ExifTool Version Number :
12.50
File Modification Date/Time :
2025:08:04 01:43:38+00:00
File Access Date/Time :
2025:08:04 01:43:38+00:00
File Inode Change Date/Time :
2025:08:04 01:43:38+00:00
File Permissions :
prw-------
File Type Extension :
jpg
Exif Byte Order :
Big-endian (Motorola, MM)
Subfile Type :
Reduced-resolution image
Camera Model Name :
M9 Digital Camera
Orientation :
Horizontal (normal)
Modify Date :
2017:04:01 22:08:22
Exposure Program :
Manual
Date/Time Original :
2017:03:12 17:51:12
Create Date :
2017:03:12 17:51:12
Shutter Speed Value :
1/362
Exposure Compensation :
0
Metering Mode :
Center-weighted average
WB RGB Levels :
0.4685158707 1 0.7458799964
Camera Temperature :
22 C
Lens Type :
Summicron-M 35mm f/2 ASPH.
Approximate F Number :
2.0
External Sensor Brightness Value:
2.59
File Source :
Digital Camera
Scene Type :
Directly photographed
Focal Length In 35mm Format :
35 mm
Scene Capture Type :
Standard
Image Unique ID :
000000000000000000000000000020ca
TIFF-EP Standard ID :
0 0 0 1
History modversion :
2, 1, 2, 1, 5, 2, 5, 5, 3, 4, 2, 3, 1, 4, 4, 1, 3, 3, 1
History enabled :
1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 0, 0, 1, 1, 0, 0
History operation :
flip, sharpen, basecurve, atrous, shadhi, temperature, clipping, clipping, demosaic, tonecurve, monochrome, colorzones, hotpixels, vignette, vignette, colormapping, colorzones, colorzones, colormapping
History params :
ffffffff, 000000400000003f0000003f, gz09eJxjYICA+0tFbHtrT9oI7ftuuy9Ty27WlCC7jSYr7HZfk7Jf5uFlz8DQAMWjYCgBNiQ2ExIbALu8D+g=, gz06eJxjZ4CAs2d87M6eOWM3a6akPZBtz8DQYE9rcRAbGz57hgcrZqASAAAoIEKm, 000000000000c8420000484200000000000048c200000000000048420000c842000048427f000000bd37863500000000, 00409c4537f319400000803ff9db933f, 000000000ed1673daa29e83cb4645b3f4bcc7d3f00000000000000008614963ef3fe463e3a032a3f912e4e3e40dd243f9378673f789e893e9378673f030000000000000001000000010000000900000010000000, 000000000ed1673d4429e83cb4645b3f46cc7d3f00000000000000008614963ef3fe463e3a032a3f912e4e3e40dd243f9378673f789e893e9378673f030000000000000001000000010000000900000010000000, 0000000000000000000000000100000000000000, gz10eJxjYICAz+cF7Rr6WmzfJ9jb63dX2DMwNEDxoAH2EDzo3AUDg9J9LEDMDMVMSJgRKg+iActjDKc=, 00000000000000000000004000000000, gz05eJxjYoAAVU8hO1XPSXbbc28DaSH7vNtm9ttzo+0ZGBrsqSBPa8wAAPfiIYQ=, 0000803ecdcc4c3d0000000000000000, 0000a04200004842000000bf000000bf0000000000000000000000000000803f0000803f0000000001000000, 0000a04200004842000000bf000000bf0000000000000000010000000000803f0000803f0000000001000000, 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, gz04eJxjYoAAVU8hO1XPSXbbc28DaSH7vNtm9ttzo+0ZGBrsQfJc15XtgGyc8gT0E8SzZs60Y8AOiNHPAAAw2yIY, gz03eJxjYoAAVU8hO1XPSXbbc28DaSH7vNtm9ttzo+0ZGBrsQfJc15VtLgt/s/3OXGcH5Nr/a7C3X1JQC5cnoB8vvi3+wQ6Er4U9AdNRV/7bIYsT0g+yHwA+ki/K, 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
Blendop params :
gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=, gz12eJxjYGBgkGAAgRNODESDBnsIHll8ANNSGQM=
Blendop version :
7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7, 7
Multi priority :
0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
Encoding Process :
Progressive DCT, Huffman coding
Y Cb Cr Sub Sampling :
YCbCr4:2:0 (2 2)
Lens ID :
Summicron-M 35mm f/2 ASPH.
Scale Factor To 35 mm Equivalent:
1.0
Circle Of Confusion :
0.030 mm
Focal Length :
35.0 mm (35 mm equivalent: 35.0 mm)