|
» Участники » A.V.S. » Петергоф » Выставка рисунков К. Брюллова в павильоне Большая Оранжерея Петергофа |
Выставка рисунков К. Брюллова в павильоне Большая Оранжерея Петергофа |
|
| |
|
Выставка рисунков К. Брюллова в павильоне Большая Оранжерея Петергофа
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 22.12.2023 18:03
- Оригинальная фотография: 2100 x 2800 (2,9 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 466
- Фокусное расстояние: 7,0 mm (35 mm equivalent: 63,0 mm)
- Полный EXIF
- Composite
- Aperture: 2,4
- CircleOfConfusion: 0,003 mm
- FocalLength35efl: 7,0 mm (35 mm equivalent: 63,0 mm)
- FOV: 31,0 deg
- HyperfocalDistance: inf m
- Megapixels: 5,9
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:09:10 16:43:20.129+03:00
- SubSecDateTimeOriginal: 2023:09:10 16:43:20.129+03:00
- SubSecModifyDate: 2023:09:10 16:43:20.129+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 0,95
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:09:10 16:43:20
- CustomRendered: Custom
- DateTimeOriginal: 2023:09:10 16:43:20
- DigitalZoomRatio: 0
- ExifImageHeight: 2800
- ExifImageWidth: 2100
- 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: 466
- 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: 1/32
- SubjectDistance: 0,74 m
- SubjectDistanceRange: Macro
- SubSecTime: 129
- SubSecTimeDigitized: 129
- SubSecTimeOriginal: 129
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:09:10 16:43:20
- 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: 14477
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaZqjBlCoJYGCIw+Yk7gp1Jl1dgvW3dduoFtotOFB6oP9vBtzXWbDuRytBYD8SylbaNXJMw26D4VCxOV0qbo/u/VeXn9U9u1d2cwgON1LcnEa42D3YMTzP4YRFeMtkIBVu9kkIZrvzV1Vo4wdXCnQUuWcQ2fKLEl/pi1xNv28Kq6aoKhL7agqd1lXTIy1WBIH1+Sf9uZ3QMg8WDQq37gQDxIghtjDvay7rCzJ8yxvSxBDUVjdJX5dapvlcS5p0HmoqGxbMnckSPH7btoAdJl8yn7YEGdIEjV5Q8pZM4H7xc9CksukWTGgDN2RlvMsj7nj7JuVRiXh/IgIITEWd0/Pp
- XMP-xmpNote
- HasExtendedXMP: 52548A7E78A014A0DC1CD984469E1C40
|
- Просмотров: 197
- 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 |
|
| |
|
|
|
|
|