 
 0 1 0 0 = s(Wn0( % c : ) n0000o0% s g000000( % c : ) n0000o0% s g0Y00
 
 0 1 0 1 = P l e a s e   f i r s t   c l i c k   A p p l y   o n   t h e   t o o l b a r   t o   c o m m i t   t h e   p r e v i o u s   p e n d i n g   o p e r a t i o n . 
 
 
 
 0 1 0 2 = Qtn0[L0_c0f0D0~0Y0
 
 0 1 0 3 = A O M E I   P a r t i t i o n   A s s i s t a n t o0nPL0g0M0~0W0_00Nn0Qt0xW0f0O0`0U0D00
 
 0 1 0 4 = 0[L
000000000W0f0000000000n0Qt0ck_k0[LW0f0O0`0U0D00
 
 0 1 0 5 = s(Wn0Qt% d 0Y0y0f0n0Qt% d \ n 
 
 0 1 0 6 =     ( P C 0QwRY00_L0B00~0Y0) 
 
 0 1 0 7 = < b > Ջ(uHr< / b > }Lg0M0~0[000
 
 0 1 0 8 = NK00S000n0Qt0[LW0f000W0D0g0W00F0K00
 
 0 1 0 9 = S000n0Qt0[LY00_00k00P C 0QwRY00_L0B00~0Y0000W0D0g0W00F0K00QwR_0000k0eQ0MRk000000000L0P r e O S 000g0[LW0f0egS000n00000000Qt0[sW0~0Y00
 
 0 1 1 0 = < s y s t e m > \ a m p a . e x e ~0_0o0< s y s t e m > \ s y s t e m 3 2 \ a m p a . s y s 0000L0d0K00~0[000000000000Q000000Y00S0h00Y0Y00~0Y00
 
 0 1 1 1 = P r e O S n0Mn0000n0fek01Y%W0~0W0_00
 
 0 1 1 2 = 00000n0}Ɩk01Y%W0~0W0_000000000000~0_0o000000000L0S0n0Qt0gPY00S'`L0B00~0Y0n0g00-NbkW0f0O0`0U0D00
 
 0 1 1 3 = P C n0QwRk01Y%W0~0W0_00Kb\Omig0P C 0QwRW0f0O0`0U0D00
 
 0 1 1 4 = < b > QtSBf: < / b >   S000n0Qt0[NY00~0g0< b > % s < / b > N
NK0K00K00W00~0[000
 
 
 
 0 1 1 5 = eQ
 
 0 1 1 6 = Ջ(uHrg0Y0L00[hQHr0eQY00_L0B00~0Y00\ n \ n S0n0TL0}YM0j0eo00S0n0000< u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p u r c h a s e . h t m l ? p a " > h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / < / a > < / f o n t > < / u > 0000W0f0T0eQO0`0U0D00\ n \ n \ n < b > Ջ(uHrn06RP: < / b >   1 0 0 M B 0H0_00000000Qto0[L
NS0< b r > ]0W0f00000000g01 0 0 M B 0H0_00000b'Y0.~\< b r > L0g0M0~0[000
 
 0 1 1 7 = s a l e s @ a o m e i t e c h . c o m 
 
 0 1 1 8 = Ջ(uHrg0Y0L00[hQHr0eQY00_L0B00~0Y00\ n \ n S0n0TL0}YM0j0eo000eQ
000000000W0f0O0`0U0D00B00D0o0< f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : % s " > % s < / a > < / f o n t > ~0g0T0#a}O0`0U0D00\ n \ n \ n < b > Ջ(uHrn06RP: < / b >   1 0 0 M B 0H0_00000000Qto0[L
NS0< b r > ]0W0f00000000g01 0 0 M B 0H0_00000b'Y0.~\< b r > L0g0M0~0[000
 
 
 
 0 1 1 9 = eQ( & B ) 
 
 0 1 2 0 = 00000( & C ) 
 
 0 1 2 1 = 000( & H ) 
 
 0 1 2 2 = x( & O ) 
 
 0 1 2 3 = [L( & P ) 
 
 
 
 0 1 2 4 = 0000000n00000eW[0	Yf
 
 0 1 2 5 = 
 
 0 1 2 6 = eW0D00000eW[( & L ) : 
 
 0 1 2 7 = 0000000n00000eW[0	Yf0
 
 0 1 2 8 = U S B 00000000
Ng00W i n d o w s o0R0f0n0W,g0000000W0K0X%Rg0M0~0[000W,g0000000L0j0D04XT0R0f0n0֊t0000000W0K0X%Rg0M0~0[000W0K0W0xbU00_00000000o0R0f0g0o0j0D0n0g000000eW[n0-[L0g0M0~0[000
 
 0 1 2 9 = !qW0
 
 
 
 0 1 3 0 = 0000000n0s(Wn0.z^I D : 
 
 0 1 3 1 = 0000000n0eW0D0.z^I D : 
 
 0 1 3 2 = xbU00_00000000n0.z^I D 0	Yf0
 
 
 
 0 1 3 3 = e0000juS( 1 6 ۏ6R) : 
 
 0 1 3 4 = 0000000n00000juS0	Yf0
 
 
 
 0 1 3 5 = 000000000000
 
 0 1 3 6 = c h k d s k . e x e 0Oc0f000000000n000000000( & E ) 
 
 0 1 3 7 = 0000000n0
No00000000( & W ) 
 
 0 1 3 8 = 00000000Y0000000000xbW0f0O0`0U0D00
 
 0 1 3 9 = 00000
 
 
 
 0 1 4 0 = 0000fe
 
 0 1 4 1 = 0000-N& 
 
 0 1 4 2 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / u p g r a d e . i n i 
 
 0 1 4 3 = 0000x0n0c}o01YWeW0~0W0_000000000k0ck8^k0c}g0M00S0h00xW0f0O0`0U0D00
 
 0 1 4 4 = `1X
 
 0 1 4 5 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / 
 
 0 1 4 6 =  ge00000( % d . % d ) L0iQU00f0D0~0Y000c0h0`1X0w0_0D0g0Y0K00\ n \ n % s 
 
 0 1 4 7 = Y0g0k0 ge00000g0Y00
 
 
 
 0 1 4 8 = 0000000hQSOJRd( & D ) 
 
 0 1 4 9 = 0000000hQSOJRdh00000000hQSOmS( & E ) 
 
 0 1 5 0 = S0n00000g0o0000000000000+T0~0Y0000000000000L0JRdU000h00P C L0wRg0M0~0[00n0g0000W0D0g0W00F0K00
 
 0 1 5 1 = 0000000hQSOmS
 
 
 
 0 1 5 2 = 0000000o0000L0B00~0Y00c h k d s k . e x e   / f 00000Oc0f0O_W0f0K000	Yc0Lc0f0O0`0U0D00
 
 0 1 5 3 = xbU00_00000000n0000000000	Yc0
 
 0 1 5 4 = N T F S x0	YcY00k0o00P C 0QwRY00_L0B00~0Y0n0g0000W0D0g0W00F0K00
 
 0 1 5 5 = 
 
 0 1 5 6 = 
 
 0 1 5 7 = S0n00000000g0[L-Nn000000000L0B00~0Y0n0g00	YcQtL0}Q0~0[000ck8^k0}Q00_00k00]000n0000000000X0f0O0`0U0D0000W0D0g0W00F0K00
 
 
 
 0 1 5 8 = G P T / M B R 0	Yc
 
 0 1 5 9 = M B R h0G P T 0000n0	Yc0
 
 0 1 6 0 = 00000000o0W i n d o w s n00000000( p a g e f i l e . s y s ) L0% c : 0000000k0B00S0h00iQW0~0W0_00]000 NBfJRdW0f0K00S0n0Qt0QfLW0f0O0`0U0D00
 
 0 1 6 1 = 00000000o000000000000% s 0000x0n0	YcL00000U00f0D0~0[000A O M E I   D y n a m i c   D i s k   C o n v e r t e r ( 0000000000	YchV) 0Oc0f0S0n000000W,g0000x0	YcW0f0K00QfLY00S0h00Y0Y00~0Y00
 
 0 1 6 2 = 00000000	Yc_o0QwRg0M0~0[00n0g0000000000o0G P T h0M B R 0000n0	YcL00000U00f0D0~0[000
 
 0 1 6 3 = S0n00000o02 T B 0H0f0000000000O	gW0f0D0~0Y0n0g00M B R x0	Ycg0M0~0[000S0n00000n00000000hQSO0JRdW0f0K000	Ycn0[LL0g0M0~0Y00
 
 0 1 6 4 = S0n0G P T 0000n00000000peL04 N
Ng0M B R 0000x0	Ycg0M0~0[00000000000r^JRdW0f00000000peL04 NNn04XTS0n0	YcL0	gRk0j00~0Y00
 
 0 1 6 5 = S0n0G P T 00000M B R 0000x0	YcW0f000W0D0g0W00F0K00
 
 0 1 6 6 = s(Wn0O S ( W i n X P ~0_0o0W i n 2 0 0 0 ) o0G P T 0000L00000U00f0D0~0[00n0g00S0n000000G P T x0	Ycg0M0~0[000G P T 0000L0O(ug0M00k0o0000000W i n 7 ~0_0o0S e r v e r 2 0 0 8 k0000000Y00S0h00Y0Y00~0Y00
 
 0 1 6 7 = S0n0M B R 00000G P T 0000x0	YcW0f000W0D0g0W00F0K00
 
 0 1 6 8 = S0n000000G P T x0	YcY00_00n00000WL00~0[000~`1Xo0F A Q 0T0SgqO0`0U0D00
 
 
 
 0 1 6 9 = W,g0֊tx0n0	Yc
 
 0 1 7 0 = W,g0000000h0֊t0000000n0	Yc0
 
 0 1 7 1 = xbU00_00000000" % s ( % c : ) " o0W,g0000000K00֊t0000000k0	YcW0~0Y00
 
 0 1 7 2 = S0n00000000n0zzM0WL02 5 6 M B NNg00֊t0000000x0	Ycg0M0~0[0000000000k0O(uW0j0D000000JRdW0f002 5 6 M B N
Nn0W0>eW0f0K00	Yc0[LY00S0h00Y0Y00~0Y00
 
 0 1 7 3 = xbU00_00000000" % s ( % c : ) " o0֊t0000000K00W,g0000000k0	YcW0~0Y00
 
 
 
 0 1 7 4 = 0000000n000000000( & L ) : 
 
 0 1 7 5 = 0000eW[( & D ) : 
 
 0 1 7 6 = .z^-[( & C ) : 
 
 0 1 7 7 = 00000000( & F ) : 
 
 0 1 7 8 = 000h0MOn
 
 0 1 7 9 = 0000000Y00MRn0*grR0S_f0W( & U ) : 
 
 0 1 8 0 = 0000000n0000( & S ) : 
 
 0 1 8 1 = 0000000Y00_n0*grR0S_f0W( & F ) : 
 
 0 1 8 2 = S S D 0000000n0000000( & A ) : 
 
 0 1 8 3 = s0}( & A ) 
 
 0 1 8 4 = eW0D00000000n0000h0MOnk0Y00`1X0-[W0f0O0`0U0D00
 
 0 1 8 5 = eQRU00_000000000o0 g'Yw0H0~0W0_00
 
 0 1 8 6 = yRg0M000000g00W i n d o w s o0R0f0n0W,g0000000W0K0X%Rg0M0~0[000W,g0000000L0j0D04XT0R0f0n0֊t0000000W0K0X%Rg0M0~0[000e\Obn00000000o00000eW[L0B00~0[00L00}Q0f000W0D0g0W00F0K00
 
 0 1 8 7 = ֊t0000000
 
 0 1 8 8 = W,g0000000
 
 0 1 8 9 = xbU00_0*grR0S_f0Wn0000L00j0D0n0g0000000000\Obg0M0~0[000
 
 0 1 9 0 = xbU00_0S0n0*grR0S_f0Wg000000000\Obg0M0~0[000
 
 0 1 9 1 = 000000W0f0D0j0D0
 
 0 1 9 2 = 00000
 
 
 
 0 1 9 3 = S S D 0000000000000 giS( & P ) 
 
 0 1 9 4 = eW0D00000000n0000: 
 
 0 1 9 5 = e\Obn00000000n00000c[W0~0Y00
 
 0 1 9 6 = 00000000o0% s W0% c : 0000K00rR0S_f00e00000000\ObW0~0Y00% c : 0000o0% s k0n.~U00~0Y00
 
 
 
 0 1 9 7 = 0000000n0JRd( & D ) 
 
 0 1 9 8 = xbU00_000000000JRd~0_0o0S0n00000000n0Y0y0f0n00000mSW0~0Y00
 
 0 1 9 9 = 00000000JRdW0f00000mS( & E ) 
 
 
 
 0 2 0 0 = 00000000
 
 0 2 0 1 = S0n00000000n0000MNn0Y0y0f0n000000xW0~0Y00
 
 0 2 0 2 = 00000000000W0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 0 2 0 3 = 00000W0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 0 2 0 4 = 00000S0n00000000g0d0K00~0[00g0W0_00
 
 
 
 0 2 0 5 = Y00~0[00L00s(Wn0QtL000000U00~0W0_00\ r \ n `1X000:   % d \ r \ n 
 
 0 2 0 6 = f:   
 
 0 2 0 7 = \ r \ n 0c0h0`1X:   
 
 0 2 0 8 = 00000000000L0Nn000000000k0Oc0f0D0~0Y0n0g00}Ɩk01Y%W0~0W0_00Y0y0f0n0Nn0000000000X0f0QfLW0f0O0`0U0D00
 
 0 2 0 9 = 0000eW[0	YfY00Bfk0G U I D n0rR0S_f0L01Y%W0~0W0_00P C 0QwRW0f0K00QfLW0f0O0`0U0D00
 
 0 2 1 0 = S0n00000n000000000000L0͑j0c0f0D0~0Y00
 
 0 2 1 1 = S0n0Qto000000000000U00~0W0_00
 
 0 2 1 2 = W i n d o w s 6R_0000Oc0f0S0n00000000n0b'Yk01Y%W0~0W0_00
 
 0 2 1 3 = xGr0000L0YY0N0g0Y00000000000000W0f0nD0f0O0`0U0D00B00D0o00000000n0zzM0WL00~0[000
 
 
 
 0 2 1 4 = 00000n0000: 
 
 0 2 1 5 = xbU00_000000000000000
 
 0 2 1 6 = 00000000000000Y004XT0S0n00000000n0000hQSOL0mSU00~0Y00
 
 0 2 1 7 = 00000( % s ) 
 
 
 
 0 2 1 8 = 
 
 0 2 1 9 = 
 
 0 2 2 0 = 
 
 
 
 0 2 2 1 = xbU00_0^h:yn000000000Qh:y0
 
 0 2 2 2 = xbU00_000000000^h:y0
 
 0 2 2 3 = S0n000000000Qh:yY00h00S0n00000000k00000eW[0Rvk0rR0S_f0f000W0D0g0W00F0K00
 
 0 2 2 4 = S0n000000000^h:yY00h00S0n00000000n00000eW[L0	YfU00~0Y0n0g0000W0D0g0W00F0K00
 
 
 
 0 2 2 5 = S0n000000M B R ~0_0o0G P T 0000k0RgSW0~0Y00
 
 0 2 2 6 = 0000k0RgS: 
 
 
 
 0 2 2 7 = 
 
 0 2 2 8 = 
 
 0 2 2 9 = 
 
 0 2 3 0 = 
 
 
 
 0 2 3 1 = 000U00_000000
 
 0 2 3 2 = 0000% d 0000W0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 0 2 3 3 = 0000000( % c : ) 0000W0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 0 2 3 4 = 00000L03 RN
N000U00~0W0_00000000
000000000W0f0B}NW0f0O0`0U0D00P C 0QwRW0f0K00QfLW0f0O0`0U0D00
 
 
 
 0 2 3 5 = 0000n0xb: 
 
 0 2 3 6 = 
Nk0xbU00_000000000S0n0000000000000x0P}T: 
 
 0 2 3 7 = Nd00Tc0_000000000 Nd0k0P}TW0~0Y00B00D0o0*grR0S_f0W0 Nd0n00000000k0P}TW0~0Y00
 
 0 2 3 8 = B000000000000000000000000k0P}TY004XT000000000000n000000000L0N T F S g0B00S0h0L0_g0Y00s(Wn000000000000L0F A T 3 2 g00000000000000N T F S x0	YcW0f0K00S0n0P}TQtL0ck8^k0[Lg0M0~0Y00
 
 0 2 3 9 = 0000% d 
 
 0 2 4 0 = *grR0S_f0
 
 0 2 4 1 = s(WS0n000000000o0N T F S h0F A T 3 2 0000000n0P}TW0K00000U00f0D0~0[000
 
 0 2 4 2 = 0000000000000xbW0f0O0`0U0D00
 
 0 2 4 3 = P}TW0_0D000000000Nd0xbW0f0O0`0U0D00
 
 0 2 4 4 = P l e a s e   f i r s t   c l i c k   A p p l y   o n   t h e   t o o l b a r   t o   c o m m i t   t h e   p r e v i o u s   p e n d i n g   o p e r a t i o n s ,   a n d   r e t r y . 
 
