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- Раздел: Природа
- Дата съёмки: неизвестно
- Дата загрузки фото: 14.01.2023 11:10
- Оригинальная фотография: 1500 x 2000 (3,7 Мб)
- Технические характеристики:
- Фотоаппарат: OnePlus LE2125 (9Pro)
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 100
- Фокусное расстояние: 7,0 mm (35 mm equivalent: 77,0 mm)
- Полный EXIF
- Composite
- Aperture: 2,4
- CircleOfConfusion: 0,003 mm
- DOF: inf (0,00 m - inf)
- FOV: 26,0 deg
- FocalLength35efl: 7,0 mm (35 mm equivalent: 77,0 mm)
- HyperfocalDistance: inf m
- Megapixels: 3,0
- ScaleFactor35efl: 11,1
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:01:07 13:05:35.972527+03:00
- SubSecDateTimeOriginal: 2023:01:07 13:05:35.972527+03:00
- SubSecModifyDate: 2023:01:07 13:05:35.972527+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 4,52
- ColorSpace: sRGB
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:01:07 13:05:35
- CustomRendered: Custom
- DateTimeOriginal: 2023:01:07 13:05:35
- DigitalZoomRatio: 0
- ExifImageHeight: 2000
- ExifImageWidth: 1500
- 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: 78 mm
- ISO: 100
- 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: 1/64
- SubSecTime: 972527
- SubSecTimeDigitized: 972527
- SubSecTimeOriginal: 972527
- SubjectDistance: 200 m
- SubjectDistanceRange: Distant
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2448
- ImageWidth: 3264
- Make: OnePlus
- Model: LE2125 (OnePlus9Pro)
- ModifyDate: 2023:01:07 13:05:35
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.345618096ndy
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- InteropIFD
- InteropIndex: R98 - DCF basic file (sRGB)
- InteropVersion: 0100
- System
- XMP-GCamera
- Hdrp_makernote: 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
- XMP-xmpNote
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