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Самсон и Большой каскад |
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Самсон и Большой каскад
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 30.08.2023 20:54
- Оригинальная фотография: 2560 x 1920 (2,2 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 45
- Фокусное расстояние: 6,0 mm (35 mm equivalent: 18,0 mm)
- Полный EXIF
- Composite
- Aperture: 1,8
- CircleOfConfusion: 0,008 mm
- DOF: inf (0,00 m - inf)
- FocalLength35efl: 6,0 mm (35 mm equivalent: 18,0 mm)
- FOV: 90,0 deg
- HyperfocalDistance: inf m
- Megapixels: 4,9
- ScaleFactor35efl: 3,8
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:08:15 13:16:42.187+03:00
- SubSecDateTimeOriginal: 2023:08:15 13:16:42.187+03:00
- SubSecModifyDate: 2023:08:15 13:16:42.187+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: 8,21
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:08:15 13:16:42
- CustomRendered: Custom
- DateTimeOriginal: 2023:08:15 13:16:42
- DigitalZoomRatio: 0
- ExifImageHeight: 1920
- ExifImageWidth: 2560
- 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: 45
- 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: 1/1024
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 187
- SubSecTimeDigitized: 187
- SubSecTimeOriginal: 187
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:08:15 13:16:42
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.Arcidezdy
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- IFD1
- Compression: JPEG (old-style)
- ImageHeight: 375
- ImageWidth: 500
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- ThumbnailLength: 28816
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jajhLKCBbGDPGOy7ZNHxx1ZjwbUaucVCsUP0PHnroKiBDi4iG7mldH3je25eROpb9N2lGObSppfyTGqAI4YvpyZemnDbTwJKRrc4Y2hUYaI4O6F07/b8Fb8wFjzWEYU1YErhmj2d39JJTl10OsmYMzldt/Q3QfYRd8xdGOJuWFzjCF7UzrbREOt8EQQapsKVIrvgG7/K+KxYyNfC6Kwv54MQHicnZXwtjx3Eb7RnnCB3o/aqIH/CxYq3RgzalQQVGpcIB5MF7RgD4IdpaYAyo+QmDFXBOaEnWvM/4NTD/UKpb3elgu8Yq+pwBrx5GPuS0eC6EvtPHrQVCjRBZEmX/rZEM2Nv24YJhmepz75hhTboB7odHYfQCIHh4=
- XMP-xmpNote
- HasExtendedXMP: 392D8375739F3B0D969488DE690C454E
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