 0 2 4 5 = 0000% d   ( G P T ) 
 
 0 2 4 6 = 0000% d   ( yRg0M00) 
 
 0 2 4 7 = 00000000o0B00N T F S 00000000F A T 3 2 0000000k0P}Tg0M0~0[000F A T 3 2 0N T F S x0	YcW0f0K00P}Tg0M0~0Y00
 
 0 2 4 8 = 0000( % c : ) n0000hQSOL0% c : \ c o p i e d - d r i v e k0P}TU00~0Y00
 
 0 2 4 9 = 0000( % c : ) n0000hQSOL0% c : \ % c - d r i v e k0P}TU00~0Y00  
 
 0 2 5 0 = 0000000000h000000000000L0 Nd0k0P}Tg0M0~0[000
 
 0 2 5 1 = 00000000000~0_0o00000000000o0MRn00000000h0P}Tg0M0~0[000
 
 0 2 5 2 = 00000000000h00000000000o00000000000k0P}Tg0M0~0[000
 
 
 
 0 2 5 3 = 000000000000W0f00000000n0MOn0yRW0f0O0`0U0D00
 
 0 2 5 4 = WL00~0[000*grR0S_f0Wn0000% s N
N_L0B00~0Y00( % c : ) 00000000.~\W0f0eg>eQfYWN[sS0n0yR0000000Qt0~0_0o0eQ NN< f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / g e t - f u l l . h t m l " > < b > A O M E I   P a r t i t i o n   A s s i s t a n t [hQHr< / b > < / a > < / f o n t > eg[sfup;mn00000000Qt0
 
 
 
 0 2 5 5 = S0n000000000yRW0_0D0( & I ) 0
 
 0 2 5 6 = 000000000000001SW0f00S S D ~0_0o0H D D 00000 giSW0~0Y0( & A ) 0
 
 0 2 5 7 = bRNn00000000WW:N0000000c[ N*NeW0D0000~0_0o0MOn0
 
 0 2 5 8 = xbU00_000000000^gMOnk0yRW0~0Y00
 
 0 2 5 9 = (Wte`On00000000000KNMRbN^`O000000`On0͑0000
 
 
 
 0 2 6 0 = 0000000000000n0-[: 
 
 0 2 6 1 = S S D ~0_0o0H D D 00000 giSY00_00k0000000000000000W0~0Y00
 
 0 2 6 2 = s(W0000000o0xbU00_0000k0_c0f0000000W0f0D0~0Y0n0g000F0 NV000000Y00_L0B00~0[000
 
 0 2 6 3 = % d   000
 
 
 
 0 2 6 4 = Qt2Wc
 
 0 2 6 5 = }2Wc
 
 0 2 6 6 = s(Wn02Wc
 
 0 2 6 7 = Y0y0f0n0Qt0[NW0_0_Rvk0000000U00~0Y0( & S ) 0
 
 0 2 6 8 = S0n0Qt000000W0~0Y0K000x
000000000W0_0_000000000o0,gQt0[LW0_0_k0Rvk000000U00~0Y00000
NteT0Q00_00k0000000000n0000007_6RB}NW0j0D0g0O0`0U0D00
 
 0 2 6 9 = Y0y0f0n0QtL0ck8^k0[NW0~0W0_00< b r > < b r > Y o u   c a n   s h a r e   y o u r   e x p e r i e n c e   a n d   h a p p i n e s s   w i t h   o t h e r s   o n   o u r   < u > < f o n t   c o l o r = " # 0 0 0 0 f f " > < a   h r e f = " h t t p : / / w w w . a o m e i t e c h . c o m / f o r u m / ? p a " > f o r u m < / a > < / f o n t > < / u > ,   t h a n k s !   G o   t o   A O M E I   F o r u m :   < b r > < u > < f o n t   c o l o r = " # 0 0 0 0 f f " > < a   h r e f = " h t t p : / / w w w . a o m e i t e c h . c o m / f o r u m / ? p a " > h t t p : / / w w w . a o m e i t e c h . c o m / f o r u m / < / a > < / f o n t > < / u > 
 
 
 
 0 2 7 0 = 00000
 
 0 2 7 1 = % s   ( 0000% d ) 
 
 0 2 7 2 =       8^      
 
 0 2 7 3 =       0000000`1X      
 
 0 2 7 4 =       00000000`1X      
 
 
 
 0 2 7 5 = QfL( J0Y0Y00n0Qt) ( & R ) 
 
 0 2 7 6 = P C 0QwR( & R ) 
 
 0 2 7 7 = 00000Qt( & C ) 
 
 0 2 7 8 = Qtel0xbW0f0O0`0U0D0\ n \ n 1 00QfL
000000000W0f0S000n00000000g0[LU00f0D00Nn0000000000X0f0O0`0U0D00( J0Y0Y00n0el) \ n 2 000000QwR
0000A O M E I   P a r t i t i o n   A s s i s t a n t (WQwR000-N[NS000n00000000Qt0\ n 3 000000,g!kQt0`OSNP C 0QwRv^QfL0
 
 0 2 7 9 = 0000000( % s ) L0O(uU00f0D0~0Y0n0g00S000n0QtL0[Ng0M0~0[000
 
 
 
 0 2 8 0 = s(Wn0O S n0M B R .z^n0-[: 
 
 0 2 8 1 = M B R 0O_k00000~0_0o0M B R k00000000R0
 
 
 
 0 2 8 2 = 00000000000
 
 0 2 8 3 = 000000000000000W0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 0 2 8 4 = Y00~0[00L0000000d0K00~0[00g0W0_000000n00000L0Nn000000000k00c0f0000U00f0D00S'`L0B00_000A O M E I   P a r t i t i o n   A s s i s t a n t L0S000n00000k00000g0M0~0[000P C 0QwRW0f0QfLW0f0O0`0U0D00
 
 
 
 0 2 8 5 = xbU00_000000000000000000000k0-[W0~0Y00
 
 0 2 8 6 = S0n000000000000000000000k0-[W0f00S0n00000n0Nn0W,g00000000^0000000000k0j0c0f000W0D0g0W00F0K00
 
 
 
 0 2 8 7 = 000000000000000( & P ) : 
 
 0 2 8 8 = xbU00_00000000k0000000000-[W0~0Y00
 
 
 
 0 2 8 9 = E X T 4 
 
 0 2 9 0 = % c 0* 0% c 0% c k0P}T
 
 0 2 9 1 = % c 0% c 0% c k0P}T
 
 0 2 9 2 = *grR0S_f0W0% c k0P}T
 
 0 2 9 3 = ( % c : ) 0.~\W0f0( % c : ) 0\Ob
 
 0 2 9 4 = ( % c : ) 0RrRW0f0( % c : ) 0\Ob
 
 0 2 9 5 = 
 
 0 2 9 6 = 
 
 0 2 9 7 = 
 
 0 2 9 8 = 
 
 0 2 9 9 = 
 
 0 3 0 0 = 
 
 
 
 0 3 0 1 = [hQHr0eQ( & G ) 
 
 0 3 0 2 = !|euHro0S0n0_jL00000U00f0D0~0[000< f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / g e t - f u l l . h t m l " > h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / < / a > < / f o n t > 00000W0f0[hQHr0eQg0M0~0Y00
 
 0 3 0 3 = UOK0T0OUL0B00~0W0_000T0`naj0O0000g0T0#a}O0`0U0D0:   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : s u p p o r t @ a o m e i t e c h . c o m " > s u p p o r t @ a o m e i t e c h . c o m < / a > < / f o n t > ~0_0o0< f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " m a i l t o : s a l e s @ a o m e i t e c h . c o m " > s a l e s @ a o m e i t e c h . c o m < / a > < / f o n t > 
 
 0 3 0 4 = Qto0}Q0~0[00n0g00,gTn0[hQHr0T0eQO0`0U0D00
 
 0 3 0 5 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / g e t - f u l l . h t m l 
 
 
 
 0 3 0 6 = CQn00000000n0000: 
 
 
 
 0 3 0 7 = 000n0fM0cH0Vpe( & P ) : 
 
 0 3 0 8 = xbU00_0*grR0S_f0Wn0000hQSO0mSW0~0Y00
 
 0 3 0 9 = 1 K001 0 0 ~0g0n0tepe0eQRW0f0O0`0U0D00
 
 
 
 0 3 1 0 = 0000mSVpen0c[( & S ) : 
 
 0 3 1 1 = S0n00000n00000000hQSOn0JRd0]0W0f0S0n00000n0000hQSO0mSW0~0Y00
 
 0 3 1 2 = S0n000000000JRd0]0W0f0S0n00000000
Nn0000hQSO0mSW0~0Y00
 
 0 3 1 3 = S0n00000o0000000000000+T00000000000000mSW0_000P C L0wRg0M0~0[000S0n0Qt0[LW0f000W0D0g0W00F0K00
 
 0 3 1 4 = 0000000mSVpen0c[( & S ) : 
 
 
 
 0 3 1 5 = 000n00000k01Y%W0~0W0_00
 
 0 3 1 6 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p u r c h a s e . h t m l ? p a 
 
 0 3 1 7 = C h e n g D u   A o M e i   T e c h   C o . ,   L t d . 
 
 0 3 1 8 = A O M E I   P a r t i t i o n   A s s i s t a n t 00Hr  ( e,g) 
 
 0 3 1 9 = A O M E I   P a r t i t i o n   A s s i s t a n t 000Hr  ( e,g) 
 
 
 
 0 3 2 0 = A O M E I   P a r t i t i o n   A s s i s t a n t o0W i n d o w s   N T / 2 0 0 0 / X P / 2 0 0 3 / V i s t a / 2 0 0 8 TW i n d o w s   7 / 8 n0tXg0[LW0j0Q00p0j00~0[000
 
 0 3 2 1 = A O M E I   P a r t i t i o n   A s s i s t a n t o0[LW0f0D0~0Y00
 
 0 3 2 2 = A O M E I   P a r t i t i o n   A s s i s t a n t o0{t)jPg0[LW0j0Q00p0j00~0[000
 
 0 3 2 3 = 00000n0000k01Y%W0~0W0_00000000000Q000000~0_0o0Q000000W0f0O0`0U0D00
 
 0 3 2 4 = ,gTo0W i n d o w s [hQ000g0[Lg0M0~0[000
 
 0 3 2 5 = s(Wn000000o0000g00000U00f0D0~0[000A O M E I   P a r t i t i o n   A s s i s t a n t 000Hr0T0)R(uO0`0U0D00
 
 0 3 2 6 = P^D P I 09 6 ( 1 0 0 % ) k0teW0f000000000;ub0 giSg0h:yY00S0h00Y0Y00~0Y00
 
 0 3 2 7 = A O M E I   P a r t i t i o n   A s s i s t a n t 
 
 
 
 0 3 2 8 = A O M E I   P a r t i t i o n   A s s i s t a n t OmiHr  ( e,g) 
 
 0 3 2 9 = A O M E I   P a r t i t i o n   A s s i s t a n t jnHr  ( e,g) 
 
 0 3 3 0 = A O M E I   P a r t i t i o n   A s s i s t a n t bSHr  ( e,g) 
 
 0 3 3 1 = A O M E I   P a r t i t i o n   A s s i s t a n t 00Hr( Ջ(uHr)   ( e,g) 
 
 0 3 3 2 = A O M E I   P a r t i t i o n   A s s i s t a n t 000Hr( Ջ(uHr)   ( e,g) 
 
 0 3 3 3 = A O M E I   P a r t i t i o n   A s s i s t a n t 00Hr( Ջ(uHr)   ( e,g) 
 
 0 3 3 4 = A O M E I   P a r t i t i o n   A s s i s t a n t 000Hr( Ջ(uHr)   ( e,g) 
 
 0 3 3 5 = A O M E I   P a r t i t i o n   A s s i s t a n t Ջ(uHr  ( e,g) 
 
 0 3 3 6 = A O M E I   P a r t i t i o n   A s s i s t a n t !|euHr  ( e,g) 
 
 0 3 3 7 = C o p y r i g h t   ( C )   2 0 0 9 - 2 0 1 4   A O M E I   T e c h n o l o g y   C o . ,   L t d .   Hr)j0@b	gW0~0Y00
 
 0 3 3 8 = 0000n0000000: \ n \ n < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p " > h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / < / a > < / f o n t > < / u > 00000W0f00 ge00000n0000000000S_g0M0~0Y00
 
 
 
 0 3 3 9 = A O M E I   P a r t i t i o n   A s s i s t a n t L0QtU0000000000g0[LW0f0D0~0Y00S0n0Qt0[LY00k0o000P C 0QwR
000000W0f0000000000P r e O S ( QwR) 000g0[LY000F0k0W0f0O0`0U0D00P C 0QwRW0_0O0j0D0n0g0B00p0000000000000(  N,o0C : \ P r o g r a m   F i l e s ) k0000000Y00S0h00Y0Y00~0Y00
 
 0 3 4 0 = 00000000000QwRY00S0h0o00000000k0[Y00	YfQt04xhY00S0h0k0j00~0Y0000W0D0g0W00F0K00
 
 0 3 4 1 = h t t p : / / w w w . a o m e i t e c h . c o m / j p 
 
 0 3 4 2 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / n e w s l e t t e r . h t m l 
 
 0 3 4 3 = 00000n00i(u
000000000W0f00MRn0Qt0irt0000k0OX[W0f0nD0f0O0`0U0D00]0n0_0,gT0Oc0f0s(Wn0Qt0}Lg0M0~0Y00
 
 0 3 4 4 = S0n0MOng00c0h000000000\Obg0M0~0[00n0g00M B R 0000g02 T B 0H0_00000n0+g>\n0WL0)R(ug0M0~0[000S0n000000G P T 0000x0	YcW0_000\Obg0M0~0Y00
 
 0 3 4 5 = s(Wn00000g0ek0d0n00000000L0B00~0Y000c0h000000000\ObY00k0o00~0Z0S0n00000k0B00 Nd0n000000000֊t0000000x0	YcW0f0O0`0U0D00S0n0|{Hro0W,g0֊t0000000n0	YcL00000U00f0D0~0[00n0g00S0n0OUL0zlY00k0o0[hQHr0T0eQO0`0U0D00
 
 0 3 4 6 = m a i l t o : ? s u b j e c t = j0K0j0K0oD000000000000T:   A O M E I   P a r t i t i o n   A s s i s t a n t & b o d y = H e l l o 0% 0 A % 0 A S00o0oD0Th0`D0~0Y000000000n000000000n000000000000n00000\Ob0JRdj0i0YO0n0_j0cc0f0D0~0Y00\0r0f0f0O0`0U0D00% 0 A % 0 A o0!qeg0)R(ug0M0~0Y00h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / f r e e - p a r t i t i o n - m a n a g e r . h t m l 000000g00000 0g0M0~0Y0{	0
 
 0 3 4 7 = 0000000n0b5_00000n0[Lk01Y%W0~0W0_0000000000n0000000000000g0S0n0000000[LW0f0O0`0U0D00
 
 0 3 4 8 = 000n00000k01Y%W0~0W0_00h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / t u t o r i a l s . h t m l 00000000000W0f00000S_W0f0O0`0U0D00
 
 0 3 4 9 = P D F 000000000n00000k01Y%W0~0W0_000F 1 
00bNW0f000000000000000W0f0O0`0U0D00
 
 0 3 5 0 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / h o m e - u p g r a d e . h t m l 
 
 0 3 5 1 = M B R 0000x0	Yc
 
 0 3 5 2 = G P T 0000x0	Yc
 
 0 3 5 3 = ֊t0000000x0	Yc
 
 0 3 5 4 = W,g0000000x0	Yc
 
 
 
 0 3 5 5 = ֊t0000000x0	Yc( & N ) 
 
 0 3 5 6 = W,g0000000x0	Yc( & N ) 
 
 0 3 5 7 = ^h:yW0_000000000Qh:y( & H ) 
 
 0 3 5 8 = M B R 0000x0	Yc( & O ) 
 
 0 3 5 9 = G P T 0000x0	Yc( & O ) 
 
 0 3 6 0 = s(Wn00000g000000000000L0͑j00000L0B00~0Y00S0n00000O_W0j0Q00p0j00~0[000]0F0g0j0Q00p00S0n00000000n0000L0teg0M0~0[000S0n00000O_W0f000W0D0g0W00F0K00
 
 0 3 6 1 = 00000000000n00000bRk0O_W0~0W0_00O_0	gRY00k0o000x
000000W0f0P C 0QwRW0f0O0`0U0D00
 
 0 3 6 2 = 
 
 0 3 6 3 = Y00~0[00L0000000000000n0O_k01Y%W0~0W0_00
 
 0 3 6 4 = 0000000n0^h:y( & H ) 
 
 0 3 6 5 = i(u_n0B000000000QtL0B00~0Y0n0g00000000000B}NY00MRk0S000n0Qt0i(uW0~0Y0K00
 
 0 3 6 6 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / t u t o r i a l s . h t m l 
 
 0 3 6 7 = xbU00_00000n00000000hQSO0JRd0~0_0o0000hQSO0mSW0~0Y00
 
 
 
 0 3 6 8 = 00000000wRBfk0T000000`1X00000( & C ) 0
 
 0 3 6 9 = 
No000n00000
 
 0 3 7 0 = Y( & S ) 
 
 0 3 7 1 = 00000000( & Q ) 
 
 0 3 7 2 = ck8^
 
 0 3 7 3 = 
No
 
 0 3 7 4 = 0000000
 
 0 3 7 5 = 00000000: 
 
 0 3 7 6 = L}NBf: 
 
 0 3 7 7 = k0Bf: 
 
 0 3 7 8 = 0Y
000000000W0f0000000YW0~0Y00
 
 0 3 7 9 = 
No000n00000
 
 0 3 8 0 = d0K0c0_0
No000o0Nn00g0Y0: \ n 
 
 0 3 8 1 = 
No000:   % I 6 4 d \ n 
 
 0 3 8 2 = 0000-N& \ n 
 
 0 3 8 3 = {-N& 
 
 0 3 8 4 = 0000L0[NW0~0W0_00\ n 
 
 0 3 8 5 = 0000L0[NW0~0W0_00000000
000000000W0f0B}NW0~0Y00\ n 
 
 
 
 0 3 8 6 = w i n c h k . e x e n0|Ts0QW0n01YWeW0~0W0_00S0n000000000o0,g00000000000000000000( % s ) g0d0K00~0[000
 
 0 3 8 7 = ( % c : ) 00000W0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& \ n - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - \ n 
 
 0 3 8 8 = 00000000000Bf000L0zvuW0~0W0_00c h k d s k . e x e 0Oc0f0S0n0000000000000W0f0O0`0U0D00
 
 0 3 8 9 = 0000000n00000te
 
 
 
 0 3 9 0 = 0000000
 
 0 3 9 1 = 00000000
 
 0 3 9 2 = [ϑ
 
 0 3 9 3 = *gO(u
 
 0 3 9 4 = .z^
 
 0 3 9 5 = O(un
 
 0 3 9 6 = 00000
 
 0 3 9 7 = 00000
 
 0 3 9 8 = 0000
 
 0 3 9 9 = 000
 
 0 4 0 0 = 000
 
 0 4 0 1 = A O M E I   P a r t i t i o n   A s s i s t a n t   d o e s   n o t   s u p p o r t   t o   m a n a g e   d y n a m i c   d i s k s   i n   a   W i n P E ,   b u t   y o u   c o u l d   m a n a g e   t h e m   i n   a   n o n - W i n P E ,   s u c h   a s   W i n d o w s   7 . 
 
