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README.md
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# XPKeygen
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A Windows XP / Windows Server 2003 VLK key generator. This tool allows you to generate _valid Windows XP keys_ based on the _raw product key_, which can be random.
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The **Raw Product Key (RPK)** is supplied in a form of 9 digits `XXX-YYYYYY` and is only necessary to generate a Windows XP Key.
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A Windows XP / Windows Server 2003 VLK key generator. This tool allows you to generate _valid Windows XP keys_ based on the _Raw Product Key_, which can be random.
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The **Raw Product Key (RPK)** is supplied in form of 9 digits `XXX-YYYYYY` and is only necessary to generate a Windows XP Key.
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### Product ID
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| Digits | Meaning |
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|-------:|:-------------------------------------------------------|
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| AAAAA | OS Family constant |
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| BBB | Most significant 3 digits of the RPK |
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| CCCCCC | Least significant 6 digits of the RPK |
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| S | Check digit |
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| DD | Index of the public key used to verify the Product Key |
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| EEE | Random 3-digit number |
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| Digits | Meaning |
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|-------:|:----------------------|
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| AAAAA | OS Family constant |
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| BBB | Channel ID |
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| CCCCCC | Sequence Number |
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| S | Check digit |
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| DD | Public key index |
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| EEE | Random 3-digit number |
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The OS Family constant `AAAAA` is different for each series of Windows XP. For example, it is 76487 for SP3.
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The `BBB` and `CCCCCC` sections essentially directly correspond to the Raw Product Key. If the RPK is `XXXYYYYYY`, these two sections
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will transform to `XXX` and `YYYYYY` respectively.
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The `BBB` and `CCCCCC` sections essentially encode the Raw Product Key. For example, if the first section is equal to `XXX` and the second section is equal to `YYYYYY`, the Raw Product Key will be encoded as `XXX-YYYYYY`.
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The check digit `S` is picked so that the sum of all `C` digits with it added makes a number divisible by 7.
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The public key index `DD` lets us know which public key was used to successfully verify the authenticity of our Product Key.
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For example, it's 22 for Professional keys and 23 for VLK keys.
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For example, it's `22` for Professional keys and `23` for VLK keys.
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A random number `EEE` is used to generate a different Installation ID each time.
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