Update README.md
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README.md
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@ -126,7 +126,7 @@ An elliptic curve over the finite field F<sub>p</sub> consists of:
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The curve consists of the blue points in above image. In practice the "elliptic curves"
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used in cryptography are "sets of points in square matrix".
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used in cryptography are "sets of points in a square matrix".
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The above curve is "educational". It provides very small key length (4-5 bits).
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In real world situations developers typically use curves of 256-bits or more.
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@ -137,7 +137,7 @@ Since it is a public-key cryptographic system, Microsoft had to share the public
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It is stored within `pidgen.dll` in a form of a BINK resource. The first set of BINK data is there to validate retail keys, the second is for the
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OEM keys respectively.
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The structure of the BINK resource for Windows 98 and Windows XP is as follows:
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**The structure of the BINK resource for Windows 98 and Windows XP is as follows:**
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| Offset | Value |
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|---------:|:---------------------------------------------------------------------|
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@ -158,9 +158,10 @@ The structure of the BINK resource for Windows 98 and Windows XP is as follows:
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| `0x0188` | Public Key y-coordinate `Ky` |
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Each segment is marked with a different color, the BINK header values are the same.
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Windows Server 2003 and Windows XP x64 implement it differently:
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**Windows Server 2003 and Windows XP x64 implement it differently:**
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| Offset | Value |
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|---------:|:---------------------------------------------------------------------|
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@ -182,7 +183,8 @@ Windows Server 2003 and Windows XP x64 implement it differently:
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| `0x0168` | Public Key x-coordinate `Kx` |
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| `0x01A8` | Public Key y-coordinate `Ky` |
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And here are my structure prototypes made for the BINK Reader in C:
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**And here are my structure prototypes made for the BINK Reader in C:**
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```c
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typedef struct _EC_BYTE_POINT {
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CHAR x[256]; // x-coordinate of the point on the elliptic curve.
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