|
» Участники » A.V.S. » СПб » Дед Мороз у Гостиного двора |
Дед Мороз у Гостиного двора |
|
| |
|
Дед Мороз у Гостиного двора
- Раздел: Город
- Дата съёмки: неизвестно
- Дата загрузки фото: 28.12.2023 17:09
- Оригинальная фотография: 2000 x 2203 (2,3 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 89
- 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)
- FocalLength35efl: 7,0 mm (35 mm equivalent: 63,0 mm)
- FOV: 31,0 deg
- HyperfocalDistance: inf m
- Megapixels: 4,4
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:12:26 13:41:47.584+03:00
- SubSecDateTimeOriginal: 2023:12:26 13:41:47.584+03:00
- SubSecModifyDate: 2023:12:26 13:41:47.584+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 6,36
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:12:26 13:41:47
- CustomRendered: Custom
- DateTimeOriginal: 2023:12:26 13:41:47
- DigitalZoomRatio: 0
- ExifImageHeight: 2203
- ExifImageWidth: 2000
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- Flash: Off, Did not fire
- FlashpixVersion: 0100
- FNumber: 2,4
- FocalLength: 7,0 mm
- FocalLengthIn35mmFormat: 67 mm
- ISO: 89
- 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: 1/256
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 584
- SubSecTimeDigitized: 584
- SubSecTimeOriginal: 584
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:12:26 13:41:47
- 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: 30446
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaRhqOmSopj4zSyEbS8IpPbAmkTgo33HJlBvprOFB6oP9vBtzXOaw/gzfBiNMnqladDVqfxfq0pa5ZK7YGbF24Vj+P/id5KHwLUiGGhnw1X0s2IhVdjryZ7aq9fmUBfrq4xh18iVtKDXClSJCW3TM/cbv/1uCQQmu10gUkTq/fJWe7kUTdMWoZBay0tICUrqj1iUcw5KtmlGmLss8EPplM6Aq/s5RUo0RlrB/ZeDZCTiAQh6Z1l9SLmELcH2FypgFOm0DIcMwAXPanYXZhTUUgkU+023tausHSJylITe7B/yghRHHMJaxf8RIhK20Sn5Vt/8IRBoqJglgy6iGQ0vN5jK4Jx+50yg==
- XMP-xmpNote
- HasExtendedXMP: 521BA07FD77067CFE463B038F6358D59
|
- Просмотров: 728
- Рейтинг: голосов еще нет
- Отзывов: 0
|
-
Получить код для блога
Вставка фотографии в текущем разрешении |
Вставка миниатюры |
HTML (для вставки в блог):
BBCode (для вставки в форум):
Ссылка на фото:
|
HTML (для вставки в блог):
BBCode (для вставки в форум):
Ссылка на миниатюру:
|
- Послать ссылку другу
|
Комментарии к фотографии |
|
| |
|
|
|
|
|