|
» Участники » A.V.S. » Рыбинск » На Соборной площади |
На Соборной площади |
|
| |
|
На Соборной площади
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 26.11.2023 16:23
- Оригинальная фотография: 2560 x 1707 (2,1 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 440
- 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: 4,4
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:10:18 17:38:34.879+03:00
- SubSecDateTimeOriginal: 2023:10:18 17:38:34.879+03:00
- SubSecModifyDate: 2023:10:18 17:38:34.879+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: -0,35
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:10:18 17:38:34
- CustomRendered: Custom
- DateTimeOriginal: 2023:10:18 17:38:34
- DigitalZoomRatio: 0
- ExifImageHeight: 1707
- ExifImageWidth: 2560
- 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: 440
- 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: 1/32
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 879
- SubSecTimeDigitized: 879
- SubSecTimeOriginal: 879
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:10:18 17:38:34
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.Arcidezdy
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- IFD1
- Compression: JPEG (old-style)
- ImageHeight: 342
- ImageWidth: 456
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- ThumbnailLength: 21823
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaLiyvskOnUoWjOtmJL6Iz7CGIsm0b6wTrmm7fLFaKiDijyiG7+HfZ3zdevITiMlnpze8oMgCWDo8GI8cUUqEk3mB/+glq/0vu+YRljtM/jKvTS5iw6otmULOqd9TnXsL8vcjQ6tQjCHF/iyxSM0I0dH8T/d98GhfsTc/wOAI5p5fxbhqfy8N2yNHsSQ/Nr1gp2wPEB9SKrPe3ulBRaaKAFlEV0O6A5+gL0irts4eIkJFrS+URUrqeJTABcXZgE3ObHOwS99leLLhYavEp6bERzTOOyHCC35xjXGuSS36FFhpB7p8vtoaUB4LV6R0i5BYeclZePmA=
- XMP-xmpNote
- HasExtendedXMP: 12B5C1D162BE01AC60216545DCE533AD
|
|
-
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 |
|
| |
|
|
|
|
|