|
» Участники » A.V.S. » Петергоф » Пространство возле Самсона |
Пространство возле Самсона |
|
| |
|
Пространство возле Самсона
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 01.11.2023 12:13
- Оригинальная фотография: 1920 x 2560 (2,1 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 53
- 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: 4,9
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:08:15 13:03:53.414+03:00
- SubSecDateTimeOriginal: 2023:08:15 13:03:53.414+03:00
- SubSecModifyDate: 2023:08:15 13:03:53.414+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 9,95
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:08:15 13:03:53
- CustomRendered: Custom
- DateTimeOriginal: 2023:08:15 13:03:53
- 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: 2,4
- FocalLength: 7,0 mm
- FocalLengthIn35mmFormat: 67 mm
- ISO: 53
- 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: 1/2048
- SubjectDistance: 2,52 m
- SubjectDistanceRange: Close
- SubSecTime: 414
- SubSecTimeDigitized: 414
- SubSecTimeOriginal: 414
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:08:15 13:03:53
- 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: 35372
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaVpmKDBYO4MiHw3Y9gzeUOjuJ2f8E/NEcjYld5M289pn7Uu6EXlJSCbC3M6WPZn+o3uZPRyck3nGncbnM7ag5CeXNZejx2mBXGWNqlXiyognCiNZ8afDomikiO4Fb/fzy6CpIgV7rHLLnW93ju+7sSCNZe0HY7b0t0R2F+CyIHJMNCWVKhvjaEE8SUjygE1IA5GNU1AuTyQITbu11jQSvyDi9ExxfGTXjUfDUVGc+UpoKFYz0YlCEKuFuj0NZ5+cUPknrOQ7jMaXxD1jAkHzaj5Pchh4Fkb02eQryY36UENf3rX/RAYo+jfjY49wGVdGvnuncb+A/oAqlLrhzk+StpK1Q+u+4VpQcdoGPpw==
- XMP-xmpNote
- HasExtendedXMP: DCB2D1E0EDC0EFCF02261D26D07F2AFB
|
- Просмотров: 290
- 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 |
|
| |
|
|
|
|
|