 0 4 0 2 = !|euHro0G P T 0000L00000U00f0D0~0[0000000Y00k0o00[hQHr0T0eQO0`0U0D00
 
 0 4 0 3 = 0000o00000000000g00W i n d o w s 0000000000g0R0fH0S0n0000000000000000k0R0fH0W0f0K00Qt0[LW0f0O0`0U0D00
 
 0 4 0 4 = 0000000000
 
 0 4 0 5 = 000000000
 
 0 4 0 6 = 0000% d `1X
 
 0 4 0 7 = }000:   % s 
 
 0 4 0 8 = ~^UOi :   % I 6 4 d ,   % d ,   % d 
 
 0 4 0 9 = O(un:   % s 
 
 0 4 1 0 = 0000000:   % s 
 
 0 4 1 1 = 0000000n0.z^
 
 0 4 1 2 = *grR0S_f0
 
 0 4 1 3 = *g000000n0
 
 0 4 1 4 = e x F A T 
 
 0 4 1 5 = E X T 2 
 
 0 4 1 6 = E X T 3 
 
 0 4 1 7 = O t h e r 
 
 0 4 1 8 = F A T 1 2 
 
 0 4 1 9 = F A T 1 6 
 
 0 4 2 0 = F A T 3 2 
 
 0 4 2 1 = N T F S 
 
 0 4 2 2 = 
Nf
 
 0 4 2 3 = 0000000000:   % s 
 
 0 4 2 4 = 0000% d   ( % s ) 
 
 
 
 0 4 2 5 = 	ge_j
 
 0 4 2 6 = 0000000n0te
 
 0 4 2 7 = 000Wn0rR0S_f0
 
 0 4 2 8 = W,g0000000x0	Yc
 
 0 4 2 9 = 0c0h0_j
 
 0 4 3 0 = 0000000Qt
 
 0 4 3 1 = N T F S 0000000x0	Yc
 
 0 4 3 4 = 00000
 
 0 4 3 5 = 0000000n0b5_
 
 0 4 3 6 = 0000n0000
 
 0 4 3 7 = 0000000n0000
 
 0 4 3 8 = 0000000n0_CQ
 
 0 4 3 9 = 0000n0000
 
 0 4 4 0 = G P T 0000
 
 
 
 0 4 4 1 = 0000Wju: 
 
 0 4 4 2 = }~.z^: 
 
 0 4 4 3 = 0000r
T: 
 
 0 4 4 4 = irt}000: 
 
 0 4 4 5 = }000: 
 
 0 4 4 6 = 00000pe: 
 
 0 4 4 7 = 00000kn00000pe: 
 
 0 4 4 8 = 0000kn0000pe: 
 
 
 
 0 4 4 9 = 0000000
 
 0 4 5 0 = 000kn0000pe: 
 
 0 4 5 1 = 00000kn0000pe: 
 
 0 4 5 2 = 000000000n0000pe: 
 
 0 4 5 3 = OYuY00000pe: 
 
 0 4 5 4 = F A T 0000n0000pe: 
 
 0 4 5 5 = F A T 0000n0HQ-000: 
 
 0 4 5 6 = 000000n0HQ-000: 
 
 
 
 0 4 5 7 =  NBf0000000`1X
 
 0 4 5 8 = O(un:   % s   ( % . 2 f % % ) 
 
 0 4 5 9 = *gO(u:   % s   ( % . 2 f % % ) 
 
 
 
 0 4 6 0 = 00000000}000pe: 
 
 0 4 6 1 = M F T n0HQ-00000juS: 
 
 0 4 6 2 = 00000000kn0000pe: 
 
 0 4 6 3 = 0000000000kn0000pe: 
 
 0 4 6 4 = N T F S 00000juS: 
 
 
 
 0 4 6 5 = 00000000: 
 
 0 4 6 6 = HQ-000: 
 
 0 4 6 7 = +g>\n0000: 
 
 0 4 6 8 = 0000
T: BB
 
 0 4 6 9 = 00000000: 
 
 
 
 0 4 7 0 = W,g
 
 0 4 7 1 = ֊t
 
 0 4 7 2 = 00000
 
 0 4 7 3 = ^h:y
 
 0 4 7 4 = 0000
 
 0 4 7 5 = 000
 
 
 
 0 4 7 6 = 000000000n000000
 
 0 4 7 7 = 0000	Yf[0Z0k0000W0~0Y0
 
 0 4 7 8 = 00000n0000k0i_
 
 0 4 7 9 = 000n000000000te
 
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 
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 
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 
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 
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 
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 0 6 4 1 = eQ( & P ) 
 
 0 6 4 2 = Y0P0k0eQ( & B ) 
 
 0 6 4 3 = P l e a s e   f i r s t   c l i c k   A p p l y   o n   t h e   t o o l b a r   t o   c o m m i t   t h e   p r e v i o u s   p e n d i n g   o p e r a t i o n s 
 
 
 
 0 6 4 5 = % c : g00000000( P a g i n g   F i l e   i n   % c : ) L0X[(WW0f0D0~0Y0n0g00	YcY00MRk0 NBf%Rn04X@bk0yRW00P C 0QwRY00_L0B00~0Y00
 
 0 6 4 6 = 0000000
Ty: \ t \ t 
 
 0 6 4 7 = 0000000000: \ t 
 
 0 6 4 8 = XR$P: \ t \ t \ t 
 
 0 6 4 9 = .~\$P: \ t \ t \ t 
 
 0 6 5 0 = yR$P: \ t \ t \ t 
 
 0 6 5 1 = 0000000n0b5_
 
 0 6 5 2 = 0000000n0.~\
 
 0 6 5 3 = 0000000n0yR
 
 
 
 0 6 5 4 = eXRY00000
 
 0 6 5 5 =  g\000  % s 
 
 0 6 5 6 =  g'Y000  % s 
 
 0 6 5 7 = b5_U00f0D000000000o0% s   ( % c : ) 00000n00000000`1Xo0Nn00g0Y00
 
 0 6 5 8 = 00000000
 
 0 6 5 9 = 0000000k0eW0D00000c[W0f000!kx0
000000000W0f0O0`0U0D00
 
 0 6 6 0 = S0n00000000k0\j0O0h006 4 M B n0W0XRY00_L0B00~0Y00
 
 0 6 6 1 = .~\g0M0j0D00000000L0B00~0Y0n0g00000K0000000YW0f0O0`0U0D00B00D0o0
 
 0 6 6 2 = 0000000k0eW0D00000c[W0~0Y00
 
 0 6 6 3 = 0F0 N^0000000n00000c[W0f0O0`0U0D00
 
 0 6 6 4 = 0000000n0eW0D0000( & P ) 
 
 0 6 6 5 = b5_W0_0D00000000n0eW0D00000-[W0~0Y00
 
 0 6 6 6 = 0000000n0eW0D00000-[W0f0O0`0U0D000000000n00000~0_0o0eW0D00000vck0eQRY00S0h0k00c0f0-[g0M0~0Y00
 
 0 6 6 7 = 0!kx0
000000W0f00Qt0xW0~0Y00
 
 0 6 6 8 = < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " # M E S S A G E " > S0S0< / a > < / f o n t > 00000W0f00F A T / F A T 3 2 n00000000n0W0Oc0f0000000000b'YW0~0Y00
 
 
 
 0 6 6 9 = Ջ(uHrg0Y0L00[hQHr0eQY00_L0B00~0Y00\ n \ n S0n0TL0}YM0j0eo00000000w w w . d i s k - p a r t i t i o n . c o m 00000W0f0T0eQO0`0U0D00B00D0o000000000n0000;ubg000000n00eQ
000000000W0f0T0eQO0`0U0D00
 
 0 6 7 0 = Ջ(uHrg0Y0L00[hQHr0eQY00_L0B00~0Y00\ n \ n S0n0TL0}YM0j0eo0000000000n0000;ubk0;bc0f000000n00eQ
000000000W0f0T0eQO0`0U0D00
 
 
 
 0 6 7 1 = W i n d o w s 6R_0000Oc0f000000n0b'Yk01Y%W0~0W0_00A O M E I   P a r t i t i o n   A s s i s t a n t 000;ubg0S0n000000000b'Yg0M0~0Y0n0g00S0n0000n0zvu0Q0~0Y00s0}`1Xh t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p a - e x t e n d - p a r t i t i o n . h t m l 
 
 0 6 7 2 = Y00~0[00L00Qto000000U00~0W0_00\ r \ n `1X000:   % d \ r \ n 
 
 0 6 7 3 = 00000L0000k01Y%0A O M E I   P a r t i t i o n   A s s i s t a n t n0000;ubg0S0n000000000b'YW00S0n0000n0Su0Q0~0Y00s0}`1Xh t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p a - e x t e n d - p a r t i t i o n . h t m l 
 
 0 6 7 4 = 000
 
 0 6 7 5 = xbn0b'Y
 
 0 6 7 6 = b'YW0_0D000000000xbW0f0O0`0U0D00
 
 0 6 7 7 = 000000000000b'YW0~0Y00 N,o00000C 0cW0~0Y00
 
 0 6 7 8 = 0000
 
 0 6 7 9 = b5_00000000000( & E ) 
 
 0 6 8 0 = Nn00000K00b5_W0_0D000000000xbW0f0O0`0U0D0( & S ) 0
 
 0 6 8 1 = S000n0Qt000000W0f000W0D0g0W00F0K000o0D0
000000W0f0000000000o0NVQt0[L[N_k0Y0y0f0n0Qtn0[L0B}NW0~0Y00\ n \ n 000L0
NteT~0_0o01Y00_0S0h00Q00_00k000000000007_6RB}NW0j0D0S0h00T0laO0`0U0D00
 
 0 6 8 2 = 0[N
000000000W0f00000000000B}NW0f0O0`0U0D00
 
 0 6 8 3 = Nn0QtL0QtU00f0D0~0Y00
 
 0 6 8 4 = 002Wc
 
 
 
 0 6 8 5 = ,gT000000000000(  N,o0C : \ P r o g r a m   F i l e s 000000) k0000000W0f00S0n0000000Oc0f000000000b5_W0f0O0`0U0D00
 
 0 6 8 6 = S000n0Qto0BfL0K0K00~0Y0n0g0( }% s ) 0W0p00O0J0_a0O0`0U0D00NY0P0S0n0Qt0[LW0f000W0D0g0W00F0K00  \ n \ n la: 00000000o0QtU0000000000g0[LY00000000000X00S'`L0B00~0Y0n0g00P%R0000000L0 NBf!qRK00W00~0[00L0000000000L0[LW0_0_0ck8^k0_CQY00S0h0k0j00~0Y00
 
 0 6 8 7 = 0000n000000
 
 0 6 8 8 = [LU000Nn0Qt0xW0f0O0`0U0D00
 
 0 6 8 9 = 0[L
000000000W0f00S0n00000000n0b5_0Y0~0Y00
 
 0 6 9 0 = Nn0vL0[LU00~0Y00
 
 
 
 0 6 9 1 = 000K00B0000000000xbW0f00!kx0
000000W0f0O0`0U0D00]0F0g0j0Q00p0000000000o0S0n00000n0*grR0S_f0W0Oc0f0b'YW0_0D000000000b5_W0~0Y00
 
 0 6 9 2 = }LY00k0o00000k000000000 Nd0N
NxbW0f0O0`0U0D00
 
 0 6 9 3 = F A T 3 2 L0Ytg0M0~0[000N T F S x0	YcW0f00c0h0% s n0W0S_g0M0~0Y00
 
 0 6 9 4 = N T F S x0	YcY00k0o00P C 0QwRY00_L0B00~0Y00NY0P0QwRW0f000W0D0g0W00F0K00
 
 0 6 9 5 = 00000n0}Ɩ1Y%0S0n0QtL00000000000k00c0f0;bkU00_0S'`L0B00~0Y00
 
 0 6 9 6 = 0000000n0xb
 
 0 6 9 7 = Nn000000000xbW0f00zzM0W0S_W0~0Y00
 
 0 6 9 8 = Nn000000000xbW0f0000000000.~\W0f00zzM0W0\Oc0f0b'YW0_0D000000000b5_W0~0Y00
 
 0 6 9 9 = 0!kx0
000000W0f00b5_U0000000000n0eW0D00000-[W0~0Y00
 
 0 7 0 0 = 
Nn00000000L0.~\g0M0j0D04XT0< f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " # M E S S A G E " > S0S0< / a > < / f o n t > 00000W0f000000n0*grR0S_f0W_0Q0g000000000b'YW0~0Y00
 
 0 7 0 1 = % c :   00000000
 
 
 
 0 7 0 2 = 0000000n0b5_000000B}NW0~0Y0K00
 
 0 7 0 3 = 0000000n0Rb5_000( & A ) 
 
 0 7 0 4 = xbU00_000000000[hQg00000k0b'YW0~0Y00
 
 0 7 0 5 = 00000000o00000L0000kn0000peo05 1 2 g0j0D0S0h00iQW0~0W0_00S00j0'YM0j0000L00000U00f0D0~0[000
 
 0 7 0 6 = Y00~0[00L0000000000o0000L0zvuW0~0D0~0W0_00s(Wn000000000k01Y%W0~0W0_00P C 0QwRW0f0QfLW0f0O0`0U0D00
 
 0 7 0 7 = S0n000000o0G P T 0000n00000000n0b5_L00000U00f0D0~0[000G P T 0000n00000000k0[Y00Qto00A O M E I   P a r t i t i o n   A s s i s t a n t n0000;ubg0[LW0f0O0`0U0D00s0}`1Xh t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p a - e x t e n d - p a r t i t i o n . h t m l 
 
 0 7 0 8 = 00000000o02 T B 0H0_00000L0Qtg0M0~0[000
 
 0 7 0 9 = b5_U0000000000o0N T F S g0o0B00~0[000N T F S x0	YcW0~0Y0K000o0D0
000000W0_00	YcW0~0Y000D0D0H0
000000W0_00	YcW0~0[000	YcW0j0D04XT0A O M E I   P a r t i t i o n   A s s i s t a n t n0000;ubg0S0n000000000b'Yg0M0~0Y0W00S0n0000n0Su0Q0~0Y00s0}`1Xh t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p a - e x t e n d - p a r t i t i o n . h t m l 
 
 0 7 1 0 = 0000k0B i t l o c k e r ( % c : ) fSSn00000000L0d0K00~0W0_00Y0y0f0n0fSS_j0X0f0000000L0)R(ug0M0~0Y00A O M E I   P a r t i t i o n   A s s i s t a n t n0000;ubg0[ϑ0XRW0_0D000000000b'YY00S0h00Y0Y00~0Y00s0}`1Xh t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p a - e x t e n d - p a r t i t i o n . h t m l 
 
 0 7 1 1 = .z^
Nfn00000000L0b5_g0M0~0[0000F0 N^00000000xbW0f0O0`0U0D00
 
 0 7 1 2 = S_00000o0S0n000000000b'Yg0M0~0[000A O M E I   P a r t i t i o n   A s s i s t a n t n0000;ubg000000000b'YW0f0O0`0U0D00
 
 0 7 1 3 = S_00000o0S0n000000000b'Yg0M0~0[000A O M E I   P a r t i t i o n   A s s i s t a n t n0000;ubg000000000b'YW0f0O0`0U0D00s0}`1Xh t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p a - e x t e n d - p a r t i t i o n . h t m l 
 
 0 7 1 4 = 0000000n0b5_00000x00F0S0]00S0n000000o0lO0N T F S 0000000n0[ϑb5_Qt0HhQW0~0Y00!|XSk0000000000000W0f0n0g0Y00
 
 
 
 0 7 1 5 = 000000-N& 
 
 0 7 1 6 = 00000000o0000000000000000W0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 0 7 1 7 = % c : % s \ n % s   % s \ n 0000: % s 
 
 0 7 1 8 = 0000~0_0o00000000`1XL0	Y00~0W0_0( OH0p000000k0U S B 00000ceQ~0_0o0dSU00~0Y0) 0eW0D00000n0000000000F0 N^000000W0~0Y0K00
 
 0 7 1 9 = ( % c : ) 00000000% d 00000% d 0000000W0f0D0~0Y0
 
 0 7 2 0 = A O M E I   P a r t i t i o n   A s s i s t a n t 
 
 
 
 0 7 2 2 = A O M E I   P a r t i t i o n   A s s i s t a n t k0d0D0f0
 
 0 7 2 3 = W,g
 
 0 7 2 4 = 000000
 
 
 
 0 7 2 5 = 
 
 0 7 2 6 = 
 
 0 7 2 7 = 
 
 
 
 0 7 2 8 = 00000
 
 0 7 2 9 = S0n0Tn00000	YfW0~0Y0K00Nn0000k0	YfY00k0o000o0D0
000000W0f0K000S0n0T0QwRW0f0O0`0U0D00
 
 
 
 0 7 3 0 = 00000C D n0\Ob
 
 0 7 3 1 = W i n d o w s   P E n000000C D 0\ObW0~0Y0
 
 0 7 3 2 = T h e   p r o g r a m   w i l l   h e l p   y o u   m a k e   a   b o o t a b l e   U S B   d r i v e ,   D i s c   o r   a   b o o t a b l e   I S O   f i l e . 
 
 0 7 3 3 = W i n P E n000000C D 0\Obk0o00W i n d o w s   A I K 00000 0W0f00000k0000000W0f0nD0f0O0`0U0D00B0j0_0n00000k0o0W i n d o w s   A I K L0000000U00f0D0~0[00n0g00Nn000000000W0f00000 0W0f0O0`0U0D00< b r > < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / h e l p / w i n a i k . h t m l " > W i n d o w s   A I K n00000 0< / a > < / f o n t > < / u > 
 
 0 7 3 4 = W i n d o w s   A I K 0000000W0f0K0000!kx0
000000W0f0}LW0~0Y00
 
 0 7 3 5 = I S O n0000OX[
 
 0 7 3 6 = ( & R ) 
 
 0 7 3 7 = P l e a s e   s e l e c t   a   w a y   t o   m a k e   t h e   d e s i r e d   b o o t a b l e   m e d i a ,   a n d   t h e n   c l i c k   " P r o c e e d "   t o   s t a r t . 
 
