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» Участники » A.V.S. » СПб, музей ЖД » Макет первого русского паровоза, построенного в 1834 году. |
Макет первого русского паровоза, построенного в 1834 году. |
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Макет первого русского паровоза, построенного в 1834 году.
Надпись на табличке: «Макет первого русского паровоза, построенного в 1834 году крепостными Ефимом Алексеевичем Черепановым и его сыном Мироном для нижнетагильской железной дороги. Изготовлен на Экспериментальном заводе Октябрьской железной дороги в 2014 году».
- Раздел: Отдых, развлечения
- Дата съёмки: неизвестно
- Дата загрузки фото: 20.09.2023 13:41
- Оригинальная фотография: 2000 x 2667 (1,8 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 806
- 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: 5,3
- ScaleFactor35efl: 3,8
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:09:13 15:18:48.438+03:00
- SubSecDateTimeOriginal: 2023:09:13 15:18:48.438+03:00
- SubSecModifyDate: 2023:09:13 15:18:48.438+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: -0,67
- ColorSpace: Uncalibrated
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:09:13 15:18:48
- CustomRendered: Custom
- DateTimeOriginal: 2023:09:13 15:18:48
- DigitalZoomRatio: 0
- ExifImageHeight: 2667
- ExifImageWidth: 2000
- 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: 806
- 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: 1/32
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- SubSecTime: 438
- SubSecTimeDigitized: 438
- SubSecTimeOriginal: 438
- WhiteBalance: Auto
- IFD0
- ImageHeight: 3000
- ImageWidth: 4000
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:09:13 15:18:48
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.Arcidezdy
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- IFD1
- Compression: JPEG (old-style)
- ImageHeight: 500
- ImageWidth: 375
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- ThumbnailLength: 24455
- ThumbnailOffset: 1027
- XResolution: 72
- YResolution: 72
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaVmhvt0NHCzjByEZdT263H/bZ4W0bV9Wqmu6KxXgKiDNYPiG7mldH3jf0luDP6jR2UkJf0o1BcibGqAI4khdaSREoEMVh+WRB9D7khmhFOVCTLMVHDhF1/5fFNsJBbVRxiRds6ojn27w4FgZvd0hH3dbXRTggwHIPg7yAGPSAyH+y8KsnllWBAlRZIemeFCML4mNU8ZAhbz2hqDEPQ/U+EgoA8DzVIKr7QzKuSAGKY5qaODPRiBvUpqvkJw5XBiRnQpD9PN1ryviwHvUgTcOL42yPQ0wnoypZr4V0lVEyWiiAz+Gt2SAqP6yVYl9id7eFz278PtNikbkqKRNUaDxn1HmLPyd0yp+enz6yptx+
- XMP-xmpNote
- HasExtendedXMP: A214E6CFBCF0C6806F8B1E97050A75D5
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