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arshsmith 6df9732c81 Merge pull request #29296 from arshsmith:fix-pam-grayalpha-overflow
imgcodecs(pam): fix out-of-bounds write when reading 2-channel PAM #29296

While poking at the PAM decoder I noticed basic_conversion() writes past the
end of the destination buffer when a GRAYSCALE_ALPHA (2 channel) image is read
with IMREAD_GRAYSCALE.

The 1-channel branch was written as if the destination had 3 channels:

    for( ; s < end; d += 3, s += src_sampe_size )
        d[0] = d[1] = d[2] = s[layout->graychan];

So for every source pixel it writes 3 bytes and advances d by 3, even though
the output row only has m_width bytes (1 channel). With m_channels == 2 that
ends up writing ~1.5 * m_width bytes per row, which runs off the row and, on
the last row, off the end of the Mat. m_width is taken straight from the file
header (up to 2^20), so the overflow size and contents are attacker controlled.
It's reachable with a plain imread(file, IMREAD_GRAYSCALE) on a crafted file.

While looking at it I also realised the loop bound was off for any multi
channel source: end was set to src + src_width, but the source has
src_width * channels samples, so it only ever processed m_width/channels pixels
instead of all of them. That's why GRAYSCALE_ALPHA / RGB_ALPHA come out only
partially filled.

Fix both at once:
- end now covers the whole row (src_width * src_sampe_size)
- the 1-channel branch writes one byte and advances d by 1

For the common grayscale->color case (channels == 1) the new end is identical
to the old one (m_width * 1 == m_width), so that path is byte for byte the same
and the existing PAM read_write test is unaffected. The only outputs that
change are the GRAYSCALE_ALPHA/RGB_ALPHA conversions, which were already broken.

Added a regression test (Imgcodecs_Pam.decode_graya_as_gray) that builds a small
2-channel PAM with an odd width, decodes it as grayscale and checks the result
matches the gray channel. It overflows/crashes on the old code and passes now.
2026-06-15 17:49:12 +03:00
2026-06-04 20:26:54 -07:00
2020-02-26 15:12:45 +03:00
2018-10-11 17:57:51 +00:00
2025-08-01 09:50:10 +03:00
2024-03-03 23:37:07 +05:30

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