|
Первое апреля |
|
| |
|
Первое апреля
- Раздел: Природа
- Дата съёмки: неизвестно
- Дата загрузки фото: 01.04.2023 19:20
- Оригинальная фотография: 1920 x 2560 (1,9 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 73
- 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)
- FOV: 31,0 deg
- FocalLength35efl: 7,0 mm (35 mm equivalent: 63,0 mm)
- HyperfocalDistance: inf m
- Megapixels: 4,9
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:04:01 12:29:23.599+03:00
- SubSecDateTimeOriginal: 2023:04:01 12:29:23.599+03:00
- SubSecModifyDate: 2023:04:01 12:29:23.599+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 8,15
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:04:01 12:29:23
- CustomRendered: Custom
- DateTimeOriginal: 2023:04:01 12:29:23
- DigitalZoomRatio: 0
- ExifImageHeight: 2560
- ExifImageWidth: 1920
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- FNumber: 2,4
- Flash: Off, Did not fire
- FlashpixVersion: 0100
- FocalLength: 7,0 mm
- FocalLengthIn35mmFormat: 67 mm
- ISO: 73
- 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: 1/1024
- SubSecTime: 599
- SubSecTimeDigitized: 599
- SubSecTimeOriginal: 599
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- WhiteBalance: Auto
- GPS
- GPSImgDirection: 134
- GPSImgDirectionRef: Magnetic North
- IFD0
- ImageHeight: 3648
- ImageWidth: 2736
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:04:01 12:29:23
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.Arcidezd
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- IFD1
- Compression: JPEG (old-style)
- ImageHeight: 456
- ImageWidth: 342
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- ThumbnailLength: 33446
- ThumbnailOffset: 1076
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jajkV2ChbOMsKGw3bBAzWUOjuJp7lnymWdGUL5zZL9hzjKTohCXXds9VV7J6Mb1lbnrSAfxfq0G647m/2hkxybeqtxaXCiFH0Xh7ny4XhVfEhhXwUfhk+nLZzRigNYXQtuK+1qw8pHFx6r2sZEYEGO8sC5SHNwB4pA+BCLZZWyHANiSxPeHVlroOoEeh68XN82Maa1/6hQ/bP4DR4QCJH08VCESG2HyPkeOlVCu/zTNNXOrXDdSNVL8Ld14byaJdt3/IV+ssdhAh/wG2ZNJ+geJoFSEqN3pIjjaLyAtvnYHcW0EDXTm1IpO3YJuMsM5H/jB0wlyKx/eQoA9ZgzM+fKc8i3+ixRjC4TcIHprrqrOHemJo1izFRqWlhgQJccsctpqsRv5PRUUfb0mY0diGCPNvF4Szq+NpMgBLY6Wi7SQaqIw/we5RFIuOnJdyjAFSdu63Y4CfRQ5btX3lNBoo28g5SvOJm3LHgJiHbBq9tq48fx1nb5H2pDZUKe
- XMP-xmpNote
- HasExtendedXMP: 08990335545A5C23C790C2D2DA286563
|
- Просмотров: 162
- 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 |
|
| |
|
|
|
|
|