|
» Участники » A.V.S. » Петергоф » Цветники Петергофа |
Цветники Петергофа |
|
| |
|
Цветники Петергофа
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 22.08.2024 13:02
- Оригинальная фотография: 2560 x 1920 (2,3 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 74
- 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: 2024:07:23 17:25:24.685+03:00
- SubSecDateTimeOriginal: 2024:07:23 17:25:24.685+03:00
- SubSecModifyDate: 2024:07:23 17:25:24.685+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: 6,76
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2024:07:23 17:25:24
- CustomRendered: Custom
- DateTimeOriginal: 2024:07:23 17:25:24
- DigitalZoomRatio: 2
- 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: 74
- 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: 1/512
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 685
- SubSecTimeDigitized: 685
- SubSecTimeOriginal: 685
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2024:07:23 17:25:24
- 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: 35686
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaxjp7lSoJr8yHw9YyiUW3H5H1eX050XJlRcKXnix/ZXqpdkTOvnf25VVbC5Ri1tb6fesfxfq0G66YEolVkvjtDoV3qPXuDmIn1ShKU10AOuI8on9OwadxqWg45GcouYITEjUzRunV0/QnPfzCrE7vLfza5PgYM5CAfQ2N3fvqYlhV8hX1HcDPVeV4jgmxCy/63hpPvdyc9mQ4fQ9okn0bGN/slhYtIFn8x28e17WMH9r/htXSfv08mCxgKm964mROJPhA4Veq+3UhKhXRY5o/T54Hi3yUJhVwE/6Jnfpwc8GBaPZ5qXwrN7a76jNku3SVqKeH9OLuYd8cIwj76n/t9OEF8J9EwB9WBitxGGilaZE/9FUmLkJKnxHq2WBenw==
- XMP-xmpNote
- HasExtendedXMP: A2AC55327E0F8E88E57C124DC793BD73
|
- Просмотров: 60
- 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 |
|
| |
|
|
|
|
|