King's Valley II ( Rc-760 )
Status: 100%
Notes: Completed
Thanks to: Dennis Pasveer
Decoding The Password
A Kv2 password uses 8 digits, The value of one digit can be ( 0 to 9 ) or ( A to P ).
In this example we use the password ( BBBB BBBB),
only the 'first 4' and the 6st digit are used to decode the password.
Now use Table1 (below) to convert the first 4 digits in to binairy numbers
B = 0001
B = 0001
B = 0001
B = 0001
Rotation
The 6Th digit is the rotation value , with this digit we will rotate the above binary numbers.
If the 6Th digit is a letter then use Table2 to convert it in to a decimal value.
Note...
Rotation is ALWAYS to the left.
Now we start rotating with 1 step to the left.
Before rotation 0001 0001 0001 0001 <- 1
After rotation 0010 0010 0010 0010
Stage Number
With the FIRST 2 binary numbers ( in Red ) we calculate the Stage number,
with the formular StageNr = Binary nuber1 x 16 + Binary number2
StageNr= 0010 x 16 + 0010
Use Table1 to convert the binary values in to decimal values.
StageNr= 2 x 16 + 2
Now calculate the stage number
StageNr = 32 +2 = 34
StageNr = 34
Note...
The result of the stageNr must be 0> And <60 or els the password is wrong !!!
Rest Number
With the LAST 2 binary numbers ( in Green ) we calculate the Rest number,
with the formular RestNr = Binary nuber3 x 10 + Binary number4 - 1
RestNr = 0010 x 10 + 0010 -1
Note...
If Binary number3 > 9 then the RestNr must be reduced by 60 at the end of the calculation
In this example Binary number3 = 2 , so no reduction is needed
Use Table1 to convert the binary values in to decimal values.
Now calculate the rest number
RestNr = 20 + 2 -1
RestNr = 21
Note...
If Binary number3 was > 9in the NOTE above then reduce RestNr by 60 Now
If RestNr > 99 then reduce RestNr with 60
The result of the RestNr must be 0> < 100 or els the password is wrong !!!
In this example RestNr = 21 , so no reduction is needed
Now the calculation is completed, password BBBBBBBB = Stage 34 with 21 Lives...
Table1 | Table2 |
A= 0000 = 0 | A = 0 |
B= 0001 = 1 | B = 1 |
C= 0010 = 2 | C = 2 |
D= 0011 = 3 | D = 3 |
E= 0100 = 4 | E = 4 |
F= 0101 = 5 | F = 5 |
G= 0110 = 6 | G = 6 |
H= 0111 = 7 | H = 7 |
I= 1000 = 8 | I = 0 |
J= 1001 = 9 | J = 1 |
K= 1010 = 10 | K = 2 |
L= 1011 = 11 | L = 3 |
M= 1100 = 12 | M = 4 |
N= 1101 = 13 | N = 5 |
O= 1110 = 14 | O = 6 |
P= 1111 = 15 | P = 7 |