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Old 03-11-2010, 20:55   #31 (permalink)
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yes, but I do not want to steal the solution.

I want to learn by comparison as is.

Besides I don't have strengths knowledge in debugger

br
elcapitel




Quote:
Originally Posted by Dave.W View Post
No possibility to debug these calculators?

I think it's a better method than staring at a list of numbers
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Old 03-11-2010, 21:01   #32 (permalink)
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Quote:
Originally Posted by Dave.W View Post
No possibility to debug these calculators?

I think it's a better method than staring at a list of numbers
yes if it was not for themida

sometime, it may even be easier to disassemble phone firmware and extract from there like tool developers did than to take from their tools.

the more information we know about phones hardware, the easier it is to understand it's firmware. the developers of paid tools often have access to internal software, manuals, etc... we don't have.
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Old 03-11-2010, 21:12   #33 (permalink)
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exact

Even it's no secret that many owners of boxes buy algorithms.

because it is impossible to get solutions quickly. With all respect for the coders.


Best Regards
elcapitel



Quote:
Originally Posted by sergeymkl View Post
yes if it was not for themida

sometime, it may even be easier to disassemble phone firmware and extract from there like tool developers did than to take from their tools.

the more information we know about phones hardware, the easier it is to understand it's firmware. the developers of paid tools often have access to internal software, manuals, etc... we don't have.
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Old 03-11-2010, 23:22   #34 (permalink)
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Quote:
Originally Posted by elcapitel View Post
exact

Even it's no secret that many owners of boxes buy algorithms.

because it is impossible to get solutions quickly. With all respect for the coders.


Best Regards
elcapitel
algorithms are bought after Copy/paste no reached
so no other way to keep shining Name in the Market than PAY CA$H....

Again, all respect for C0ders and in this forum there are Good ones. (no need write names, coz all we know )

BR,
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Old 03-12-2010, 04:40   #35 (permalink)
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###NCK### ##latest 12 imei digits##

662350008866 100000003813 -> 3*(3+8+1+3+1)=48 , 8*(3+8+1+3+1)=128 , 1*(3+8+1+3+1)=16 , 3*(3+8+1+3+1)= 48 | 48+8 = 56

462350008868 200000003812 -> 3*(3+8+1+2+2)=48 , 8*(3+8+1+2+2)=128 , 1*(3+8+1+2+2)=16 , 2*(3+8+1+2+2)= 32 | 32+6 = 38

262350008860 300000003811 -> 3*(3+8+1+1+3)=48 , 8*(3+8+1+1+3)=128 , 1*(3+8+1+1+3)=16 , 1*(3+8+1+1+3)= 16 | 16+4 = 20

062350008862 400000003810 -> 3*(3+8+1+0+4)=48 , 8*(3+8+1+0+4)=128 , 1*(3+8+1+0+4)=16 , 0*(3+8+1+0+4)= 0 | 0+2 = 2

562350001676 100000003814 -> 3*(3+8+1+4+1)=51 , 8*(3+8+1+4+1)=136 , 1*(3+8+1+4+1)=17 , 4*(3+8+1+4+1)= 68 | 68+8 = 76

462350004488 100000003815 -> 3*(3+8+1+5+1)=54 , 8*(3+8+1+5+1)=144 , 1*(3+8+1+5+1)=18 , 5*(3+8+1+5+1)= 90 | 90+8 = 98

362350007292 100000003816 -> 3*(3+8+1+6+1)=57 , 8*(3+8+1+6+1)=152 , 1*(3+8+1+6+1)=19 , 6*(3+8+1+6+1)=114 | 114+8 =122

262350000008 100000003817 -> 3*(3+8+1+7+1)=60 , 8*(3+8+1+7+1)=160 , 1*(3+8+1+7+1)=20 , 7*(3+8+1+7+1)=140 | 140+8 =148

462350006622 250000003813 -> 3*(3+8+1+3+5+2)=66 , 8*(3+8+1+3+5+2)=166 , 1*(3+8+1+3+5+2)=22 | 22+0=22 , 3*(3+8+1+3+5+2)= 66 | 66+6 = 72

202350008884 740000003813 -> 3*(3+8+1+3+4+7)=78 , 8*(3+8+1+3+4+7)=208 , 1*(3+8+1+3+4+7)=26 | 26+2=28 , 3*(3+8+1+3+4+7)= 78 | 78+6 = 84

about first 6 digits of (latest 12 imei digits) XXXXXX000000

if digits is: 1 then inverting digits is: 8
2 ...................... 6
3 ...................... 4
4 ...................... 2
5 ...................... 0
6 ...................... 8
7 ...................... 6
8 ...................... 4
9 ...................... 2
0 ...................... 0


788950000008 100000000000
088950000006 200000000000
588950000004 300000000000
288950000002 400000000000
188950000000 500000000000
288950000008 600000000000
588950000006 700000000000
088950000004 800000000000
788950000002 900000000000
698950000080 010000000000
808950000088 110000000000
948950000068 120000000000
788950000008 100000000000
808950000088 110000000000
911950000888 111000000000
022350008888 111100000000
133400088888 111110000000
244516888888 111111000000
044950000228 149000000000
228532648028 645687000000
688950028604 852140000000



best regards
elcapitel
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Old 03-12-2010, 07:53   #36 (permalink)
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@elcapitel

Quote:
about first 6 digits of (latest 12 imei digits) XXXXXX000000
last 12 digits of imei need to invert?

