|
» Участники » A.V.S. » СПб » В парке «Малиновка» зимним вечером. |
В парке «Малиновка» зимним вечером. |
|
| |
|
В парке «Малиновка» зимним вечером.
- Раздел: Город
- Дата съёмки: неизвестно
- Дата загрузки фото: 14.01.2023 11:06
- Оригинальная фотография: 2560 x 1925 (2,4 Мб)
- Технические характеристики:
- Фотоаппарат: OnePlus LE2125 (9Pro)
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,9
- Светочувствительность: 245
- Фокусное расстояние: 6,0 mm (35 mm equivalent: 48,0 mm)
- Полный EXIF
- Composite
- Aperture: 1,9
- CircleOfConfusion: 0,003 mm
- DOF: inf (0,00 m - inf)
- FOV: 41,0 deg
- FocalLength35efl: 6,0 mm (35 mm equivalent: 48,0 mm)
- HyperfocalDistance: inf m
- Megapixels: 4,9
- ScaleFactor35efl: 8,7
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:01:06 19:03:34.437125+03:00
- SubSecDateTimeOriginal: 2023:01:06 19:03:34.437125+03:00
- SubSecModifyDate: 2023:01:06 19:03:34.437125+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: -1,83
- ColorSpace: sRGB
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:01:06 19:03:34
- CustomRendered: Custom
- DateTimeOriginal: 2023:01:06 19:03:34
- DigitalZoomRatio: 0
- ExifImageHeight: 1925
- ExifImageWidth: 2560
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- FNumber: 1,9
- Flash: Off, Did not fire
- FlashpixVersion: 0100
- FocalLength: 6,0 mm
- FocalLengthIn35mmFormat: 52 mm
- ISO: 245
- 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: 1/4
- SubSecTime: 437125
- SubSecTimeDigitized: 437125
- SubSecTimeOriginal: 437125
- SubjectDistance: 200 m
- SubjectDistanceRange: Distant
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3008
- ImageWidth: 4000
- Make: OnePlus
- Model: LE2125 (OnePlus9Pro)
- ModifyDate: 2023:01:06 19:03:34
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.345618096ndy
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- InteropIFD
- InteropIndex: R98 - DCF basic file (sRGB)
- InteropVersion: 0100
- System
- XMP-GCamera
- Hdrp_makernote: 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
- XMP-xmpNote
- HasExtendedXMP: 83C242089CA9182B476C948A91DC21D1
|
- Просмотров: 468
- Рейтинг: голосов еще нет
- Отзывов: 6
|
-
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 |
|
| |
|
|
|
|
|