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Музей художественного стекла |
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Музей художественного стекла
- Раздел: Активный отдых, туризм
- Дата съёмки: неизвестно
- Дата загрузки фото: 14.09.2023 18:46
- Оригинальная фотография: 1920 x 2560 (2,3 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)
- Экспокоррекция: -1
- Полный EXIF
- Composite
- Aperture: 2,4
- CircleOfConfusion: 0,003 mm
- 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: 2023:09:06 15:18:37.895+03:00
- SubSecDateTimeOriginal: 2023:09:06 15:18:37.895+03:00
- SubSecModifyDate: 2023:09:06 15:18:37.895+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 2,52
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:09:06 15:18:37
- CustomRendered: Custom
- DateTimeOriginal: 2023:09:06 15:18:37
- DigitalZoomRatio: 0
- ExifImageHeight: 2560
- ExifImageWidth: 1920
- ExifVersion: 0231
- ExposureCompensation: -1
- 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: 1/32
- SubjectDistance: 0,65 m
- SubjectDistanceRange: Macro
- SubSecTime: 895
- SubSecTimeDigitized: 895
- SubSecTimeOriginal: 895
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:09:06 15:18:37
- 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: 23632
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9japs5AvFPnYeEYbHnMweG6iw7rGh74BLTaVILpPsUZyVPlqEBb7GCaVs99OJCz2zPhXyUMlLvzBz4PsIlrkNArl/te41HUjZ6rBRH8B7kLJaxNghlauC0z17OFEH5OPXyTtAKbRVshAXjusUzpXjQfDOVMe1HYxJ25oB2F+BC5XVKMAWVKhvjaEPclXjWgY6fu8mO0cIoGbz0aOUnypLkeLfy41fN8zkVD5V+4Rn6ZHmrMRfGE0r1m5avk3vNbiVG8cNxvQkWWCxLGnAttT1MC5RnOLJ9tvXPEx2JDqSpn7VsapIXwXCx787tDrXE+Ij0ioVgCXHSGQkdwEnD0/2KAyBjJLli5Kzk+NYC1kK5Qaod7KA==
- XMP-xmpNote
- HasExtendedXMP: 9301D9C95076500B3D2EE2B7FB4F8B91
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