|
» Участники » A.V.S. » Петергоф » Римские фонтаны |
Римские фонтаны |
|
| |
|
Римские фонтаны
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 23.08.2023 12:58
- Оригинальная фотография: 1920 x 2560 (2,5 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 45
- 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 15:32:44.110+03:00
- SubSecDateTimeOriginal: 2023:08:15 15:32:44.110+03:00
- SubSecModifyDate: 2023:08:15 15:32:44.110+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 10,08
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:08:15 15:32:44
- CustomRendered: Custom
- DateTimeOriginal: 2023:08:15 15:32:44
- 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: 45
- 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: 1,33 m
- SubjectDistanceRange: Close
- SubSecTime: 110
- SubSecTimeDigitized: 110
- SubSecTimeOriginal: 110
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:08:15 15:32:44
- 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: 26348
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9ja1pLKDRZGDZwaP/mA963gvK+7bAoStMcIL0P59qAKiNLArhc9sX9p6vOzx/TnDLTlt1yqE3jN6AMHxsqFbVNIwiXNMebeDlWXc7gTtLhF3CXnPRh2Ld5zOCPjCH5Z81QLKSxVViw0bz7rk2JNJYaY5oIJcgJhawMxHHc5zsDHAQL5u3A4f/nAa/IS46ufif2uB2YMlSL/RHo0q6+YjxVKWSW7dTDLEQCG8kUXVS1ySv7h4aboeoOweV7drcpzDRMm9ZQolXl7AArAz4Zf4AkUnCQQW0wFjoZYj4KcaVOrBDB8JRU+zsYcm2yTSxpZzLVXR/i+KkN95RQ2BZ/uRevsQNcxYsrsn8rZmLlnJVQlpIp7ijTrlgCIHh4=
- XMP-xmpNote
- HasExtendedXMP: 4DE822E04E9AEF4CF05F024A1BDE5534
|
- Просмотров: 56
- 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 |
|
| |
|
|
|
|
|