|
» Участники » A.V.S. » Петергоф » Фонтан Львиный каскад |
Фонтан Львиный каскад |
|
| |
|
Фонтан Львиный каскад
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 24.09.2023 23:30
- Оригинальная фотография: 2560 x 1920 (1,9 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 16:47:08.258+03:00
- SubSecDateTimeOriginal: 2023:08:15 16:47:08.258+03:00
- SubSecModifyDate: 2023:08:15 16:47:08.258+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: 6,45
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:08:15 16:47:08
- CustomRendered: Custom
- DateTimeOriginal: 2023:08:15 16:47:08
- 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: 1/256
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 258
- SubSecTimeDigitized: 258
- SubSecTimeOriginal: 258
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:08:15 16:47:08
- 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: 35951
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9japoT08IE7Rex7bPkdJdtz7KvqKmRuugdGDFg/tXelnS/bDLk25i81gnsQRhHUPXlt0Z5SbbMyfgoEDNGnkt7MI3N2mZsE25goCJRZg+htjZjrJzH1hFpIi+NHzKVnPapRI/PkrPLMiozl10OsmYMzldt/Q3QfURcbAzvm0gQzYSLNftz/PCFrEe4FtvIxKVIrvgG7/GwojruZdqGUFcNSKCS+dTCmwAiK8ng/lYtEuHAbaqIH/CxYq3RgzalQQVGpcIB5MF7RgD4IdpaYAyo+QmDFXBOaEnWvM/7PvupykcGhjZRzoWPL/sn8uC6UJ4XE30qcFyZQrCo8huP6/MLjCP8+yqREYbF8B/dfos3JMJ97TBkMYACIHh4=
- XMP-xmpNote
- HasExtendedXMP: 9F926FAB21B83636378DBC06A4E00D5D
|
- Просмотров: 52
- 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 |
|
| |
|
|
|
|
|