Can anyone help?

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A master criminal has broken into a jeweller`s strong room which has the walls lined with several thousand storage boxes protected by individual four digit combination lock codes.. Each storage box contains small bags of precious stones (diamonds etc.) so the total value of all the contents of the locked boxes in this room is several million of ??s .

Each box is labelled with a letter and three digits and the thief knows that the combination lock code for each individual box can be calculated from this sequence.

Eg ...........

**Box**No

**T176**has a Combination Lock

**Code**of

**6896**

However , each box has this Combination Lock Code engraved on the INSIDE and fortunately several of these boxes are empty and have been left OPEN . This means that the criminal can now list each open Box Number with its own Security Code , and , using this information will attempt to work out the method of calculating any Security Code from its Box Number.

The aim is to open two particular boxes which contain the most valuable bag of diamonds

So the question is .

"What is the code for boxes

**W456**and

**R588**?"

Here is the list of open

**BOX**numbers with their security

**CODES**from inside.

Can you workout ( and explain ! ) the method to determine the combination lock code of Boxes

**W456**and

**R588**

**BOX CODE BOX CODE BOX CODE**

P194 0851 P327 0606 P541 0427

Q068 9969 Q409 9511 Q638 9382

R002 8940 R012 8947 R017 8990

R025 8956 R030 8900 R031 8970

R032 8941 R033 8912 R037 8994

R054 8986 R082 8946 R111 8847

R125 8827 R142 8819 R150 8874

R163 8883 R216 8761 R228 8700

R283 8758 R291 8714 R294 8726

R342 8650 R370 8610 R395 8667

R437 8577 R544 8430 R560 8454

R568 8410 R642 8362 R679 8358

R711 8261 R754 8271 R808 8120

R836 8189 R846 8186 R854 8142

R870 8163 R876 8187 R941 8004

S526 7477 S702 7232 S982 7079

T337 6601 T668 6384 T860 6160

V120 4871 V555 4409 V950 4038

X482 2521 X613 2334 X623 2331