 0 7 3 8 = 0000L0wRg0M0j0D0S0h00Q00_00k00G P T 00000000000n0MRk00i00j00000000Qtg00[LW0j0D0g0O0`0U0D00
 
 0 7 3 9 = 0000000000n00000000L0_CQg0M0~0[000A O M E I   D y n a m i c   D i s k   M a n a g e r 0Oc0f0W,g0000x0	YcW0f0QfLW0f0O0`0U0D00
 
 0 7 4 0 = R e F S 
 
 0 7 4 1 = 00000C D n0\Ob00000( & A ) 
 
 0 7 4 2 = 00000C D n0\Ob
 
 0 7 4 3 = P C 0QwRW0f0O0`0U0D00QwRW0f0K00000000C D n0I S O 0000L0\Obg0M0~0Y00
 
 0 7 4 4 = < b > la: < / b >   00000I S O 0000L0\ObW0~0W0_00N e r o 0U l t r a I S O j0i0n00000000n0000fM000000Oc0f000000% s 0C D / U S B 0000k0fM00g0M0~0Y00
 
 0 7 4 5 = 00000I S O 0000n0\Obk01Y%W0~0W0_00  T h e   W I M   f i l e   y o u   s p e c i f i e d   m a y   b e   i n v a l i d   o r   t h e r e   m i g h t   b e   a n   e r r o r   d u r i n g   t h e   p r o c e s s   o f   t h e   c r e a t i o n .   W e   s u g g e s t   y o u   t o   r e b o o t   c o m p u t e r   a n d   t r y   o n c e   a g a i n ,   o r   r e a d   o n l i n e   F A Q . 
 
 0 7 4 6 = 00000MOnk00000L0X[(WW0f0D0~0Y0n0g00
NfM0W0~0Y0K00
 
 0 7 4 7 = 00000000[LW0f0D0~0Y00W0p00O0J0_a0O0`0U0D0& 
 
 0 7 4 8 = 00000000o0[LW0f0D0~0Y00[N~0g0UORK0K00~0Y00W0p00O0J0_a0O0`0U0D00
 
 0 7 4 9 = !kVK00h:yW0j0D0( & N ) 0
 
 0 7 5 0 = {v2
 
 0 7 5 1 = 0000juS
 
 0 7 5 2 = 0000juSL0j0Q00p00< u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / p u r c h a s e . h t m l ? p a " > S0S0< / a > < / f o n t > < / u > 0000W0f0eQg0M0~0Y00
 
 0 7 5 3 = {v2k0bRW0~0W0_00
 
 0 7 5 4 = S0n0T0{v2W0f0nD0f0O0`0U0D00
 
 0 7 5 5 =  giS
 
 0 7 5 6 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / l i t e . i n i 
 
 0 7 5 7 = !|euHro00000000c}L0_L0B00~0Y000000000k0ck8^k0c}g0M00S0h00xW0f0O0`0U0D00
 
 0 7 5 8 = 0000000n0te/ yR( & R ) 
 
 0 7 5 9 = 0000juSL0j0Q00p00h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / 00000W0f0T0eQO0`0U0D00
 
 0 7 6 0 =   -   ^FU(u)R(un00!qe
 
 0 7 6 1 = -[( & S ) 
 
 0 7 6 2 =  ( & L ) 
 
 0 7 6 3 =  -[
 
 0 7 6 4 =  
 
 0 7 6 5 = !qRj00000juS0
 
 0 7 6 6 = 000;ubL0h:yU00f0D004XT000000n0" -["   - >   "  " 00000W0f00 -[0	Yfg0M0~0Y00
 
 0 7 6 7 = 0000Qt
 
 0 7 6 8 = 0000000Qt
 
 0 7 6 9 =   -   PN(u0FU(uh00!qe
 
 
 
 0 7 7 0 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / b u y - p a - p r o . h t m l ? p a 
 
 0 7 7 1 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / b u y - p a - s e r v e r . h t m l ? p a 
 
 0 7 7 2 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / b u y - p a - u n l i m i t e d . h t m l ? p a 
 
 0 7 7 3 = W i n P E n000000C D 0\Obk0o00W i n d o w s   A D K 00000 0W0f00000k0000000W0f0nD0f0O0`0U0D00B0j0_0n00000k0o0W i n d o w s   A D K L0000000U00f0D0~0[00n0g00Nn000000000W0f00000 0W0f0O0`0U0D00< b r > < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / j p / h e l p / w i n a i k - w i n 8 . h t m l " > W i n d o w s   A D K n00000 0< / a > < / f o n t > < / u > 
 
 0 7 7 4 = Y o u   n e e d   t o   f i r s t   i n s t a l l   A O M E I   D y n a m i c   D i s k   M a n a g e r   t o   h a n d l e   t h i s   d i s k   o r   u s e   D y n a m i c   D i s k   C o n v e r t e r   t o   c o n v e r t   i t   t o   b a s i c   d i s k .   T h e   i n s t a l l a t i o n   f i l e   i s   e n c l o s e d   i n   t h e   " . z i p "   f i l e . 
 
 0 7 7 5 = T h e   c u r r e n t   v e r s i o n   d o e s   n o t   s u p p o r t   d y n a m i c   d i s k s ,   y o u   c o u l d   u s e   D y n a m i c   D i s k   C o n v e r t e r   t o   c o n v e r t   i t   t o   b a s i c   d i s k   o r   u p g r a d e   t o   A O M E I   P a r t i t i o n   A s s i s t a n t   P r o f e s s i o n a l   E d i t i o n   t o   m a n a g e   d y n a m i c   d i s k s . 
 
 0 7 7 6 = W i n d o w s   A D K 0000000W0f0K0000!kx0
000000W0f0}LW0~0Y00
 
 0 7 7 7 = N T F S   t o   F A T 3 2   C o n v e r t e r 
 
 0 7 7 8 = D y n a m i c   D i s k   C o n v e r t e r 
 
 0 7 7 9 = F r e e   B a c k u p 
 
 0 7 8 0 = h t t p : / / w w w . b a c k u p - u t i l i t y . c o m / f r e e - b a c k u p - s o f t w a r e . h t m l ? f r o m = p a t o o l b a r 
 
 0 7 8 9 = I f   y o u r   O S   i s   n o n - s e r v e r   s y s t e m ,   w e   h i g h l y   s u g g e s t   y o u   t o   u s e   a n o t h e r   f r e e w a r e :   A O M E I   P a r t i t i o n   A s s i s t a n t   S t a n d a r d   E d i t i o n ,   w h i c h   h a v e   m o r e   f e a t u r e s   f o r   W i n d o w s   7 / 8 / X P / V i s t a .   Y o u   c a n   d o w n l o a d   i t   a t :   h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / f r e e - p a r t i t i o n - m a n a g e r . h t m l 
 
 0 7 9 0 = T h e   d i s k   i s   g r e a t e r   t h a n   2 T B   a n d   s o m e   p a r t i t i o n s   o n   t h i s   d i s k   c a n   n o t   b e   c o n v e r t e d .   T o   c o m p l e t e   t h e   c o n v e r s i o n ,   y o u   n e e d   t o   e n s u r e   t h e r e   a r e   o n l y   f o u r   p a r t i t i o n s   a t   m o s t   o n   t h e   d i s k ,   a n d   t h e   e n d   s e c t o r   o f   t h e   l a s t   p a r t i t i o n   i s   l e s s   t h a n   2 T B . 
 
 0 7 9 1 = T h e   p r o g r a m   i s   n o w   u n a b l e   t o   r e c o v e r   t h i s   d i s k ,   b e c a u s e   t h e   b y t e s   p e r   s e c t o r   o n   t h i s   d i s k   i s   g r e a t e r   t h a n   5 1 2 . 
 
 0 7 9 2 = T h e   b y t e s   p e r   s e c t o r   o n   t h e   s o u r c e   a n d   t h e   d e s t i n a t i o n   d i s k   i s   n o t   e q u a l ,   s o   t h e   p r o g r a m   i s   u n a b l e   t o   c o p y . 
 
 0 7 9 3 = < b > P l e a s e   N o t e : < / b > < b r > < b r > W h e n   t h e   c o p y   d i s k   o p e r a t i o n   i s   f i n i s h e d ,   w e   s u g g e s t   y o u   t o   d i s c o n n e c t / u n p l u g   t h e   s o u r c e   d i s k   f r o m   y o u r   m a i n b o a r d   a n d   r e b o o t   y o u r   c o m p u t e r .   I f   t h e r e   a r e   n o t   d r i v e   l e t t e r s ,   y o u   c a n   u s e   A O M E I   P a r t i t i o n   A s s i s t a n t   o r   W i n d o w s   D i s k   M a n a g e m e n t   S n a p - i n   t o   m a n u a l l y   a s s i g n   a   d r i v e   l e t t e r   f o r   e a c h   p a r t i t i o n   o n   t h e   d e s t i n a t i o n   d i s k . 
 
 0 7 9 4 = C o n f i r m   t h e   o p e r a t i o n   b y   c l i c k i n g   F i n i s h 
 
 0 7 9 5 = T h e r e   a r e   t o o   m a n y   p r i m a r y   p a r t i t i o n s   o n   t h e   d i s k .   Y o u   n e e d   t o   c o n v e r t   o n e   o f   t h e m   t o   l o g i c a l   p a r t i t i o n ,   t h e n   t h e   p r o g r a m   w i l l   s u p p o r t   f o r   c o n v e r t   t h e   d i s k   t o   G P T .   T o   s o l v e   t h e   p r o b l e m ,   y o u   c o u l d   a l s o   < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h e l p / f a q . h t m l " > < f o n t   c o l o r = " # 0 0 0 0 f f " > r e a d   F A Q < / f o n t > < / a > . 
 
 0 7 9 6 = \ r \ n C h k d s k   h a s   c o m p l e t e d   s u c c e s s f u l l y . \ n 
 
 0 7 9 7 = \ r \ n C h k d s k   h a s   c o m p l e t e d ,   b u t   f o u n d   s o m e   e r r o r s   i n   t h e   p a r t i t i o n . \ n Y o u   c o u l d   u s e   A O M E I   P a r t i t i o n   A s s i s t a n t   t o   f i x   i t . \ n 
 
 0 7 9 8 = C h e c k   p a r t i t i o n   a n d   f i x   e r r o r s   i n   t h i s   p a r t i t i o n   b y   u s i n g   c h k d s k . e x e 
 
 0 7 9 9 = C h e c k i n g     ( % c : )   a n d   f i x   i t   w h e n   t h e r e   a r e   s o m e   e r r o r s ,   p l e a s e   w a i t   a   f e w   m i n u t e s . . . \ n - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - \ n 
 
 
 
 0 8 0 0 = W i n d o w s   T o   G o   C r e a t o r 
 
 0 8 0 1 = S e l e c t   a   U S B   d r i v e 
 
 0 8 0 2 = S e l e c t   W i n d o w s   8   i n s t a l l a t i o n   f i l e 
 
 0 8 0 3 = & B r o w s e 
 
 0 8 0 4 = & P r o c e e d 
 
 0 8 0 5 = & C a n c e l 
 
 0 8 0 6 = W i n d o w s   8   t o   G o 
 
 0 8 0 7 = C r e a t e   a   b o o t a b l e   U S B   d r i v e   a n d   a l l o w   y o u   t o   b o o t   W i n d o w s   8   f r o m   t h i s   U S B   d r i v e . 
 
 0 8 0 8 = A r e   y o u   s u r e   y o u   w a n t   t o   c a n c e l ? 
 
 0 8 0 9 = I n f o r m a t i o n 
 
 0 8 1 0 = P l e a s e   p l u g   a   U S B   d r i v e   t o   y o u r   c o m p u t e r   f i r s t   t h e n   c l i c k   R e f r e s h . 
 
 0 8 1 1 = P l e a s e   s e l e c t   a   W i n d o w s   8   i n s t a l l a t i o n   f i l e . 
 
 0 8 1 2 = T h e   W i n d o w s   8   i n s t a l l a t i o n   f i l e   d o e s   n o t   e x i s t   i n   t h i s   U S B   d r i v e ,   w e   s u g g e s t   y o u   t o   c o p y   t h e   f i l e   t o   o t h e r   p a t h   a n d   r e t r y . 
 
 0 8 1 3 = T o   c o n t i n u e ,   t h e   p r o g r a m   w i l l   d e l e t e   a l l   d a t a   o n   t h i s   U S B   d r i v e   a n d   f o r m a t   i t .   I f   t h e r e   a r e   s o m e   i m p o r t a n t   d a t a   o n   i t ,   w e   s u g g e s t   y o u   t o   f i r s t   b a c k u p   i t   ( u s e   b a c k u p   t o o l   l i k e   f r e e   A O M E I   B a c k u p p e r )   a n d   r e t r y . 
 
 0 8 1 4 = I n v a l i d   W i n d o w s   8   i n s t a l l a t i o n   f i l e ,   t h e   p r o g r a m   c a n n o t   r e c o g n i z e   i t .   P l e a s e   m a k e   s u r e   t h a t   i t   i s   a   W i n d o w s   8   i n s t a l l a t i o n   f i l e   a n d   s e l e c t   a   c o r r e c t   W I M ,   E S D   o r   I S O   f i l e . 
 
 0 8 1 5 = A r e   y o u   s u r e   y o u   w a n t   t o   e x i t   t h e   w i z a r d ? 
 
 0 8 1 6 = E x i t i n g . . . 
 
 0 8 1 7 = C a n c e l l i n g ,   p l e a s e   w a i t . . . 
 
 0 8 1 8 = E x t r a c t i n g   t h e   W I M   f i l e . . . 
 
 0 8 1 9 = F a i l e d   t o   e x t r a c t   t h e   I S O   f i l e .   T o   s o l v e   t h e   p r o b l e m ,   f i r s t   w e   s u g g e s t   y o u   t o   r e a d   t h e   t u t o r i a l   " L e a r n   h o w   t o   c r e a t e   W i n d o w s   8   b o o t a b l e   U S B   d r i v e " .   A n d ,   w e   s u g g e s t   y o u   u s i n g   I S O   m o u n t i n g   t o o l s   s u c h   a s   D a e m o n   T o o l s   L i t e   t o   m o u n t   t h e   I S O   f i l e   a s   a   v i r t u a l   d r i v e   a n d   t r y   a g a i n . 
 
 0 8 2 0 = F a i l e d   t o   e x t r a c t   t h e   I S O   f i l e ,   y o u   c a n   m a n u a l l y   e x t r a c t   " i n s t a l l . w i m "   f r o m   t h i s   I S O   f i l e   o r   r e a d   t h e   t u t o r i a l   " L e a r n   h o w   t o   c r e a t e   W i n d o w s   8   b o o t a b l e   U S B   d r i v e " . 
 
 0 8 2 1 = 
 
 0 8 2 2 = F o r m a t t i n g   p a r t i t i o n . . . 
 
 0 8 2 3 = F a i l e d   t o   f o r m a t , 
 
 0 8 2 4 = S e t u p   f a i l e d ! 
 
 0 8 2 5 = T h e   p r o g r a m   i s   c r e a t i n g   W i n d o w s   8   b o o t a b l e   U S B   d r i v e . . . 
 
 0 8 2 6 = T h e   o p e r a t i o n   c o m p l e t e d   s u c c e s s f u l l y . 
 
 0 8 2 7 = O K 
 
 0 8 2 8 = S e l e c t   a   U S B   d r i v e   o n   w h i c h   y o u   w a n t   t o   c r e a t e   a   b o o t a b l e   m e d i a . 
 
 0 8 2 9 = 
 
 0 8 3 0 = N o   U S B   d r i v e   f o u n d ,   p l e a s e   p l u g   i n   a   U S B   d e v i c e . 
 
 0 8 3 1 = 
 
 0 8 3 2 = T h e   s e l e c t e d   U S B   d r i v e   i s   n o t   a   p r i m a r y   p a r t i t i o n ,   y o u   n e e d   t o   c o n v e r t   i t   t o   p r i m a r y   p a r t i t i o n   f i r s t   b y   u s i n g   A O M E I   P a r t i t i o n   A s s i s t a n t   P a i d   E d i t i o n ,   a n d   t r y   a g a i n . 
 
 0 8 3 3 = T h e   U S B   d r i v e   c a p a c i t y   i s   t o o   s m a l l ,   i t   s h o u l d   b e   a t   l e a s t   1 3 G B   o f   c a p a c i t y . 
 
 0 8 3 4 = S e l e c t   W i n d o w s   8   i n s t a l l a t i o n   f i l e   o r   c l i c k   t h e   B r o w s e   b u t t o n   t o   s e l e c t . 
 
 0 8 3 5 = I n s t a l l a t i o n   F i l e 
 
 0 8 3 6 = R e f r e s h 
 
 0 8 3 7 = P l e a s e   p l u g   a   U S B   d r i v e   i n   y o u r   c o m p u t e r   f i r s t . 
 
 0 8 3 8 = D o e s   n o t   s u p p o r t   G P T   r e m o v a b l e   d e v i c e . 
 
 0 8 3 9 = S o r r y ,   t h e   U S B   d r i v e   d o e s   n o t   h a v e   a   d r i v e   l e t t e r   a t   t h i s   m o m e n t ,   y o u   n e e d   t o   a s s i g n   a   d r i v e   l e t t e r   b y   u s i n g   A O M E I   P a r t i t i o n   A s s i s t a n t   f i r s t ,   a n d   t r y   a g a i n . 
 
 0 8 4 0 = 
 
 0 8 4 1 = D o n ' t   s u p p o r t   b i t l o c k e r   d r i v e . 
 
 0 8 4 2 = < f o n t   c o l o r = " # 0 0 0 0 8 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / w i n t o g o . h t m l ? p a " > L e a r n   h o w   t o   c r e a t e   W i n d o w s   8   b o o t a b l e   U S B   d r i v e ? < / a > < / f o n t > 
 
 0 8 4 3 = W i n d o w s   8   I n s t a l l a t i o n   F i l e 
 
 0 8 4 4 = R e m a i n   T i m e 
 
 
 
 1 0 0 1 = I f   y o u   h a v e   i n s t a l l e d   W i n d o w s   A I K / A D K   i n   y o u r   s y s t e m ,   y o u   n e e d   t o   f i n d   t h e   W I M   f i l e   u n d e r   t h e   i n s t a l l e d   d i r e c t o r y   o f   A I K   o r   A D K ,   a n d   m a n u a l l y   s e t   t h e   f i l e   p a t h   i n t o   t h e   f o l l o w i n g   b o x . 
 
