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- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 22.04.2023 23:35
- Оригинальная фотография: 1920 x 2560 (2,1 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 51
- 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)
- FOV: 31,0 deg
- FocalLength35efl: 7,0 mm (35 mm equivalent: 63,0 mm)
- HyperfocalDistance: inf m
- Megapixels: 4,9
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:04:21 17:32:44.490+03:00
- SubSecDateTimeOriginal: 2023:04:21 17:32:44.490+03:00
- SubSecModifyDate: 2023:04:21 17:32:44.490+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 8,78
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:04:21 17:32:44
- CustomRendered: Custom
- DateTimeOriginal: 2023:04:21 17:32:44
- DigitalZoomRatio: 0
- ExifImageHeight: 2560
- ExifImageWidth: 1920
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- FNumber: 2,4
- Flash: Off, Did not fire
- FlashpixVersion: 0100
- FocalLength: 7,0 mm
- FocalLengthIn35mmFormat: 67 mm
- ISO: 51
- 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: 1/1024
- SubSecTime: 490
- SubSecTimeDigitized: 490
- SubSecTimeOriginal: 490
- SubjectDistance: 1,31 m
- SubjectDistanceRange: Close
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:04:21 17:32:44
- 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: 30273
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jazsY0CRZOpyaMw5btlwx1Jl1d/of2f9toA/hCOFB6oP9vBtzXmTs1ozcBm5R51tZc2SYWxjCvh1E/BsWM7XsFKRt/EmnxJCRxLIWThWFKX0gV5ocojBhP9N0zzuZCfH5j4N4kC0BKEiNxqvXiMq0rpXZ6iICFSK7AFxQbHuSJdeFATk3L9NK9Q7SNpAMue7gIO1n9q2xlKExyU8KYktKNOq3S3e/vv7LpgUiyMbW7Ywq3hxY7w0tY7CFMau6hyAkzT0VEmc05yODQYkB3gKw5GT2WOrshxfDVy3bbM1aSZfo7p3X3edCfff/RAd1SHPSmTDjfZ+I/ly9aF5OMWkss4MYGJLG8ymt/9br4PMAeMN8lIpuhQRMTo0eYEVxZOFbGQJ2Ypfy6w2p+5w+OxLkRTjPtp0NySk7wL8g0dVu5yafqvm+aHak0Qt5V
- XMP-xmpNote
- HasExtendedXMP: 3A70419D1177B9181C505C0266BC1AED
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