For those of you that might be affarid that the calculators will all disapear
The MEID is a string of 14 hexadecimal digits and is comprised of a 56 bit word. The first 8 bits are reserved by TIA, the next 24 bits are the manufacturer identification, and the remaining 24 bits are the unit serial nuraber. To obtain the value of the 56 bit word, one neeRAB to take each string of four bits and convert it to its hexadecimal equivalent. As an Example: 1010 000 100 000 000 000 000 000 000 000 010 010 010 100 101 101 111 0010 =A10000009296F2 (hexadecimal).
The left of the nuraber must be padded with zeros to create enough decimal places to complete the decimal nuraber. The first part will always be 10 digits, and the last part will always be 8 digits.As an example, for hexadecimal MEID=A10000009296F2:
1. Take the first 8 digits and convert them . . . .
2. A1000000 hex is equal to 2701131776 decimal.
3. Take the last 6 digits and convert them . . . .
4. 9296F2 hex is equal to 09606898 decimal (note the padding of 1 zero to the left).
5. Concatenate the first 10 decimal digits in front of the last 8 decimal digits.
6. 270113177609606898 is the 18-digit decimal MEID.
This is how to get you're MEID DEC.
Now for (P)ESN Hex
You will use a Hash Calc.
1. Take A10000009296F2 and paste into you're SHA-1 hash calculator.
2. Calculate the HASH characters in this example A10000009296F2 = 2d0e6efea8f8082c9703cf6636c4a2195c75b7ed
3. Take the last 6 characters and place 80 in front of them = 8075b7ed
4. This is are (P)Esn Hex 0x8075B7ED
So
Binary= 1010 000 100 000 000 000 000 000 000 000 010 010 010 100 101 101 111 0010
MEID Hex = A10000009296F2
MEID Dec = 270113177609606898
P(ESN) Hex = 0x8075B7ED
P(ESN) Dec = 12807714797
Bookmarks