Quote:
if digits is: 1 then inverting digits is: 8
2 ...................... 6
3 ...................... 4
4 ...................... 2
5 ...................... 0
6 ...................... 8
7 ...................... 6
8 ...................... 4
9 ...................... 2
0 ...................... 0
can you explain more about this? =)
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Old 03-12-2010, 08:42   #37 (permalink)
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I THink Its a good adventure , So U have , even got a Basic to which takes you to Another Level in programming. . Thanks Man.

Br
Hassan
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Old 03-12-2010, 12:46   #38 (permalink)
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understanding it's not good but verry good, I like understand not only clik on the button, but when you see all the team buy all information and copy past, and when one team have a solution just some days after other team copy and past this too, why lose my time for undertsand more, just lose my time,

I have a question, it's possible to get a software for unlock one model of phone and impossible to copy this software, or all the time have a solution ?

Best Regards,
JAVA Good.
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Old 03-12-2010, 12:53   #39 (permalink)
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Quote:
Originally Posted by vm_hacker View Post
@elcapitel



last 12 digits of imei need to invert?



Can you explain more about this? =)
-----nck-----------imei-------
788950000008 100000000000
088950000006 200000000000
588950000004 300000000000
288950000002 400000000000
188950000000 500000000000
288950000008 600000000000
588950000006 700000000000
088950000004 800000000000
788950000002 900000000000
698950000080 010000000000
808950000088 110000000000
948950000068 120000000000
788950000008 100000000000
808950000088 110000000000
911950000888 111000000000
022350008888 111100000000
133400088888 111110000000
244516888888 111111000000
044950000228 149000000000
228532648028 645687000000
688950028604 852140000000
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Old 03-12-2010, 13:51   #40 (permalink)
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@boucettay,

Thanks for that Can you calc again for me with imei number 12345678901234x and 74321098765432x

B.R,
VM_Hacker
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Old 03-12-2010, 14:31   #41 (permalink)
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Of this imei: 123456789012347, only is important: 456789012347

1 ............... 8
2 ............... 6
3 ............... 4
4 ............... 2
5 ............... 0
6 ............... 8
7 ............... 6
8 ............... 4
9 ............... 2
0 ............... 0

______246802

______987654 (first 6 digits reversed)
456789012347

4+5+6+7+8+9+0+1+2+3+4+7=56

0*56= 0 | 0+2=2
1*56=56 | 56+4=60
2*56=112 | 112+6=118
3*56=168 | 168+8=176
4*56=224 | 224+0=224
7*56=392 | 392+2=394
With my theory the NCK is: XXXXXX208644

Now, calculating real nck with PolarBox2

Quote:
Phone Imei : 123456789012347

NCK Code : 608714208644
SPCK Code : 341924185298

Codes Calculated OK...
608714208644 -> NCK code with PB2
______208644 -> With my theory.



best regards
elcapitel



Quote:
Originally Posted by VM_Hacker View Post
@boucettay,

Thanks for that Can you calc again for me with imei number 12345678901234x and 74321098765432x

B.R,
VM_Hacker
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Old 03-12-2010, 14:39   #42 (permalink)
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I made some fast program 'ZTE NCK half cook calc' based on research of elcapitel =)



Just simply enter the first 6 digits of IMEI starting at the 4th number 123 456789012347 then you'll get the last 6 digits of NCK code [not 100% correct]

download link: RapidShare: 1-CLICK Web hosting - Easy Filehosting

Note: This software is just for R&D meaning not 100% working.

B.R,
VM_Hacker
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Old 03-12-2010, 14:48   #43 (permalink)
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Talking



______246802

______987654 (first 6 digits reversed)
456789012347


GoooooooD

Now see my post

complete your work, to see if my theory is true with many many many examples ...
if you have questions you can contact me at my messengers.

br
elcapitel



Quote:
Originally Posted by VM_Hacker View Post
I made some fast program 'ZTE NCK half cook calc' based on research of elcapitel =)



Just simply enter the first 6 digits of IMEI starting at the 4th number 123 456789012347 then you'll get the last 6 digits of NCK code [not 100% correct]

download link: RapidShare: 1-CLICK Web hosting - Easy Filehosting

Note: This software is just for R&D meaning not 100% working.

B.R,
VM_Hacker
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Old 03-12-2010, 14:58   #44 (permalink)
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Oops! ok i will fix now =)

B.R,
VM_Hacker
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Old 03-12-2010, 15:46   #45 (permalink)
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i really envy you people,
i was trying to understand the flow of the topic youve been talking here,
i know only a bit of it...

if i go back to my own country i promise to my self i will never stop learning those important issue here...
i want to go back to school lol

please do continue
this is a big help for a people like my kind
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