 1 0 0 2 = B u r n   t o   C D / D V D 
 
 1 0 0 3 = U S B   B o o t   D e v i c e 
 
 1 0 0 4 = E x p o r t   I S O   F i l e 
 
 1 0 0 4 = E x p o r t   I S O   F i l e 
 
 1 0 0 5 = T h e r e ' s   n o   w r i t a b l e   d i s c   i n   t h e   b u r n e r ,   p l e a s e   i n s e r t   a   w r i t a b l e   d i s c . \ n C l i c k   " Y e s "   t o   c o n t i n u e ,   o r   " N o " . 
 
 1 0 0 6 = D e t e c t s   t h a t   t h e r e   a r e   s o m e   d a t a   i n   t h e   s p e c i f i e d   d i s c ,   a n d   t h i s   d i s c   d o e s n ' t   s u p p o r t   e r a s i o n . \ n P l e a s e   i n s e r t   a n o t h e r   d i s c . 
 
 1 0 0 7 = D e t e c t s   t h a t   t h e r e   a r e   s o m e   d a t a   i n   t h e   s p e c i f i e d   d i s c ,   t h e y   w i l l   b e   e r a s e d   w h e n   b u r n i n g   t h e   b o o t a b l e   d i s c . \ n C l i c k   " Y e s "   t o   c o n t i n u e ,   o r   " N o " . 
 
 1 0 0 8 = w e   s u g g e s t   y o u   t o   b a c k u p   y o u r   i m p o r t a n t   d a t a   o n   t h i s   d i s k ,   t h e n   r e - r u n   t h i s   o p e r a t i o n . 
 
 1 0 0 9 = Y o u   m u s t   c h o o s e   a n   i t e m   t h a t   y o u   w a n t   t o   c r e a t e   t h e   b o o t a b l e   m e d i a   o n .   
 
 1 0 1 0 = T h e   o p e r a t i o n   w i l l   c a u s e   t h a t   y o u r   U S B   d i s k % d   ( % s )   i s   f o r m a t t e d ,   
 
 1 0 1 1 = A r e   y o u   s u r e   y o u   w a n t   t o   f o r m a t   t h i s   d i s k   n o w ? 
 
 1 0 1 2 = S u c c e e d   i n   c r e a t i n g   t h i s   U S B   b o o t a b l e   d e v i c e . \ n N o w ,   y o u   c a n   u s e   t h i s   U S B   d e v i c e   t o   b o o t   y o u r   c o m p u t e r . 
 
 1 0 1 3 = A l l   h a v e   f i n i s h e d   s u c c e s s f u l l y ! \ n 
 
 1 0 1 4 = N o   s u p p o r t e d   b u r n e r   d e v i c e s 
 
 1 0 1 5 = N o   s u p p o r t e d   U S B   d e v i c e s 
 
 1 0 1 6 = T h e   p r o g r a m   i s   l o a d i n g   d r i v e . . . 
 
 1 0 1 7 = Y o u   n e e d   t o   i n s t a l l   W i n d o w s   A I K / A D K ,   o r   s p e c i f y   t h e   p a t h   o f   t h e   W I M   f i l e . 
 
 
 
 1 0 5 0 = T h i s   c o m p u t e r   n e e d s   t o   b e   r e s t a r t e d   t o   c o m p l e t e   t h i s   o p e r a t i o n .   A r e   y o u   s u r e   y o u   w a n t   t o   r e s t a r t   n o w ?   I n   o r d e r   n o t   t o   s k i p   t h e   o p e r a t i o n ,   p l e a s e   d o n ' t   p r e s s   a n y   k e y   d u r i n g   t h e   p r o c e s s   o f   r e s t a r t . 
 
 1 0 5 1 = C h e c k   a n d   F i x   P a r t i t i o n 
 
 1 0 5 2 = T h e   p r o g r a m   f o u n d   s o m e   e r r o r s   i n   t h e   p a r t i t i o n ,   w o u l d   y o u   l i k e   t o   f i x   i t   n o w ? 
 
 1 0 5 3 = F i x i n g ,   p l e a s e   w a i t . . . 
 
 1 0 5 4 = T h e   o p e r a t i o n   h a s   c o m p l e t e d   s u c c e s s f u l l y . 
 
 1 0 5 5 = F a i l e d   t o   d i s m o u n t   t h e   p a r t i t i o n .   T o   s o l v e   t h e   p r o b l e m   a n d   f i n i s h   t h e   o p e r a t i o n ,   t h e   c o m p u t e r   n e e d s   t o   b e   r e s t a r t e d ,   a r e   y o u   s u r e   y o u   w a n t   t o   r e s t a r t   n o w ?   T o   p r e v e n t   s k i p p i n g   t h e   o p e r a t i o n ,   d o n ' t   p r e s s   a n y   k e y   d u r i n g   t h e   p r o c e s s   o f   r e s t a r t . 
 
 1 0 5 6 = C h e c k   p a r t i t i o n   t i m e o u t ,   t h e   p a r t i t i o n s   m a y   h a v e   s o m e   e r r o r s ,   w e   s u g g e s t   y o u   t o   r e a d :   h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / c h e c k t i m e o u t . h t m l ,   o r   u n c h e c k   t h e   " C h e c k   p a r t i t i o n s   b e f o r e   e x e c u t i o n "   o p t i o n   i n   t h e   " P e n d i n g   O p e r a t i o n s "   w i n d o w   a n d   r e t r y . 
 
 1 0 5 7 = P a r t i t i o n   c h e c k i n g ,   p l e a s e   w a i t . . . 
 
 1 0 5 8 = C & h e c k   p a r t i t i o n s   b e f o r e   e x e c u t i o n 
 
 1 0 5 9 = & A u t o m a t i c a l l y   f i x   i t   w h e n   f i n d   e r r o r s 
 
 1 0 6 0 = T h e   p r o g r a m   f o u n d   s o m e   e r r o r s   o n   t h e   p a r t i t i o n ,   w o u l d   y o u   l i k e   t o   f i x   i t   n o w ?   Y o u   c a n   c l i c k   " F i x   i t "   t o   r e p a i r   a n d   c o n t i n u e   t h e   n e x t   o p e r a t i o n ,   o r   c l i c k   " D o n ' t   f i x   i t "   t o   a b o r t   t h e   c u r r e n t   o p e r a t i o n .   I f   y o u   n e e d   t o   g e t   m o r e   d e t a i l e d   i n f o r m a t i o n   a b o u t   r e p a i r i n g   t h e   e r r o r s ,   p l e a s e   v i s i t   a t :   h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / f i x i t . h t m l . 
 
 1 0 6 1 = & F i x   i t 
 
 1 0 6 2 = & D o n ' t   f i x   i t 
 
 1 0 6 3 = T h e   p r o g r a m   f o u n d   s o m e   e r r o r s   o n   t h e   p a r t i t i o n ,   y o u   c o u l d   r i g h t - c l i c k   t h e   p a r t i t i o n   i n   P a r t i t i o n   A s s i s t a n t ,   a n d   s e l e c t   " A d v a n c e d "   - >   " C h e c k   P a r t i t i o n "   t o   f i x   i t .   I f   y o u   n e e d   t o   g e t   m o r e   d e t a i l e d   i n f o r m a t i o n   a b o u t   r e p a i r i n g   t h e   e r r o r s ,   p l e a s e   v i s i t   a t :   h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / f i x i t . h t m l . 
 
 1 0 6 4 = T h e   p r o g r a m   i s   r e p a i r i n g   t h e   e r r o r s   o n   t h e   p a r t i t i o n . 
 
 1 0 6 5 = S i n c e   t h e r e   m a y   b e   a   L i n u x   O S   o n   t h i s   d i s k ,   t h e   r e b u i l d   M B R   o p e r a t i o n   c o u l d   c a u s e   t h e   o p e r a t i n g   s y s t e m   o n   t h i s   d i s k   t o   n o t   b o o t .   I f   t h e   d i s k   d o e s   n o t   c o n t a i n   a   L i n u x   s y s t e m   o r   a   d u a l - b o o t   s y s t e m   o f   W i n d o w s   a n d   L i n u x ,   w e   s u g g e s t   y o u   t o   c h o o s e   t o   r e b u i l d   t h e   d i s k .   A r e   y o u   s u r e   y o u   w a n t   t o   r e b u i l d   M B R   f o r   t h i s   d i s k ? 
 
 1 0 6 6 = T h e   d i s k   m a y   c o n t a i n   a   L i n u x   s y s t e m   o r   a   d u a l - b o o t   s y s t e m   o f   W i n d o w s   a n d   L i n u x .   T o   m a k e   y o u r   s y s t e m   b o o t a b l e ,   p l e a s e   d o   n o t   c r e a t e   n e w   p a r t i t i o n s   o r   d e l e t e   p a r t i t i o n s   b e f o r e   t h e   L i n u x   s y s t e m   p a r t i t i o n .   H o w e v e r ,   t h e   c u r r e n t   o p e r a t i o n   m a y   c a u s e   y o u r   s y s t e m   t o   n o t   b o o t ,   s o   w e   s u g g e s t   y o u   n o t   t o   c o n t i n u e   t h i s   o p e r a t i o n .   I f   t h e   d i s k   d o e s   n o t   c o n t a i n   a   L i n u x   s y s t e m   o r   a   d u a l - b o o t   s y s t e m   o f   W i n d o w s   a n d   L i n u x ,   p l e a s e   c l i c k   Y e s .   O t h e r w i s e ,   y o u   c o u l d   c l i c k   N o .   
 
 1 0 6 7 = S o m e   f i l e s   ( W i n d o w s \ B o o t \ E F I \ b o o t m g f w . e f i ,   W i n d o w s \ B o o t \ E F I \ b o o t m g r . e f i   o r   W i n d o w s \ B o o t \ P C A T \ b o o t m g r )   w e r e   n o t   f o u n d   i n   y o u r   s y s t e m ,   s o   t h e   o p e r a t i o n   w i l l   b e   u n a b l e   t o   c o n t i n u e . 
 
 1 0 6 8 = T h e   f i l e   ( 2 G p t _ B C D   o r   2 M b r _ B C D )   m a y   b e   l o s t ,   w e   s u g g e s t   y o u   t o   r e i n s t a l l   A O M E I   s o f t w a r e   a n d   t r y   a g a i n . 
 
 1 0 6 9 = T h e   o p e r a t i o n   h a s   b e e n   c o m p l e t e d   s u c c e s s f u l l y ,   n o w   p l e a s e   r e b o o t   t h e   c o m p u t e r   f o r   t h e   o p e r a t i o n   t o   t a k e   e f f e c t .   C l i c k   O K   t o   r e b o o t . 
 
 1 0 7 0 = T h e   s y s t e m   p a r t i t i o n   a n d   b o o t   p a r t i t i o n   a r e   s e p a r a t e d   o n   d i f f e r e n t   d i s k s .   I f   y o u   c o n v e r t   t h e   d i s k ,   y o u r   s y s t e m   w i l l   b e   u n a b l e   t o   b o o t   n e x t   t i m e .   S o   w e   s t r o n g l y   s u g g e s t   y o u   n o t   t o   c o n v e r t   t h i s   d i s k .   D o   y o u   s t i l l   w a n t   t o   c o n v e r t   i t ? 
 
 1 0 7 1 = N o t e :   a r e   y o u   s u r e   y o u   w a n t   t o   p u t   W i n d o w s   8   s y s t e m   o n   y o u r   U S B   d r i v e ?   I f   s o ,   y o u   c o u l d   u s e   t h e   t o o l   " W i n d o w s   T o   G o   C r e a t o r "   i n   A O M E I   P a r t i t i o n   A s s i s t a n t   t o   r e a l i z e   i t .   W i n d o w s   T o   G o   i s   b e t t e r   t h a n   W i n d o w s   P E .   O f   c o u r s e ,   y o u   c a n   a l s o   u s e   t h e   w i z a r d   t o   c r e a t e   a   W i n d o w s   P E   b o o t a b l e   m e d i a   f i r s t . 
 
 1 0 7 2 = S i n c e   t h i s   s e l e c t e d   d i s k   i s   a   s y s t e m   o r   b o o t   d i s k ,   b e f o r e   c o n v e r t i n g   i t   t o   G P T   d i s k ,   p l e a s e   m a k e   s u r e   i f   y o u r   m o t h e r b o a r d   s u p p o r t s   E F I / U E F I   b o o t ( r e a d   m o t h e r b o a r d ' s   u s e r   m a n u a l ) .   I f   n o t ,   p l e a s e   d o n ' t   c o n v e r t   i t   t o   G P T   d i s k ,   o t h e r w i s e   y o u r   s y s t e m   w i l l   b e   u n a b l e   t o   b o o t   n e x t   t i m e .   W o u l d   y o u   l i k e   t o   c o n v e r t   i t ? 
 
 1 0 7 3 = T h e   c u r r e n t   v e r s i o n ,   A O M E I   P a r t i t i o n   A s s i s t a n t   S t a n d a r d   E d i t i o n   d o e s   n o t   s u p p o r t   t h e   c o n v e r s i o n   o f   s y s t e m   d i s k   b e t w e e n   M B R   a n d   G P T   s t y l e .   T o   r e a l i z e   t h i s   o p e r a t i o n ,   w e   s u g g e s t   y o u   t o   u p g r a d e   t o   P r o f e s s i o n a l   E d i t i o n .   P l e a s e   v i s i t   t h e   e d i t i o n   c o m p a r i s o n   p a g e   f o r   m o r e   i n f o r m a t i o n :   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l ? g p t m b r c o n v e r s i o n " > h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 4 = T h e   c u r r e n t   v e r s i o n ,   A O M E I   P a r t i t i o n   A s s i s t a n t   L i t e   E d i t i o n   d o e s   n o t   s u p p o r t   t h e   c o n v e r s i o n   o f   s y s t e m   d i s k   b e t w e e n   M B R   a n d   G P T   s t y l e .   T o   r e a l i z e   t h i s   o p e r a t i o n ,   w e   s u g g e s t   y o u   t o   u p g r a d e   t o   S e r v e r   E d i t i o n .   P l e a s e   v i s i t   t h e   e d i t i o n   c o m p a r i s o n   p a g e   f o r   m o r e   i n f o r m a t i o n :   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l ? g p t m b r c o n v e r s i o n " > h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / g e t - f u l l . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 5 = S o r r y ,   t h e   s e l e c t e d   d i s k   i s   a   G P T   d i s k ,   b u t   t h e   c u r r e n t   v e r s i o n ,   A O M E I   P a r t i t i o n   A s s i s t a n t   S t a n d a r d   E d i t i o n   d o e s   n o t   s u p p o r t   t h e   m i g r a t i o n   o f   O S   t o   G P T   d i s k .   T o   r e a l i z e   t h i s   o p e r a t i o n ,   w e   s u g g e s t   y o u   t o   u p g r a d e   t o   P r o f e s s i o n a l   E d i t i o n .   P l e a s e   c h e c k   t h e   e d i t i o n   c o m p a r i s o n   p a g e   f o r   m o r e   i n f o r m a t i o n :   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l ? t o g p t m i g r a t i o n " > h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l < / a > < / f o n t > < / u > 
 
 1 0 7 6 = S o r r y ,   y o u r   O S   i s   l o c a t e d   o n   a   G P T   d i s k ,   b u t   t h e   c u r r e n t   v e r s i o n ,   A O M E I   P a r t i t i o n   A s s i s t a n t   S t a n d a r d   E d i t i o n   d o e s   n o t   s u p p o r t   t h i s   o p e r a t i o n .   T o   r e a l i z e   t h i s   f u n c t i o n ,   w e   s u g g e s t   y o u   t o   u p g r a d e   t o   P r o f e s s i o n a l   E d i t i o n .   P l e a s e   v i s i t   t h e   e d i t i o n   c o m p a r i s o n   p a g e   f o r   m o r e   i n f o r m a t i o n :   < u > < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l ? g p t m i g r a t i o n " > h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h o m e - u p g r a d e . h t m l < / a > < / f o n t > < / u > 
 
 
 
 1 0 7 7 = T h e   p r o g r a m   d o e s   n o t   a l l o w   y o u   t o   p u t   W i n d o w s   8   o n   a   f l a s h   d r i v e   i n   W i n d o w s   X P   s y s t e m .   W e   s u g g e s t   y o u   t o   u s e   W i n d o w s   T o   G o   C r e a t o r   i n   W i n d o w s   7 / 8   s y s t e m . 
 
 1 0 7 8 = R e g i s t e r i n g ,   p l e a s e   w a i t   a   f e w   s e c o n d s . . . 
 
 1 0 7 9 = W i n d o w s   3 2 b i t   s y s t e m   d o e s   n o t   w o r k   o n   a   G P T   d i s k ,   s o   t h i s   d i s k   c a n   n o t   b e   c o n v e r t e d   t o   G P T   s t y l e .   W e   s u g g e s t   y o u   t o   u p g r a d e   y o u r   s y s t e m   t o   6 4 b i t . 
 
 1 0 8 0 = T h i s   6 4 b i t   p r o g r a m   o n l y   s u p p o r t s   f o r   W i n d o w s   P E   s y s t e m ,   d o e s   n o t   s u p p o r t   t o   r u n   o n   t h e   c u r r e n t   s y s t e m . 
 
 1 0 8 1 = < u > < b > < f o n t   c o l o r = " # e e e e e e " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / s a f e l y - p a r t i t i o n . h t m l ? p a " > L e a r n   h o w   t o   s a f e l y   p a r t i t i o n   h a r d   d r i v e ? < / a > < / f o n t > < / b > < / u > 
 
 1 0 8 2 = S a f e l y   P a r t i t i o n 
 
 1 0 8 3 = h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / s a f e l y - p a r t i t i o n . h t m l ? p a 
 
 1 0 8 4 = W i n d o w s   C o m m a n d   L i n e 
 
 
 
 1 0 8 5 = A f t e r   c o m p l e t i n g   c o p y   t h e   s y s t e m   p a r t i t i o n ,   t o   y o u r   s y s t e m   b o o t a b l e   f r o m   t h e   d e s t i n a t i o n   d i s k ,   w e   h i g h l y   s u g g e s t   t h a t   y o u   u s e   t h e   " M i g r a t e   O S   t o   S S D   o r   H D D "   f e a t u r e   t o   r e a l i z e   c o p y i n g   t h e   s y s t e m   p a r t i t i o n   t o   t h e   d e s t i n a t i o n   d i s k .   W o u l d   y o u   l i k e   t o   c a n c e l   t h e   " C o p y   P a r t i t i o n "   f e a t u r e   a n d   r u n   t h e   s y s t e m   m i g r a t i o n   f e a t u r e ? 
 
