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Малая Конюшенная улица |
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Малая Конюшенная улица
- Раздел: Город
- Дата съёмки: неизвестно
- Дата загрузки фото: 28.12.2023 22:55
- Оригинальная фотография: 1920 x 2560 (1,9 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 84
- 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: 2023:12:26 14:34:56.501+03:00
- SubSecDateTimeOriginal: 2023:12:26 14:34:56.501+03:00
- SubSecModifyDate: 2023:12:26 14:34:56.501+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: 3,59
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:12:26 14:34:56
- CustomRendered: Custom
- DateTimeOriginal: 2023:12:26 14:34:56
- 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: 1,8
- FocalLength: 6,0 mm
- FocalLengthIn35mmFormat: 23 mm
- ISO: 84
- 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: 1/64
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 501
- SubSecTimeDigitized: 501
- SubSecTimeOriginal: 501
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:12:26 14:34:56
- 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: 31815
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jahkrHu1PnfLruyEamL9AzbAmkTs3rcNNIhBdY7M289pn7Uu6EZHG9RPzQJu7sHDe1q/ZYRyck3tHCWwXFDchcGfY3dMCsWWTcvMVRemlD0tB7gq9ebtAAfsTfNuVEXaw2kwCm3vlmqTtKlGBLbh0c/Sde3DdY3hAR0WaC3ldyScz8lE4vPYaApX4zWZjF313fChZXMnrz2QpkowevT0aA63wLqig8X41VuBD1D+YrqPPdVidIXw9KsJmzBCJOucj9hnjlHVg4nNdSsGgXEXpWhovz1ywLt4eJmdT36wkIeIVrZToZMfRWtzGHORgajaC+6vEKdQR8ziZzs43UajYheM88ucva9y4dNg==
- XMP-xmpNote
- HasExtendedXMP: 085A9421E51341B7CAAF54F33BA08553
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