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Пространство возле Самсона |
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Пространство возле Самсона
- Раздел: Путешествия
- Дата съёмки: неизвестно
- Дата загрузки фото: 02.09.2023 23:25
- Оригинальная фотография: 3333 x 2500 (2,6 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 45
- 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: 8,3
- ScaleFactor35efl: 3,8
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:08:15 15:46:20.504+03:00
- SubSecDateTimeOriginal: 2023:08:15 15:46:20.504+03:00
- SubSecModifyDate: 2023:08:15 15:46:20.504+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: 7,66
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:08:15 15:46:20
- CustomRendered: Custom
- DateTimeOriginal: 2023:08:15 15:46:20
- DigitalZoomRatio: 0
- ExifImageHeight: 2500
- ExifImageWidth: 3333
- 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: 45
- 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: 504
- SubSecTimeDigitized: 504
- SubSecTimeOriginal: 504
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:08:15 15:46:20
- 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: 33734
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9ja/mo5niop1OXx6MasVoIzbJiJrW0b6CN2DFgv9NrMVWwbB6kpSI+NUmu3ayOIbm7XC8PnbnqwywoEDNGnksl5f/N1rVCvSmyngeNUjSjZT9OVXZZFH7b/O7tw3HyIq/8K4G8mRvhtLQrxJoCP65DE0c62o+l3AuU7QwmkiVKyj7d1iiWU0LJTTSj3hmXS22LO9/DuZ9QW1zq4al/2TfQ8gLFkj34BgPe+ZJVx2+AsfaUUN7QT5iW5R9nu3hgfvJVThtFTsTRMBrNJJotccnOFNzuXMZp5yDr9qVMENs/TacE6wP59xNs92VhR5TxkE/aqo3XSsmLrrsQIgSi612vM4Jqn90Npvm7ZG8aJp/mHHe45KTdC
- XMP-xmpNote
- HasExtendedXMP: 959AA5A80A439B683822AD3B9EA10500
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