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» Участники » A.V.S. » СПб, музей ЖД » Почтовое отделение в поезде |
Почтовое отделение в поезде |
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Почтовое отделение в поезде
- Раздел: Отдых, развлечения
- Дата съёмки: неизвестно
- Дата загрузки фото: 07.10.2023 11:29
- Оригинальная фотография: 4000 x 3000 (5,4 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 864
- 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: 12,0
- ScaleFactor35efl: 3,8
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:09:13 14:57:20.857+03:00
- SubSecDateTimeOriginal: 2023:09:13 14:57:20.857+03:00
- SubSecModifyDate: 2023:09:13 14:57:20.857+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: -0,97
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:09:13 14:57:20
- CustomRendered: Custom
- DateTimeOriginal: 2023:09:13 14:57:20
- DigitalZoomRatio: 0
- ExifImageHeight: 3000
- ExifImageWidth: 4000
- 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: 864
- 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: 1/32
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 857
- SubSecTimeDigitized: 857
- SubSecTimeOriginal: 857
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:09:13 14:57:20
- 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: 26115
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9ja7mUPDhYuDfr36Mb3BtIzbKqGymRu6kKVOe4C3nu76AxDBWZ77LXACo99bKUfwg2gRk+ctJzhNmIRgYWSVncuzfYL480JAwGnFr/2EEZn7k97XTWGttayOO1SUL+XKpOoLE8zhlgrYg6LFMUAuxeMGsZ2961i4Krh1vxqR24jrx+3JEtM++CWxQnGDmLAJ2nHQ6svypLajewFFm+/IA7/buRmg16cHQRMMqQ9kmsokiO7FODnqhgz/LvuqHPvogU7xlNhseD++wV44njNTqgE5OnRuJllunOhzflXIuBLoyCwlFjnlHZnxvtGN1k+98EeCqGZ701D8n5lDUEiUaJpMU19j03GSKyzvb0gZPE4LoaE/3GNFkOJHg==
- XMP-xmpNote
- HasExtendedXMP: ABF01AE462FAC55AF37B3EC15E2DEFA5
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