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- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 30.08.2024 21:42
- Оригинальная фотография: 1920 x 2560 (3,9 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 45
- Фокусное расстояние: 7,0 mm (35 mm equivalent: 63,0 mm)
- Полный EXIF
- Composite
- Aperture: 2,4
- CircleOfConfusion: 0,003 mm
- DOF: inf (0,00 m - inf)
- FocalLength35efl: 7,0 mm (35 mm equivalent: 63,0 mm)
- FOV: 31,0 deg
- HyperfocalDistance: inf m
- Megapixels: 4,9
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2024:08:30 17:13:57.570+03:00
- SubSecDateTimeOriginal: 2024:08:30 17:13:57.570+03:00
- SubSecModifyDate: 2024:08:30 17:13:57.570+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 7,54
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2024:08:30 17:13:57
- CustomRendered: Custom
- DateTimeOriginal: 2024:08:30 17:13:57
- DigitalZoomRatio: 0
- ExifImageHeight: 2560
- ExifImageWidth: 1920
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- Flash: Off, Did not fire
- FlashpixVersion: 0100
- FNumber: 2,4
- FocalLength: 7,0 mm
- FocalLengthIn35mmFormat: 67 mm
- ISO: 45
- LensMake: samsung
- LensModel: samsung
- MaxApertureValue: 2,0
- 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: 1/256
- SubjectDistance: 1,72 m
- SubjectDistanceRange: Close
- SubSecTime: 570
- SubSecTimeDigitized: 570
- SubSecTimeOriginal: 570
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2024:08:30 17:13:57
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.Arcidezdy
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- IFD1
- Compression: JPEG (old-style)
- ImageHeight: 456
- ImageWidth: 342
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- ThumbnailLength: 42455
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaFoGOCxY+CmwdP3HkVma330Vzlm0bBquMOezKpPrLVcSlv0x7rEwesQmF7B+Ybm7SsQn8lImfJHcW4FeLbFf64DyLPpGGRWIXKclUg7jgEcWJvYhef8i2Dfzfk2Yj/+5ELhmTI1d+l2umkMBJ2++Bb7pFCGTeymeMVJDdabtqGiV0BesJIDZufB9jlK/G86y1Ec1m/FRosltUDGenZj2dMq4GQExBSRV2Pi+pkgCcYsXBIH4qYrb1xLwCiK0khsrbxN+SE5OlRqDHFCHM9zTkr438qnVeglRh3TUg2O+IqOD0YeE8keRXfqH3E8tkOtF6BdG71RrBf99MJtF1lh+MOQsVvGknRkMBSwyN2lDpMINDMDLaC9rcyeO9z7FbjlxjpJJp09S9soZdmA==
- XMP-xmpNote
- HasExtendedXMP: 710B7BB18F9F91BB883CF37ED618E56B
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