 1 0 8 6 = A f t e r   c o m p l e t i n g   c o p y   t h e   s y s t e m   d i s k ,   t o   y o u r   s y s t e m   b o o t a b l e   f r o m   t h e   d e s t i n a t i o n   d i s k ,   w e   h i g h l y   s u g g e s t   t h a t   y o u   u s e   t h e   " M i g r a t e   O S   t o   S S D   o r   H D D "   f e a t u r e   t o   r e a l i z e   c o p y i n g   t h e   s y s t e m   p a r t i t i o n   t o   t h e   d e s t i n a t i o n   d i s k   f i r s t ,   a n d   t h e n   u s e   t h e   " C o p y   P a r t i t i o n "   f e a t u r e   t o   c o p y   r e m a i n i n g   p a r t i t i o n s   t o   t h e   d e s t i n a t i o n   d i s k .   W o u l d   y o u   l i k e   t o   c a n c e l   t h e   " C o p y   D i s k "   f e a t u r e   a n d   r u n   t h e   s y s t e m   m i g r a t i o n   f e a t u r e ? 
 
 
 
 1 0 8 7 = \ r \ n \ r \ n W h a t   d o e s   t h e   I n f o r m a t i o n   C o d e   m e a n ?   P l e a s e   r e f e r   t o :   h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / h e l p / e r r o r c o d e . h t m l   
 
 1 0 8 8 = & I   w a n t   t o   d e l e t e   a l l   p a r t i t i o n s   o n   t h i s   d i s k   % d   t o   m i g r a t e   s y s t e m   t o   t h e   d i s k . 
 
 1 0 8 9 = I f   y o u   d o   n o t   w a n t   t o   d e l e t e   a l l   p a r t i t i o n s   o n   t h e   s e l e c t e d   d i s k ,   w e   s u g g e s t   y o u   s e l e c t i n g   a n   u n a l l o c a t e d   s p a c e   f o r   t h e   m i g r a t i o n .   I f   t h e r e ' s   n o   u n a l l o c a t e d   s p a c e ,   y o u   c a n   c l i c k   < f o n t   c o l o r = " # 0 0 0 0 f 0 " > < a   h r e f = " h t t p : / / w w w . d i s k - p a r t i t i o n . c o m / l i b / u n a l l o c a t e d . h t m l ? p a " > h e r e < / a > < / f o n t >   f o r   m o r e   i n f o r m a t i o n . 
 
 1 0 9 0 = A l l   p a r t i t i o n s   o n   t h e   d e s t i n a t i o n   d i s k % d   w i l l   b e   d e l e t e d   d u r i n g   t h e   m i g r a t i o n ,   a r e   y o u   s u r e   t o   d e l e t e   t h e m ? 
 
 
 
 1 0 9 8 = K e e p   t h e   f o r m a t   o f   t h e   d e s t i n a t i o n   d i s k   c o n s i s t e n t   w i t h   t h e   s o u r c e   d i s k   ( b o t h   a r e   G P T   f o r m a t ) 
 
 1 0 9 9 = C r e a t e   a   s i m p l e   W i n d o w s   P E . 
 
 1 1 0 0 = C r e a t e   a   W i n d o w s   P E   t h a t   c o n t a i n s   W i n d o w s   D e s k t o p   a n d   S t a r t   M e n u . 
 
 1 1 0 1 = T o   c r e a t e   W i n d o w s   P E   w i t h   W i n d o w s   D e s k t o p   a n d   S t a r t   M e n u ,   n e e d   y o u   t o   u s e   A O M E I   P E   B u i l d e r   t o   f i n i s h .   Y o u   c a n   d o w n l o a d   a n d   u s e   t h i s   f r e e   t o o l   a t :   
 
 1 1 0 2 = h t t p : / / w w w . a o m e i t e c h . c o m / p e - b u i l d e r . h t m l 
 
 1 1 0 3 = I t ' s   s t r o n g l y   r e c o m m e n d e d   t o   b a c k u p   i m p o r t a n t   d a t a   b y   u s i n g   < u > < f o n t   c o l o r = " # 0 0 0 0 f f " > < a   h r e f = " h t t p : / / w w w . b a c k u p - u t i l i t y . c o m / f r e e - b a c k u p - s o f t w a r e . h t m l ? f r o m = p a " > f r e e   A O M E I   B a c k u p p e r < / a > < / f o n t > < / u >   b e f o r e   r e s i z i n g   p a r t i t i o n s . 
 
 
 
 ; N 2 F   l a n g u a g e 
 
 2 0 0 0 = & A b o u t . . . 
 
 2 0 0 1 = A r e   y o u   s u r e   t o   e x i t   t h e   A O M E I   N t f s 2 F a t 3 2   C o n v e r t e r ? 
 
 2 0 0 2 = N T F S   P a r t i t i o n   L i s t 
 
 2 0 0 3 = P l e a s e   s e l e c t   t h e   N T F S   p a r t i t i o n   t h a t   y o u   w a n t   t o   c o n v e r t   t o   F A T 3 2   b e l o w . 
 
 2 0 0 4 = P l e a s e   c l i c k   N e x t   t o   a n a l y z e   < b > t h e   % c :   p a r t i t i o n < / b > . 
 
 2 0 0 5 = T h e   d r i v e   ( % c : )   i s   a n a l y s i n g ,   p l e a s e   w a i t . . . 
 
 2 0 0 6 = N T F S   F e a t u r e s   N o t e 
 
 2 0 0 7 = Y o u   s h o u l d   p r o c e s s   t h e   f o l l o w i n g   f i l e s   b e f o r e   y o u   c o n v e r t   i t   t o   F A T 3 2 . 
 
 2 0 0 8 = T h e r e   a r e   s o m e   N T F S   f i l e s   t h a t   c a n   n o t   b e   s t o r e d   i n   a   F A T 3 2   p a r t i t i o n   i n   t h e   l i s t   b o x . 
 
 2 0 0 9 = W e l c o m e   N t f s 2 F a t 3 2 
 
 2 0 1 0 = C o n v e r t   t o   F A T 3 2   f r o m   N T F S   a n d   v i c e   v e r s a . 
 
 2 0 1 1 = T o t a l   P r o g r e s s : 
 
 2 0 1 2 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r   ( N t f s 2 F a t 3 2 )   i s   s p e c i f i c a l l y   d e s i g n e d   t o   c o n v e r t   t h e   f i l e   s y s t e m   f r o m   N T F S   t o   F A T 3 2   w i t h o u t   l o s s   o f   d a t a   a n d   v i c e   v e r s a . 
 
 2 0 1 3 = P l e a s e   n o t e   t h a t   t h e   f o l l o w i n g   N T F S   f i l e s   c a n   n o t   b e   s u p p o r t e d   b y   F A T 3 2 : \ n 1 .   C o m p r e s s e d   F i l e s . \ n 2 .   E n c r y p t e d   F i l e s . \ n 3 .   L a r g e   F i l e s   O v e r   4 G B . \ n \ n I f   t h e   p a r t i t i o n   c o n t a i n s   t h e s e   f i l e s ,   y o u   s h o u l d   d e c o m p r e s s ,   d e c r y p t   t h e s e   r e l a t e d   f i l e s   a n d   s p l i t   t h e   l a r g e   f i l e s   t h a n   4 G B   i n t o   m u l t i p l e   s m a l l   f i l e s   b e f o r e   c o n v e r t i n g   t o   F A T 3 2 .   O t h e r w i s e ,   t h e s e   f i l e s   w i l l   l o s e   a f t e r   c o n v e r t i n g . 
 
 2 0 1 4 = Y o u   c o u l d   u s e   t h e   f o l l o w i n g   w a y   t o   p r o c e s s   t h e   l a r g e   f i l e s . \ n 1 .   M o v e   t h e   l a r g e   f i l e s   t o   a n o t h e r   N T F S   p a r t i t i o n . \ n 2 .   S p l i t   t h e s e   l a r g e   f i l e s   i n t o   m u l t i p l e   s m a l l   f i l e s   b y   u s i n g   s o m e   t o o l s . \ n 3 .   D e l e t e   t h e   u n w a n t e d   l a r g e   f i l e s   m a n u a l l y . \ n \ n T h e   l a r g e   f i l e s   o v e r   4 G B   c a n   n o t   b e   c o n v e r t e d   a n d   p l a c e d   i n   t h e   F A T 3 2   p a r t i t i o n ,   s o   y o u   h a v e   t o   d e a l   w i t h   t h e m   b e f o r e   c o n v e r t i n g   t o   F A T 3 2 . 
 
 2 0 1 5 = T h e   f i l e s   a r e   d e c r y p t i n g ,   p l e a s e   w a i t . . . 
 
 2 0 1 6 = T h e   f i l e s   a r e   d e c o m p r e s s i n g ,   p l e a s e   w a i t . . . 
 
 2 0 1 7 = P l e a s e   d e c r y p t   t h e   f o l l o w i n g   f i l e s   m a n u a l l y . 
 
 2 0 1 8 = T o   a v o i d   d a t a   l o s s ,   p l e a s e   m u s t   p r o c e s s   t h e   N T F S   f e a t u r e   f i l e s   t h a t   c a n n o t   b e   c o n v e r t e d . 
 
 2 0 1 9 = P l e a s e   d e c o m p r e s s   t h e   f o l l o w i n g   f i l e s   m a n u a l l y . 
 
 2 0 2 0 = S o r r y ,   t h e   c o n v e r t e r   c a n n o t   c o n v e r t   t h e   N T F S   p a r t i t i o n   t h a t   i s   g r e a t   t h a n   2 T B . 
 
 2 0 2 1 = C o n f i r m   O p e r a t i o n 
 
 2 0 2 2 = P l e a s e   r e v i e w   i f   y o u ' d   l i k e   t o   c o n v e r t   t h e   f o l l o w i n g   N T F S   p a r t i t i o n   t o   F A T 3 2 . 
 
 2 0 2 3 = C l i c k   t h e   P r o c e e d   b u t t o n   t o   s t a r t   t h e   c o n v e r s i o n . 
 
 2 0 2 4 = T h e r e   a r e   s o m e   e r r o r s   i n   t h e   N T F S   f i l e s y s t e m ,   p l e a s e   f i x   t h e   i s s u e s   w i t h   " c h k d s k . e x e   / f " . 
 
 2 0 2 5 = A r e   y o u   s u r e   t o   c a n c e l   t h i s   c o n v e r s i o n ? 
 
 2 0 2 6 = A r e   y o u   s u r e   t o   i g n o r e   t h e s e   f i l e s ?   I f   d o ,   t h e s e   f i l e s   w i l l   l o s t   a f t e r   c o n v e r t i n g . 
 
 2 0 2 7 = 
 
 2 0 2 8 = N o t   e n o u g h   d i s k   s p a c e ,   p l e a s e   d e l e t e   s o m e   f i l e s   o n   t h e   N T F S   p a r t i t i o n   t o   g e t   m o r e   f r e e   s p a c e . 
 
 2 0 2 9 = P l e a s e   c l i c k   F i n i s h   t o   r e t u r n   t h e   f i r s t   p a g e ,   c l i c k   C a n c e l   t o   e x i t . 
 
 2 0 3 0 = T h e   o p e r a t i o n   h a s   b e e n   c o m p l e t e d   s u c c e s s f u l l y ! 
 
 2 0 3 1 = < f o n t   c o l o r = " # 0 0 0 0 f f " > < a   h r e f = " h t t p : / / w w w . a o m e i t e c h . c o m " > h t t p : / / w w w . a o m e i t e c h . c o m < / a > < / f o n t > 
 
 2 0 3 2 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r 
 
 2 0 3 3 = C o p y r i g h t   ( C )   2 0 0 9 - 2 0 1 4   A O M E I   T e c h   C o . ,   L t d .   A l l   R i g h t s   R e s e r v e d . 
 
 2 0 3 4 = N o t e :   A f t e r   c l i c k i n g   P r o c e e d ,   t h e   p r o g r a m   w i l l   c h e c k / r e p a i r   t h e   e r r o r s   o n   t h e   p a r t i t i o n   a u t o m a t i c a l l y ,   w h e n   c o m p l e t i n g   t h e   c h e c k ,   t h e   c o n v e r s i o n   o p e r a t i o n   w i l l   s t a r t .   I n   a d d i t i o n ,   t h e   p a r t i t i o n   c a n   n o t   b e   a c c e s s e d   w h e n   c o n v e r t i n g   i t . 
 
 2 0 3 5 = A r e   y o u   s u r e   t o   e x e c u t e   t h e   c o n v e r s i o n   o p e r a t i o n ? 
 
 2 0 3 6 = 
 
 2 0 3 7 = T h e r e   a r e   n o t   N T F S   p a r t i t i o n s   f o u n d   i n   y o u r   s y s t e m ! 
 
 2 0 3 8 = S o r r y ,   t h e   s y s t e m   p a r t i t i o n   % c :   c a n   n o t   b e   s u p p o r t e d   f o r   c o n v e r t i n g   t o   F A T 3 2   y e t ! 
 
 2 0 3 9 = 
 
 2 0 4 0 = C l i c k   t h e   B u y N o w   t o   p u r c h a s e   t h e   f u l l   e d i t i o n ,   a n d   c l i c k   t h e   P r o c e e d   t o   t e s t   t h e   c o n v e r s i o n . 
 
 2 0 4 1 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r   i s   b e i n g   r u n ! 
 
 2 0 4 2 = A O M E I   N T F S   t o   F A T 3 2   C o n v e r t e r   c a n   o n l y   w o r k   u n d e r   a d m i n i s t r a t o r   p r i v i l e g e s ! 
 
 2 0 4 3 = 
 
 2 0 4 4 = 
 
 2 0 4 5 = T o   e n s u r e   t h e   i n t e r f a c e   a p p e a r a n c e ,   w e   r e c o m m e n d   t h a t   y o u   a d j u s t   t h e   D P I   t o   9 6 ( 1 0 0 % ) . 
 
 2 0 4 6 = T h e   p r o g r a m   d e t e c t e d   t h e r e   i s   a   P a g i n g   F i l e   ( p a g e f i l e . s y s )   o n   t h e   % c : ,   p l e a s e   f i r s t   r e m o v e   t e m p o r a r i l y   t h e   P a g i n g   F i l e   f r o m   % c :   a n d   r e b o o t   c o m p u t e r ,   t h e n   r e t r y .   \ n \ n R e m o v e   M e t h o d :   \ n R i g h t   c l i c k   " C o m p u t e r "   - >   " P r o p e r t i e s "   - >   " A d v a n c e d   s y s t e m   s e t t i n g s "   - >   " P e r f o r m a n c e   S e t t i n g s "   - >   " A d v a n c e d "   - >   " V i r t u a l   M e m o r y   C h a n g e " . 
 
 2 0 4 7 = T h e r e   a r e   s o m e   p r o g r a m s   t h a t   i s   r u n n i n g   o n   t h e   p a r t i t i o n   t h a t   n e e d   t o   b e   c o n v e r t e d ,   w o u l d   y o u   l i k e   t o   c l o s e   t h e m ? 
 
 2 0 4 8 = S o r r y ,   f a i l e d   t o   c l o s e   t h e   p r o g r a m s   a n d   d i s m o u n t   t h e   p a r t i t i o n   I f   y o u r   f i r e w a l l   o r   a n t i - v i r u s   i s   r u n n i n g   o n   t h e   p a r t i t i o n ,   p l e a s e   u n i n s t a l l   t h e m   a n d   r e t r y . 
 
 2 0 4 9 = T o   t a k e   e f f e c t ,   t h e   c o m p u t e r   n e e d   t o   b e   r e s t a r t e d ,   p l e a s e   c l i c k   O K   t o   r e b o o t . 
 
 2 0 5 0 = F a i l e d   t o   r e b o o t   t h e   c o m p u t e r ,   p l e a s e   d o   t h e   r e s t a r t   o p e r a t i o n   m a n u a l l y . 
 
 2 0 5 1 = F A T   P a r t i t i o n   L i s t 
 
 2 0 5 2 = P l e a s e   c l i c k   N e x t   t o   c o n f i r m   < b > t h e   % c :   p a r t i t i o n < / b > . 
 
 2 0 5 3 = S e l e c t   t h e   F A T / F A T 3 2   p a r t i t i o n   t h a t   y o u   w a n t   t o   c o n v e r t   t o   N T F S   b e l o w . 
 
 2 0 5 4 = T h e r e   a r e   n o t   F A T   a n d   F A T 3 2   p a r t i t i o n s   f o u n d   i n   y o u r   s y s t e m ! 
 
 2 0 5 5 = P l e a s e   r e v i e w   i f   y o u ' d   l i k e   t o   c o n v e r t   t h e   f o l l o w i n g   p a r t i t i o n   t o   N T F S . 
 
 2 0 5 6 = T h e   o p e r a t i o n   h a s   b e e n   c a n c e l l e d ! 
 
 2 0 5 7 = T h e   p r o g r a m   i s   w o r k i n g ,   p l e a s e   w a i t . . . 
 
 2 0 5 8 = T h i s   c o m p u t e r   n e e d s   t o   r e s t a r t   t o   c o n v e r t   t h i s   p a r t i t i o n   t o   N T F S   n o w .   A r e   y o u   s u r e   t o   r e s t a r t   i m m e d i a t e l y ?   I f   c l i c k   N o ,   i t   w i l l   b e   c o n v e r t e d   t h e   n e x t   t i m e   r e b o o t .   
 
 2 0 5 9 = F a i l e d   t o   r e s t a r t   y o u r   c o m p u t e r ,   p l e a s e   m a n u a l l y   r e s t a r t ! 
 
 2 0 6 0 = 
 
 2 0 6 1 = S h u t   d o w n   t h e   c o m p u t e r   a f t e r   c o m p l e t i n g   t h e   c o n v e r s i o n . 
 
