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ТУМ-975 |
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ТУМ-975
- Раздел: Другое, разное
- Дата съёмки: неизвестно
- Дата загрузки фото: 18.09.2023 14:30
- Оригинальная фотография: 1500 x 2000 (1,4 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 3009
- Фокусное расстояние: 6,0 mm (35 mm equivalent: 18,0 mm)
- Полный EXIF
- Composite
- Aperture: 1,8
- CircleOfConfusion: 0,008 mm
- FocalLength35efl: 6,0 mm (35 mm equivalent: 18,0 mm)
- FOV: 90,0 deg
- HyperfocalDistance: inf m
- Megapixels: 3,0
- ScaleFactor35efl: 3,8
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:09:13 17:24:40.113+03:00
- SubSecDateTimeOriginal: 2023:09:13 17:24:40.113+03:00
- SubSecModifyDate: 2023:09:13 17:24:40.113+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: -3,16
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:09:13 17:24:40
- CustomRendered: Custom
- DateTimeOriginal: 2023:09:13 17:24:40
- DigitalZoomRatio: 0
- ExifImageHeight: 2000
- ExifImageWidth: 1500
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- Flash: Off, Did not fire
- FlashpixVersion: 0100
- FNumber: 1,8
- FocalLength: 6,0 mm
- FocalLengthIn35mmFormat: 23 mm
- ISO: 3009
- LensMake: samsung
- LensModel: samsung
- MaxApertureValue: 1,4
- MeteringMode: Center-weighted average
- OffsetTime: +03:00
- OffsetTimeDigitized: +03:00
- OffsetTimeOriginal: +03:00
- Saturation: Normal
- SceneCaptureType: Standard
- SceneType: Directly photographed
- SensingMethod: One-chip color area
- Sharpness: Normal
- ShutterSpeedValue: 1/32
- SubjectDistance: 0,92 m
- SubjectDistanceRange: Macro
- SubSecTime: 113
- SubSecTimeDigitized: 113
- SubSecTimeOriginal: 113
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:09:13 17:24:40
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.Arcidezdy
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- IFD1
- Compression: JPEG (old-style)
- ImageHeight: 500
- ImageWidth: 375
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- ThumbnailLength: 24720
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9japq7Vmip5GWmIwxa22tcz7M9CeGRuIgGuDVjjfQnMUYRwdComSI+NUmvXjofWbW7kWzlMlaGLN3ET4Fd7av89QCp82ZVgw29XlUq55UB1mYyi+fOKWbzPx4bJxhXKdPGrrQI3HmXxvCFUILfq5ZsWWGBM89vVhQHj98DEmycIxBCDpNyF49wsPNLBPwr2Yv1KhZbSqDhRRCYgP4PbP/HXxom1PhAkaxKiJcd+BlQ/tQi1envLFm+azEWtQ7cce5cawKJwThJaOB4Fysbpo0mLDbZpgjerKTzpeCNY9+bYMcceTKnzw6PWtyGcYXIQP/urwByPo63R8q0GpxOiRDPI+f41+u8=
- XMP-xmpNote
- HasExtendedXMP: 9A50FB79ADDC27606FA39F825C79E389
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