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ImageOps.exif_transpose crashes on JPEG with ZeroDivisionError #8605

@OvervCW

Description

@OvervCW

What did you do?

I ran the following code:

from PIL import Image, ImageOps

img = Image.open("repro.jpg")
img = ImageOps.exif_transpose(img)

Where the base64 encoded version of repro.jpg is:

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

(This is a 1x1 pixel black image, derived from a copyrighted image that originally caught our attention.)

What did you expect to happen?

For the image to be loaded with the correct orientation.

What actually happened?

Pillow crashed with the following stack trace:

Traceback (most recent call last):
  File "/home/anonymous/repos/garbage/pillow-crash-test/repro.py", line 4, in <module>
    img = ImageOps.exif_transpose(img)
  File "/home/anonymous/.cache/pypoetry/virtualenvs/pillow-crash-test-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL/ImageOps.py", line 711, in exif_transpose
    exif_image.info["exif"] = exif.tobytes()
                              ~~~~~~~~~~~~^^
  File "/home/anonymous/.cache/pypoetry/virtualenvs/pillow-crash-test-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL/Image.py", line 4044, in tobytes
    return b"Exif\x00\x00" + head + ifd.tobytes(offset)
                                    ~~~~~~~~~~~^^^^^^^^
  File "/home/anonymous/.cache/pypoetry/virtualenvs/pillow-crash-test-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL/TiffImagePlugin.py", line 963, in tobytes
    data = ifd.tobytes(offset)
  File "/home/anonymous/.cache/pypoetry/virtualenvs/pillow-crash-test-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL/TiffImagePlugin.py", line 966, in tobytes
    data = self._write_dispatch[typ](self, *values)
  File "/home/anonymous/.cache/pypoetry/virtualenvs/pillow-crash-test-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL/TiffImagePlugin.py", line 827, in write_rational
    return b"".join(
           ~~~~~~~~^
        self._pack("2L", *_limit_rational(frac, 2**32 - 1)) for frac in values
        ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
    )
    ^
  File "/home/anonymous/.cache/pypoetry/virtualenvs/pillow-crash-test-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL/TiffImagePlugin.py", line 828, in <genexpr>
    self._pack("2L", *_limit_rational(frac, 2**32 - 1)) for frac in values
                      ~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^
  File "/home/anonymous/.cache/pypoetry/virtualenvs/pillow-crash-test-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL/TiffImagePlugin.py", line 297, in _limit_rational
    inv = abs(float(val)) > 1
              ~~~~~^^^^^
  File "/home/anonymous/.pyenv/versions/3.13.0/lib/python3.13/numbers.py", line 316, in __float__
    return int(self.numerator) / int(self.denominator)
           ~~~~~~~~~~~~~~~~~~~~^~~~~~~~~~~~~~~~~~~~~~~
ZeroDivisionError: division by zero

What are your OS, Python and Pillow versions?

  • OS: Ubuntu 24.04.1 LTS
  • Python: 3.13.0
  • Pillow: 11.0.0
--------------------------------------------------------------------
Pillow 11.0.0
Python 3.13.0 (main, Nov  1 2024, 11:49:40) [GCC 11.4.0]
--------------------------------------------------------------------
Python executable is /home/alexander/.cache/pypoetry/virtualenvs/pillow-jpeg-tiff-M2c8QCUT-py3.13/bin/python3
Environment Python files loaded from /home/alexander/.cache/pypoetry/virtualenvs/pillow-jpeg-tiff-M2c8QCUT-py3.13
System Python files loaded from /home/alexander/.pyenv/versions/3.13.0
--------------------------------------------------------------------
Python Pillow modules loaded from /home/alexander/.cache/pypoetry/virtualenvs/pillow-jpeg-tiff-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL
Binary Pillow modules loaded from /home/alexander/.cache/pypoetry/virtualenvs/pillow-jpeg-tiff-M2c8QCUT-py3.13/lib/python3.13/site-packages/PIL
--------------------------------------------------------------------
--- PIL CORE support ok, compiled for 11.0.0
--- TKINTER support ok, loaded 8.6
--- FREETYPE2 support ok, loaded 2.13.2
--- LITTLECMS2 support ok, loaded 2.16
--- WEBP support ok, loaded 1.4.0
--- JPEG support ok, compiled for libjpeg-turbo 3.0.4
--- OPENJPEG (JPEG2000) support ok, loaded 2.5.2
--- ZLIB (PNG/ZIP) support ok, loaded 1.3
--- LIBTIFF support ok, loaded 4.6.0
--- RAQM (Bidirectional Text) support ok, loaded 0.10.1, fribidi 1.0.13, harfbuzz 10.0.1
*** LIBIMAGEQUANT (Quantization method) support not installed
--- XCB (X protocol) support ok
--------------------------------------------------------------------

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