 
 
 2 0 6 2 = S t a r t   t o   & d e c o m p r e s s   t h e s e   c o m p r e s s e d   f i l e s 
 
 2 0 6 3 = H & o w   t o   p r o c e s s   t h e   l a r g e   f i l e s   o v e r   4 G B ? 
 
 2 0 6 4 = S t a r t   t o   d & e c r y p t   s   t h e s e   e n c r y p t e d   f i l e s 
 
 2 0 6 5 = I g n o r e   t h e s e   f i l e s   t h a t   c a n n o t   b e   c o n v e r t e d . 
 
 
 
 2 0 6 6 = T h e   p r o g r a m   i s   c o n v e r t i n g   F A T / F A T 3 2   t o   N T F S ,   p l e a s e   w a i t . . . 
 
 2 0 6 7 = T h e   p r o g r a m   i s   c o n v e r t i n g   i t   t o   F A T 3 2 ,   p l e a s e   w a i t . . . 
 
 2 0 6 8 = E l a p s e d   T i m e :   % 0 2 d : % 0 2 d : % 0 2 d 
 
 
 
 2 0 6 9 = P a r t i t i o n s   L o a d i n g ,   P l e a s e   W a i t . . . 
 
 2 0 7 0 = C o n v e r t   N t f s   t o   F a t 3 2   w i t h o u t   l o s i n g   d a t a . 
 
 2 0 7 1 = S a f e l y   c o n v e r t   F a t   o r   F a t 3 2   t o   N t f s . 
 
 
 
 2 0 7 2 = A b o u t 
 
 2 0 7 3 = O K 
 
 
 
 2 0 7 5 = A n a l y s i n g 
 
 2 0 7 6 = R e p o r t 
 
 2 0 7 7 = F i l e   D e c r y p t i o n 
 
 2 0 7 8 = F i l e   D e c o m p r e s s i o n 
 
 
 
 
 
 2 0 8 1 = B & u y N o w 
 
 
 
 
 
 2 0 8 4 = & N T F S   t o   F A T 3 2 
 
 2 0 8 5 = & F A T 3 2   t o   N T F S 
 
 
 
 2 0 8 6 = P r o g r e s s :   % I 6 4 d / % I 6 4 d 
 
 2 0 8 7 = C o m p r e s s e d   F i l e s 
 
 2 0 8 8 = E n c r y p t e d   F i l e s 
 
 2 0 8 9 = L a r g e   f i l e s   o v e r   4 G B 
 
 2 0 9 0 = C o n v e r t   F A T / F A T 3 2   t o   N T F S \ n \ n \ t D r i v e   L e t t e r :   % c \ n \ t L a b e l :   % s \ n \ t T o t a l   S i z e :   % s \ n \ n T h e   p r o g r a m   i s   r e a d y   t o   c o n v e r t   t h e   % c :   p a r t i t i o n   t o   N T F S . 
 
 
 
 2 0 9 2 = C o n v e r t   N T F S   t o   F A T 3 2 \ n \ n \ t D r i v e   L e t t e r :   % c \ n \ t L a b e l :   % s \ n \ t T o t a l   S i z e :   % s \ n \ n T h e   p r o g r a m   i s   r e a d y   t o   c o n v e r t   t h e   % c :   p a r t i t i o n   t o   F A T 3 2 . 
 
 2 0 9 3 = C o n v e r t   N T F S   t o   F A T 3 2 \ n \ n \ t D r i v e   L e t t e r :   % c \ n \ t L a b e l :   % s \ n \ t T o t a l   S i z e :   % s \ n \ n 
 
 2 0 9 4 = U n k n o w n   E r r o r . 
 
 2 1 0 5 = T h e   o p e r a t i o n   a l r e a d y   b e i n g   c a n c e l e d . 
 
 2 1 3 7 = I n v a l i d   f i l e   s y s t e m   w h e n   c o n v e r t   F A T   t o   N T F S . 
 
 2 1 3 8 = F a i l   i n   t h e   p r o c e s s   o f   c o n v e r t i n g   F A T   t o   N T F S . 
 
 2 1 3 9 = F a i l   i n   t h e   p r o c e s s   o f   c o n v e r t i n g   F A T   t o   N T F S .   P l e a s e   r e b o o t   t o   r e t r y . 
 
 2 1 4 0 = E r r o r   i n   F A T   f i l e   s y s t e m .   P l e a s e   a m e n d   i t   b e f o r e   r e t r y . 
 
 2 1 4 1 = P l e a s e   r e l e a s e   m o r e   f r e e   s p a c e   b e f o r e   c o n v e r t i n g   f r o m   F A T   t o   N T F S . 
 
 2 1 4 2 = U n k n o w n   e r r o r   i n   t h e   p r o c e s s   o f   c o n v e r t i n g   F A T   t o   N T F S . 
 
 2 1 6 1 = T h e r e   i s   a   u n k n o w n   e r r o r   d u r i n g   t h e   c o n v e r s i o n . 
 
 2 1 6 2 = N o t   e n o u g h   d i s k   s p a c e ! 
 
 2 1 6 7 = S t a t u s :   % d / % d 
 
 2 1 6 8 = N t f s 2 F a t 3 2 
 
 2 1 6 9 = W e   a r e   s o r r y ,   t h e   c u r r e n t   p r o g r a m   h a s   o c c u r r e d   u n k n o w n   e r r o r !   U n d e r   t h e   i n s t a l l a t i o n   d i r e c t o r y   o f   t h e   p r o g r a m   h a v e   a   c a l l e d   \ " l o g \ "   f o l d e r   a n d   a   C r a s h . d m p   f i l e ,   p l e a s e   s e n d   t h e m   t o   s u p p o r t @ a o m e i t e c h . c o m   t o   g e t   h e l p ,   t h a n k s ! 
 
 2 1 7 1 = S u c c e e d   i n   c o n v e r t i n g   i t   t o   N T F S . 
 
 2 1 7 5 = F a i l e d   t o   c o n v e r t   d u e   t o   n o t   e n o u g h   d i s k   s p a c e .   P l e a s e   r e l e a s e   m o r e   f r e e   s p a c e   b e f o r e   c o n v e r t i n g   f r o m   F A T   t o   N T F S . 
 
 2 1 7 8 = U n u s e d 
 
 2 1 7 9 = C h e c k / R e p a i r 
 
 2 1 8 0 = C h e c k i n g   a n d   r e p a i r i n g ,   p l e a s e   w a i t . . . 
 
 2 1 8 1 = C h e c k   a n d   r e p a i r   t h e   p a r t i t i o n   b e f o r e   c o n v e r t i n g   i t . 
 
 
 
 ; D D C   l a n g u a g e 
 
 3 0 0 0 = T h i s   w i z a r d   w i l l   h e l p   y o u   c o n v e r t   d y n a m i c   d i s k   b a c k   t o   b a s i c   d i s k   w i t h o u t   l o s i n g   d a t a ,   i n   o r d e r   t o   m a k e   y o u r   h a r d   d i s k s   c a n   b e   m a n a g e d   m o r e   e f f e c t i v e l y . 
 
 3 0 0 3 = P l e a s e   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 0 4 = T h e   c u r r e n t   p r o d u c t   i s   a   d e m o   v e r s i o n   a n d   i t   c o u l d   n o t   c o m p l e t e   t h e   c o n v e r s i o n .   Y o u   c a n   v e r i f y   w h e t h e r   i t   i s   a b l e   t o   w o r k   o n   y o u r   c o m p u t e r   a n d   r e c o g n i z e   y o u r   d y n a m i c   d i s k .   I f   y o u   a r e   s a t i s f i e d   w i t h   t h e   p r o d u c t ,   y o u   c o u l d   c l i c k   t h e   f o l l o w i n g   " B u y   N o w "   b u t t o n   o r   t h e   l i n k :   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p : / / w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m / b u y n o w . h t m l " > w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m < / a > < / f o n t > < / u >   t o   p u r c h a s e   a   f u l l   v e r s i o n . 
 
 3 0 0 5 = D y n a m i c   D i s k   L i s t 
 
 3 0 0 6 = P l e a s e   s e l e c t   t h e   d y n a m i c   d i s k s   t h a t   y o u   w a n t   t o   c o n v e r t   t o   b a s i c   d i s k   i n   t h e   f o l l o w i n g   l i s t . 
 
 3 0 0 7 = C l i c k   < b > N e x t < / b >   t o   c h e c k   t h i s   c o n v e r s i o n . 
 
 3 0 0 8 = c l i c k   < b > P r o c e e d < / b >   t o   s t a r t ,   t h e   p r o c e s s   o n l y   t a k e   3 - 1 0   s e c o n d s . 
 
 3 0 0 9 = C o n f i r m   O p e r a t i o n 
 
 3 0 1 0 = P l e a s e   r e v i e w   t h e   c o n v e r s i o n   o p e r a t i o n   a n d   c o n f i r m   i t . 
 
 3 0 1 1 = A r e   y o u   s u r e   t o   e x i t   D y n a m i c   D i s k   C o n v e r t e r   % s ? 
 
 3 0 1 2 = & I   h a v e   d e c i d e d   t o   e x e c u t e   t h i s   o p e r a t i o n ,   
 
 3 0 1 3 = T h e   d i s k   l a y o u t   a f t e r   c o n v e r s i o n ,   s o m e   v o l u m e s   w i l l   l o s e 
 
 3 0 1 4 = T h e   d i s k   l a y o u t   b e f o r e   c o n v e r s i o n 
 
 3 0 1 5 = P l e a s e   N o t e :   S o m e   v o l u m e s   w i l l   l o s e   w h e n   c o n v e r t i n g ,   s o   t h e   p r o g r a m   c a n   n o t   c o n v e r t   t h i s   d i s k .   Y o u   c o u l d   d o w n l o a d   A o m e i   D y n a m i c   D i s k   M a n a g e r ,   o r   e m a i l   t o   s u p p o r t @ a o m e i t e c h . c o m   t o   s e e k   h e l p . \ r \ n \ r \ n I f   y o u   w a n t   t o   c o n v e r t   a   S p a n n e d ,   S t r i p e d   a n d   R A I D - 5   v o l u m e   t o   b a s i c   p a r t i t i o n ,   p l e a s e   u s e   M e t h o d   2   t o   c o n v e r t   t h e m .   F o r   d e t a i l e d   i n f o ,   c h e c k   F A Q . 
 
 3 0 1 6 = P r o g r a m   d o e s   n o t   d e t e c t   a n y   d y n a m i c   d i s k   i n   y o u r   s y s t e m . 
 
 3 0 1 7 = C l i c k   < b > F i n i s h < / b >   t o   r e s t a r t   t h i s   c o m p u t e r   t o   t a k e   e f f e c t . 
 
 3 0 1 8 = T h i s   c o m p u t e r   n e e d s   t o   r e s t a r t   i m m e d i a t e l y ,   c l i c k   O K   t o   r e b o o t ! 
 
 3 0 1 9 = T h e   c o m p u t e r   i s   r e s t a r t e d   f a i l ,   p l e a s e   r e b o o t   m a n u a l l y ! 
 
 3 0 2 0 = D y n a m i c   D i s k   C o n v e r t e r   h a v e   d e t e c t e d   s y s t e m   c o n f i g u r a t i o n   h a s   c h a n g e d ,   \ n p l e a s e   r e s t a r t   t h e   c o m p u t e r   t o   m a k e   c o n f i g u r a t i o n   t o   t a k e   e f f e c t ,   a n d   r u n   D y n a m i c   D i s k   C o n v e r t e r   a g a i n .   \ n \ n W o u l d   y o u   l i k e   t o   r e s t a r t   t h i s   c o m p u t e r ?   \ n C l i c k   Y e s   t o   r e s t a r t   i m m e d i a t e l y ,   c l i c k   N o   y o u   n e e d   t o   r e s t a r t   m a n u a l l y . 
 
 3 0 2 1 = F a i l e d   t o   l o a d   d r i v e r ,   p l e a s e   r e i n s t a l l   D y n a m i c   D i s k   C o n v e r t e r   o r   c o n t a c t   u s . 
 
 3 0 2 2 = < b > T h i s   i s   d e m o   v e r s i o n   o f   D y n a m i c   D i s k   C o n v e r t e r . < / b > 
 
 3 0 2 3 = P l e a s e   c l i c k   t h e   < b > B u y   N o w < / b >   b u t t o n   t o   b u y   t h e   f u l l   v e r s i o n   o n   w e b s i t e   < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " h t t p : / / w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m / b u y n o w . h t m l " > w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m < / a > < / f o n t > < / u > . 
 
 3 0 2 4 = Y o u   a r e   a t t e m p t i n g   t o   r u n   t h e   p r o d u c t   o n   a   s e r v e r   w o r k s t a t i o n   p l a t f o r m .   \ n P l e a s e   n o t e   t h a t   t h e   c u r r e n t   v e r s i o n   c a n   n o t   b e   r u n   o n   t h e   s e r v e r .   \ n I f   y o u   w i s h   t o   u s e   i t   o n   a   s e r v e r ,   p l e a s e   p u r c h a s e   s e r v e r   v e r s i o n   o f   \ n o u r   s o f t w a r e   o n   w e b s i t e   w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m . 
 
 3 0 2 5 = A f t e r   t h e   c o n v e r s i o n   i s   c o m p l e t e   a n d   r e b o o t ,   D i s k   M a n a g e m e n t   w i l l   s h o w   a n   e x t r a   " M i s s i n g   D i s k "   i s   a s   f o l l o w s ,   p l e a s e   s e e   t h e   F A Q   a b o u t   h o w   t o   d e a l   w i t h   t h e   M i s s i n g   D i s k . 
 
 3 0 2 6 = T h e   c a p a c i t y   o f   t h e   d i s k   s e l e c t e d   i s   a b o v e   2 T B ,   a n d   n o w   d o e s   n o t   b e e n   s u p p o r t e d .   
 
 3 0 2 7 = D o e s   n o t   s u p p o r t   t h e   d i s k   w h i c h   i s   l e s s   t h a n   2 G B . 
 
 3 0 2 8 = F o r   t h e   l a t e s t   p r o d u c t   i n f o r m a t i o n ,   p l e a s e   v i s i t   u s : \ n \ n                                           < u > < f o n t   c o l o r = " # 0 0 0 0 c 0 " > < a   h r e f = " w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m " > w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m < / a > < / f o n t > < / u > 
 
 3 0 2 9 = C o p y r i g h t   ( C )   2 0 0 9   A o m e i   T e c h n o l o g y   C o . ,   L t d .   \ n A l l   R i g h t s   R e s e r v e d . 
 
 3 0 3 0 = W e   a r e   s o r r y   f o r   l o a d i n g   d r i v e r   t o   f a i l . \ r \ n Y o u   c o u l d   s o l v e   t h e   p r o b l e m   b y   d i s a b l i n g   d r i v e r   s i g n i n g .   \ r \ n \ r \ n M e t h o d   1 :   \ r \ n P l e a s e   r e b o o t   y o u r   c o m p u t e r   a n d   p r e s s   F 8   t o   e n t e r   a d v a n c e d   b o o t   o p t i o n s ,   a n d   t h e n   s e l e c t   t h e   " D i s a b l e   D r i v e r   S i g n a t u r e   E n f o r c e m e n t "   t o   b o o t   s y s t e m ,   a f t e r   l o g i n   W i n d o w s ,   D y n a m i c   D i s k   C o n v e r t e r   w i l l   b e   a b l e   t o   r u n   n o r m a l l y . \ r \ n \ r \ n M e t h o d   2 :   \ r \ n I n s t a l l   f r e e   R e a d y D r i v e r   s o f t w a r e   a n d   b o o t   s y s t e m   f r o m   i t .   Y o u   c a n   d o w n l o a d   i t   a t :   h t t p : / / w w w . c i t a d e l i n d u s t r i e s . n e t / r e a d y d r i v e r p l u s / i n d e x . p h p 
 
 3 0 3 1 = T o   e n s u r e   t h e   i n t e r f a c e   a p p e a r a n c e ,   w e   r e c o m m e n d   t h a t   y o u   a d j u s t   t h e   D P I   t o   9 6 ( 1 0 0 % )   o r   1 2 0 ( 1 2 5 % ) .   
 
 3 0 3 2 = T h i s   d i s k   i s   o f f l i n e ,   p l e a s e   s w i t c h   t o   i t   o n l i n e   b y   u s i n g   t h e   W i n d o w s   D i s k   M a n a g e m e n t   f i r s t . 
 
 3 0 3 3 = T h e   s e l e c t e d   d i s k   i s   a   f o r e i g n / i n v a l i d   d y n a m i c   d i s k ,   p l e a s e   f i r s t   i m p o r t   i t   b y   u s i n g   W i n d o w s   D i s k   M a n a g e m e n t ,   \ n a n d   t h e n   r e s t a r t   D y n a m i c   D i s k   C o n v e r t e r   t o   t r y   a g a i n . 
 
 3 0 3 4 = P i c k   a   m e t h o d   a n d   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 3 5 = S e l e c t   O p e r a t i o n 
 
 3 0 3 6 = A c c o r d i n g   t o   i n d i v i d u a l   c i r c u m s t a n c e   t o   s e l e c t   a   s u i t a b l e   m e t h o d   f o r   t h e   c o n v e r s i o n . 
 
 3 0 3 7 = S a f e l y ,   d i r e c t l y   a n d   t i m e - s a v i n g   r e v e r t   a   d y n a m i c   d i s k   b a c k   t o   b a s i c   d i s k   w i t h o u t   l o s i n g   d a t a . 
 
 3 0 3 8 = S e c t o r   b y   s e c t o r   c l o n e   s i m p l e d   v o l u m e ,   s p a n n e d   v o l u m e ,   s t r i p e d   v o l u m e ,   m i r r o r e d   v o l u m e   a n d   R A I D - 5   v o l u m e   f r o m   d y n a m i c   t o   b a s i c . 
 
 3 0 3 9 = S e l e c t   S o u r c e   V o l u m e 
 
 3 0 4 0 = P l e a s e   s e l e c t   a   d y n a m i c   v o l u m e   t h a t   y o u   w a n t   t o   c l o n e   t o   b a s i c   d i s k   b e l o w . 
 
 3 0 4 1 = S e l e c t   a   d y n a m i c   v o l u m e   a n d   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 4 2 = S e l e c t   D e s t i n a t i o n 
 
 3 0 4 3 = P l e a s e   s e l e c t   a n   u n a l l o c a t e d   s p a c e   b e i n g   a b l e   t o   a c c o m m o d a t e   t h e   s i z e   o f   t h e   s o u r c e   v o l u m e . 
 
 3 0 4 4 = S e l e c t   a n   < b > u n a l l o c a t e d   s p a c e < / b >   a n d   c l i c k   < b > N e x t < / b >   t o   c o n t i n u e . 
 
 3 0 4 5 = P r o g r a m   d o e s   n o t   d e t e c t   a n y   d y n a m i c   v o l u m e   i n   y o u r   s y s t e m . 
 
 3 0 4 6 = T h e   s e l e c t e d   d i s k   i s   a   G P T   d i s k ,   p l e a s e   f i r s t   c o n v e r t   i t   t o   M B R   d i s k   b y   u s i n g   W i n d o w s   D i s k   M a n a g e m e n t . 
 
 3 0 4 7 = T h e r e   i s   n o t   a   b a s i c   d i s k   i n   y o u r   s y s t e m ,   s o   t h e   d y n a m i c   v o l u m e   c a n ' t   b e   c l o n e d   t o   b a s i c   p a r t i t i o n   b y   u s i n g   t h e   M e t h o d   2 .   \ n \ n Y o u   c a n   f i r s t   i n s t a l l   a   n e w   h a r d   d i s k   a s   b a s i c   d i s k   i n   y o u r   c o m p u t e r ,   t h e n   u s e   t h i s   b a s i c   d i s k   t o   c o m p l e t e   t h i s   c o n v e r s i o n . 
 
 3 0 4 8 = T h e r e   a r e n ' t   a n y   b a s i c   d i s k s   w h i c h   w e r e   f o u n d ,   s o   u s i n g   M e t h o d   2   c a n ' t   c o m p l e t e   y o u r   c o n v e r s i o n . 
 
 3 0 4 9 = T h i s   d y n a m i c   d i s k   i s   o f f l i n e ,   p l e a s e   s w i t c h   t o   i t   o n l i n e   b y   u s i n g   t h e   W i n d o w s   D i s k   M a n a g e m e n t   f i r s t ,   \ n a n d   t h e n   r e s t a r t   D y n a m i c   D i s k   C o n v e r t e r   a n d   t r y   a g a i n . 
 
 3 0 5 0 = T h e   d i s k   i s   a   f o r e i g n / i n v a l i d   d y n a m i c   d i s k ,   p l e a s e   i m p o r t   i t   b y   u s i n g   W i n d o w s   D i s k   M a n a g e m e n t . 
 
 3 0 5 1 = C u r r e n t l y   t h e   b o o t a b l e   s y s t e m   v o l u m e   c a n ' t   b e   c o n v e r t e d   f r o m   d y n a m i c   t o   b a s i c   p a r t i t i o n   b y   u s i n g   M e t h o d   2   y e t ;   y o u   c a n   t r y   t o   u s e   M e t h o d   1   t o   c o m p l e t e   t h e   c o n v e r s i o n   o f   y o u r   s y s t e m   v o l u m e . 
 
 3 0 5 2 = Y o u r   s e l e c t e d   v o l u m e   c a n   n o t   b e   a c c e s s e d ,   p e r h a p s   i t   w a s   l o c k e d   b y   o t h e r   p r o g r a m s . 
 
 3 0 5 3 = R e a d   D B R   t o   f a i l ,   p e r h a p s   o n   t h e   d i s k   h a v e   s o m e   b a d   s e c t o r s . 
 
 3 0 5 4 = T h e r e   a r e   s o m e   u n k n o w n   e r r o r s   o n   t h e   v o l u m e ,   f o r   t h e   d a t a   s e c u r i t y   a n d   i t   c a n ' t   b e   c o n v e r t e d ! 
 
 3 0 5 5 = T h i s   i s   a n   u n k n o w n   v o l u m e   w h i c h   o n l y   b e   c o n v e r t e d   t o   a   b a s i c   p a r t i t i o n   o n l y   b y   u s i n g   s e c t o r   t o   s e c t o r   m o d e . 
 
 3 0 5 6 = T h e   s e l e c t e d   u n k n o w n   v o l u m e   c a n ' t   b e   c o n v e r t e d   t o   a   b a s i c   p a r t i t i o n . 
 
 3 0 5 7 = T h e   p r o g r a m   d e t e c t s   t h e   f o l l o w i n g   d y n a m i c   v o l u m e s   w i l l   l o s e   a f t e r   t h e   d i s k   b e   c o n v e r t e d   t o   b a s i c : \ n \ n 
 
 3 0 5 8 = \ n I f   t h e   d i s k   c o n t a i n s   m i r r o r e d   v o l u m e ,   p l e a s e   b a c k   t o   t h e   p r e v i o u s   p a g e   a n d   t i c k   a t   t h e   " C h e c k   h e r e   i f   t h e   s e l e c t e d   d i s k   c o n t a i n s   m i r r o r e d   v o l u m e s   ( R A I D 1 ) "   o p t i o n .   \ n \ n I n   a d d i t i o n ,   b e c a u s e   t h e   M e t h o d   1   c o u l d   n o t   d i r e c t l y   c o n v e r t   s p a n n e d ,   s t r i p e d   a n d   R A I D 5   t o   b a s i c   p a r t i t i o n ,   y o u   c o u l d   u s e   M e t h o d   2   t o   c l o n e   t h e s e   v o l u m e s   t o   b a s i c   d i s k .   S e e   F A Q   f o r   m o r e   i n f o . 
 
 3 0 5 9 = T h e   o n e   c h o o s e d   n o t   t o   m e e t   t h e   r e q u i r e m e n t s ,   m u s t   s e l e c t   a n   < b > u n a l l o c a t e d   s p a c e < / b >   g r e a t e r   t h a n   % s . 
 
 3 0 6 0 = T h e   s e l e c t e d   u n a l l o c a t e d   s p a c e   i s   a b l e   t o   a c c o m m o d a t e   t h e   s o u r c e   d y n a m i c   v o l u m e ,   p l e a s e   c l i c k   < b > N e x t < / b > . 
 
 3 0 6 1 = T h e   c a p a c i t y   o f   t h e   u n a l l o c a t e d   s p a c e   i s   < b > t o o   s m a l l < / b > ,   p l e a s e   s e l e c t   a   l a r g e r   t h a n   % s . 
 
 3 0 6 2 = P r o g r a m   d o e s   n o t   d e t e c t   a n y   a v a i l a b l e   u n a l l o c a t e d   s p a c e   o n   y o u r   b a s i c   d i s k .   Y o u   m u s t   h a v e   a n   u n a l l o c a t e d   s p a c e   w h i c h   i s   a b l e   t o   a c c o m m o d a t e   t h e   s i z e   o f   t h e   s o u r c e   d y n a m i c   v o l u m e .   \ n \ n Y o u   c o u l d   f i r s t   i n s t a l l   a   n e w   h a r d   d i s k   a s   b a s i c   d i s k   t o   s y s t e m ,   t h e n   u s e   t h i s   b a s i c   d i s k   t o   c o m p l e t e   t h i s   c o n v e r s i o n . 
 
 3 0 6 3 = P l e a s e   c o n f i r m   a n d   c l i c k   < b > P r o c e e d < / b >   t o   c o n t i n u e . 
 
 3 0 6 4 = C o n f i r m   O p e r a t i o n 
 
 3 0 6 5 = P l e a s e   c o n f i r m   t h e   f o l l o w i n g   d y n a m i c   v o l u m e   w h e t h e r   n e e d s   t o   b e   c o n v e r t e d   t o   a   b a s i c . 
 
 3 0 6 6 = A r e   y o u   s u r e   t o   a b o r t   t h i s   c o n v e r s i o n ? 
 
 3 0 6 7 = I n   o r d e r   t o   c o p y   t h e   d a t a   f a s t e r ,   w e   r e c o m m e n d   y o u   t o   c h o o s e   a   s p a c e   m o r e   t h a n   % s .   \ n O f   c o u r s e ,   y o u   m a y   n o t   t o   d o   s o . 
 
 3 0 6 8 = I n   t h e   d i s k   h a s   f o u r   p r i m a r y   p a r t i t i o n s ,   s o   o t h e r   p a r t i t i o n   c a n   n o t   b e   c r e a t e d   h e r e .   \ n P l e a s e   c h o o s e   a n o t h e r   p l a c e . 
 
 3 0 6 9 = T h e   s o f t w a r e   c a n ' t   b e   r u n   u n d e r   V i s t a / 2 0 0 8 / W i n d o w s   7 / 8 / 8 . 1   s a f e   m o d e . 
 
 3 0 7 0 = T h e   c u r r e n t   p r o d u c t   i s   a   d e m o   v e r s i o n   a n d   i t   c o u l d   n o t   c o m p l e t e   t h e   c o n v e r s i o n .   Y o u   c a n   v e r i f y   w h e t h e r   i t   i s   a b l e   t o   w o r k   o n   y o u r   c o m p u t e r   a n d   r e c o g n i z e   y o u r   d y n a m i c   d i s k .   I f   y o u   a r e   s a t i s f i e d   w i t h   t h e   p r o d u c t ,   y o u   c o u l d   v i s i t   t h e   l i n k :   h t t p : / / w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m   t o   p u r c h a s e   a   f u l l   v e r s i o n . 
 
 3 0 7 1 = P l e a s e   c l i c k   t h e   < b > B u y   N o w < / b >   b u t t o n   t o   b u y   t h e   f u l l   v e r s i o n   o n   w e b s i t e   h t t p : / / w w w . d y n a m i c - d i s k - c o n v e r t e r . c o m . 
 
 3 0 7 2 = T h e   p r o g r a m   h a v e   d e t e c t e d   s y s t e m   c o n f i g u r a t i o n   h a s   c h a n g e d ,   w e   s u g g e s t   y o u   r e s t a r t   y o u r   c o m p u t e r   f i r s t . 
 
 3 0 7 3 = Y o u   m u s t   b e   a w a r e :   t h i s   d i s k   i s   a   e m p t y   d i s k ,   a f t e r   t h i s   d i s k   i s   c o n v e r t e d   t o   b a s i c   d i s k ,   a l l   d a t a   o n   t h i s   d i s k   w i l l   l o s e   a n d   t h e   d i s k   w i l l   b e c o m e   a n   u n a l l o c a t e d   s p a c e !   A r e   y o u   s u r e   t o   c o n v e r t   i t ? 
 
 3 0 7 4 = T h i s   s e l e c t e d   d i s k   i s   G P T   s t y l e ,   t h i s   p r o g r a m   c a n   n o t   h a n d l e   G P T   d y n a m i c   d i s k s .   Y o u   c o u l d   d o w n l o a d   A o m e i   D y n a m i c   D i s k   M a n a g e r   f r o m   h t t p : / / w w w . d y n a m i c - d i s k . c o m   t o   c o n v e r t   i t ,   o r   e m a i l   t o   s u p p o r t @ a o m e i t e c h . c o m   t o   g e t   h e l p . 
 
 3 0 7 5 = A l l   o p e r a t i o n s   h a v e   b e e n   c o m p l e t e d ,   p l e a s e   c l i c k   O K   t o   r e s t a r t   t h e   c o m p u t e r   i n   o r d e r   t o   t a k e   e f f e c t   t h e   c o n v e r s i o n   o p e r a t i o n s . 
 
 3 0 7 6 = Y o u   n e e d   t o   b u y   o n e   c o p y   o f   A O M E I   P a r t i t i o n   A s s i s t a n t   P r o f e s s i o n a l   E d i t i o n   f o r   t h e   c o n v e r s i o n .   T h a n k s ! 
 
 3 0 7 7 = Y o u   n e e d   t o   b u y   o n e   c o p y   o f   A O M E I   P a r t i t i o n   A s s i s t a n t   S e r v e r   E d i t i o n   f o r   t h e   c o n v e r s i o n .   T h a n k s ! 
 
 3 0 7 8 = A O M E I   D y n a m i c   D i s k   C o n v e r t e r 
 
 3 0 7 9 = D y n a m i c   D i s k   C o n v e r t e r   c a n   o n l y   b e   r u n   u n d e r   W i n d o w s   2 0 0 0 / X P / 2 0 0 3 / V i s t a / 2 0 0 8 ,   W i n d o w s   7 / 8   a n d   m o r e   h i g h e r   v e r s i o n s . 
 
 3 0 8 0 = D y n a m i c   D i s k   C o n v e r t e r   i s   b e i n g   r u n ! 
 
 3 0 8 1 = D y n a m i c   D i s k   C o n v e r t e r   c a n   o n l y   b e   r u n   u n d e r   a d m i n i s t r a t o r   p r i v i l e g e s . 
 
 
 
 
 
 3 0 8 5 = B u y   & L a t e r 
 
 3 0 8 6 = D e m o   V e r s i o n 
 
 
 
 3 0 8 8 = T h e   c o n v e r s i o n   o p e r a t i o n   h a s   b e e n   c o m p l e t e d   s u c c e s s f u l l y ! 
 
 3 0 8 9 = T h e r e   i s   a   e r r o r   o c c u r r e d   d u r i n g   t h i s   c o n v e r s i o n .   ( I n f o   C o d e : % d ) 
 
 3 0 9 0 = C l i c k   t h e   < b > F i n i s h < / b >   b u t t o n   t o   e x i t 
 
 3 0 9 1 = & F A Q 
 
 3 0 9 2 = L o a d   d i r v e r   t o   f a i l 
 
 3 0 9 3 = M i r r o r e d   v o l u m e   i s   b e i n g   l o a d e d ,   p l e a s e   w a i t . . . 
 
 3 0 9 4 = P l e a s e   w a i t i n g ,   c o n v e r t i n g . . . 
 
 3 0 9 5 = C u r r e n t   O p e r a t i o n   P r o g r e s s 
 
 3 0 9 6 = A u t o m a t i c a l l y   s h u t d o w n   t h e   c o m p u t e r   a f t e r   t h e   c o m p l e t i o n . 
 
 3 0 9 7 = C o n v e r t i n g . . . 
 
 3 0 9 8 = P r o c e s s i n g 
 
 
 
 3 1 0 5 = & C h e c k   h e r e   i f   t h e   s e l e c t e d   d i s k   c o n t a i n s   m i r r o r e d   v o l u m e s   ( R A I D 1 ) . 
 
 3 1 0 6 = M e t h o d   1 
 
 3 1 0 7 = M e t h o d   2 
 
 3 1 0 8 = C & o n v e r t   a   d y n a m i c   d i s k   b a c k   t o   b a s i c   d i s k 
 
 3 1 0 9 = C o & n v e r t   a n y   d y n a m i c   v o l u m e   t o   b a s i c   p a r t i t i o n 
 
 
 
 3 1 1 0 = S o r r y ,   t h e   p r o g r a m   c a n   n o t   c o n t i n u e !   I n   t h e   i n s t a l l a t i o n   d i r e c t o r y   o f   t h e   p r o g r a m   h a v e   a   c a l l e d   \ " l o g \ "   f o l d e r ,   C r a s h . d m p   a n d   L d m D a t a . d m p   f i l e ,   p l e a s e   s e n d   t h e m   t o   s u p p o r t @ d y n a m i c - d i s k . c o m   t o   g e t   h e l p ,   t h a n k s ! 
 
 3 1 1 1 = O p e n   h e l p   t o   f a i l ! 
 
 3 1 1 2 = p l e a s e   t i c k   a t   h e r e 
 
 3 1 1 3 = \ n \ n T h e   v e r s i o n   i s   d e m o   e d i t i o n ,   p l e a s e   p u r c h a s e   o n e   c o p y   o f   f u l l   v e r s i o n   f o r   t h e   c o n v e r s i o n .   T h e   f u l l   v e r s i o n   c a n   c o m p l e t e   t h e   c o n v e r s i o n   p r o c e s s   w i t h i n   3 ~ 1 0   s e c o n d s . \ n 
 
 3 1 1 4 = T h e   o p e r a t i o n   h a s   n o t   b e e n   c o m p l e t e d !   I N F O   I D :   % d 
 
 3 1 1 5 = U s e r   c a n c e l e d   t h e   o p e r a t i o n . 
 
 3 1 1 6 = T h e   v o l u m e   G U I D   g e t   f a i l e d ,   d i d n ' t   c o p y   f i l e   t o   t h e   b a s i c   p a r t i t i o n .   P l e a s e   c o p y   f i l e s   t o   b a s i c   p a r t i t i o n   m a n u a l l y 
 
 3 1 1 7 = T h e   i n d i v i d u a l   f i l e s   c a n   n o t   b e   c o p i e d ,   p l e a s e   c o p y   f i l e s   t o   d e s t i n a t i o n   p a r t i t i o n   m a n u a l l y ! 
 
 3 1 1 8 = T h e   d e s t i n a t i o n   p a r t i t i o n   l a c k s   s u f f i c i e n t   d i s k   s p a c e s . 
 
 3 1 1 9 = O p e n   v o l u m e   f a i l e d ,   y o u   c o u l d   m a n u a l l y   c o p y   f i l e s   t o   d e s t i n a t i o n   p a r t i t i o n .   O r   r e s t a r t   t h e   c o m p u t e r   t r y   a g a i n . 
 
 3 1 2 0 = T h e   N T F S   f i l e   s y s t e m   h a s   s o m e   e r r o r s ,   c a n ' t   c l o n e   t h e   v o l u m e . 
 
 3 1 2 1 = R e a d   N T F S   f i l e   r e c o r d s   t o   f a i l ,   t h e r e   a r e   s o m e   b a d   s e c t o r s   o n   t h e   N T F S . 
 
 3 1 2 2 = R e a d   s e c t o r s   t o   f a i l ,   t h e r e   a r e   s o m e   b a d   s e c t o r s   o n   t h e   N T F S . 
 
 3 1 2 3 = I n i t i a l i z e   t h e   D B R   o f   t h e   F A T   f a i l e d .   H a s   s o m e   e r r o r s   o n   t h e   f i l e   s y s t e m . 
 
 3 1 2 4 = T h e   c o n v e r s i o n   i s   c o m p l e t e   u n s u c c e s s f u l l y !   ( I n f o   C o d e : % d ) 
 
 3 1 2 5 = U n k n o w n   e r r o r ,   t h e   v o l u m e   c a n ' t   b e   c o n v e r t e d . 
 
 3 1 2 6 = I n v a l i d   d i s k   i n d e x . 
 
 