- Раздел: Другое, разное
- Дата съёмки: неизвестно
- Дата загрузки фото: 05.05.2023 19:55
- Оригинальная фотография: 2560 x 1920 (1,3 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-A725F
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 1,8
- Светочувствительность: 38
- Фокусное расстояние: 5,0 mm (35 mm equivalent: 20,0 mm)
- Полный EXIF
- Adobe
- APP14Flags0: [14]
- APP14Flags1: (none)
- ColorTransform: YCbCr
- DCTEncodeVersion: 100
- Composite
- Aperture: 1,8
- CircleOfConfusion: 0,006 mm
- DOF: inf (0,00 m - inf)
- DateTimeCreated: 2023:05:05 10:43:03+03:00
- FOV: 83,0 deg
- FocalLength35efl: 5,0 mm (35 mm equivalent: 20,0 mm)
- HyperfocalDistance: inf m
- Megapixels: 4,9
- ScaleFactor35efl: 4,8
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:05:05 10:43:03.090+03:00
- SubSecDateTimeOriginal: 2023:05:05 10:43:03.090+03:00
- SubSecModifyDate: 2023:05:05 19:43:37+03:00
- ExifIFD
- ApertureValue: 1,4
- BrightnessValue: 8,33
- ColorSpace: sRGB
- Contrast: Normal
- CreateDate: 2023:05:05 10:43:03
- CustomRendered: Custom
- DateTimeOriginal: 2023:05:05 10:43:03
- DigitalZoomRatio: 0
- ExifImageHeight: 1920
- ExifImageWidth: 2560
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- FNumber: 1,8
- Flash: Off, Did not fire
- FocalLength: 5,0 mm
- FocalLengthIn35mmFormat: 24 mm
- ISO: 38
- 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
- SensitivityType: ISO Speed
- Sharpness: Normal
- ShutterSpeedValue: 1/1024
- SubSecTimeDigitized: 090
- SubSecTimeOriginal: 090
- SubjectDistance: 1 m
- SubjectDistanceRange: Close
- WhiteBalance: Auto
- ICC-header
- CMMFlags: Not Embedded, Independent
- ColorSpaceData: RGB
- ConnectionSpaceIlluminant: 0,9642 1 0,82491
- DeviceAttributes: Reflective, Glossy, Positive, Color
- DeviceManufacturer: IEC
- DeviceModel: sRGB
- PrimaryPlatform: Microsoft Corporation
- ProfileCMMType: Lino
- ProfileClass: Display Device Profile
- ProfileConnectionSpace: XYZ
- ProfileCreator: HP
- ProfileDateTime: 1998:02:09 06:49:00
- ProfileFileSignature: acsp
- ProfileID: 0
- ProfileVersion: 2.1.0
- RenderingIntent: Perceptual
- ICC-meas
- MeasurementBacking: 0 0 0
- MeasurementFlare: 0,999%
- MeasurementGeometry: Unknown
- MeasurementIlluminant: D65
- MeasurementObserver: CIE 1931
- ICC-view
- ViewingCondIlluminant: 19,6445 20,3718 16,8089
- ViewingCondIlluminantType: D50
- ViewingCondSurround: 3,92889 4,07439 3,36179
- IFD0
- Make: samsung
- Model: SM-A725F
- ModifyDate: 2023:05:05 19:43:37
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- XResolution: 300
- YResolution: 300
- IFD1
- Compression: JPEG (old-style)
- ResolutionUnit: inches
- ThumbnailLength: 7652
- ThumbnailOffset: 954
- XResolution: 72
- YResolution: 72
- IPTC
- ApplicationRecordVersion: 0
- DateCreated: 2023:05:05
- TimeCreated: 10:43:03+03:00
- System
- XMP-GCamera
- Hdrp_makernote: 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- XMP-aux
- ApproximateFocusDistance: 1
- Lens: samsung
- XMP-crs
- AlreadyApplied: True
- AutoLateralCA: 0
- Blacks2012: 0
- BlueHue: 0
- BlueSaturation: 0
- CameraProfile: Embedded
- CameraProfileDigest: 54650A341B5B5CCAE8442D0B43A92BCE
- Clarity2012: 0
- ColorGradeBlending: 50
- ColorGradeGlobalHue: 0
- ColorGradeGlobalLum: 0
- ColorGradeGlobalSat: 0
- ColorGradeHighlightLum: 0
- ColorGradeMidtoneHue: 0
- ColorGradeMidtoneLum: 0
- ColorGradeMidtoneSat: 0
- ColorGradeShadowLum: 0
- ColorNoiseReduction: 0
- Contrast2012: 0
- ConvertToGrayscale: False
- DefringeGreenAmount: 0
- DefringeGreenHueHi: 60
- DefringeGreenHueLo: 40
- DefringePurpleAmount: 0
- DefringePurpleHueHi: 70
- DefringePurpleHueLo: 30
- Dehaze: 0
- Exposure2012: 0.00
- GrainAmount: 0
- GreenHue: 0
- GreenSaturation: 0
- HasCrop: False
- HasSettings: True
- Highlights2012: 0
- HueAdjustmentAqua: 0
- HueAdjustmentBlue: 0
- HueAdjustmentGreen: 0
- HueAdjustmentMagenta: 0
- HueAdjustmentOrange: 0
- HueAdjustmentPurple: 0
- HueAdjustmentRed: 0
- HueAdjustmentYellow: 0
- IncrementalTemperature: 0
- IncrementalTint: 0
- LensManualDistortionAmount: 0
- LensProfileEnable: 0
- LuminanceAdjustmentAqua: 0
- LuminanceAdjustmentBlue: 0
- LuminanceAdjustmentGreen: 0
- LuminanceAdjustmentMagenta: 0
- LuminanceAdjustmentOrange: 0
- LuminanceAdjustmentPurple: 0
- LuminanceAdjustmentRed: 0
- LuminanceAdjustmentYellow: 0
- LuminanceSmoothing: 0
- OverrideLookVignette: False
- ParametricDarks: 0
- ParametricHighlightSplit: 75
- ParametricHighlights: 0
- ParametricLights: 0
- ParametricMidtoneSplit: 50
- ParametricShadowSplit: 25
- ParametricShadows: 0
- PerspectiveAspect: 0
- PerspectiveHorizontal: 0
- PerspectiveRotate: 0.0
- PerspectiveScale: 100
- PerspectiveUpright: 0
- PerspectiveVertical: 0
- PerspectiveX: 0.00
- PerspectiveY: 0.00
- PostCropVignetteAmount: 0
- ProcessVersion: 11.0
- RedHue: 0
- RedSaturation: 0
- Saturation: 0
- SaturationAdjustmentAqua: 0
- SaturationAdjustmentBlue: 0
- SaturationAdjustmentGreen: 0
- SaturationAdjustmentMagenta: 0
- SaturationAdjustmentOrange: 0
- SaturationAdjustmentPurple: 0
- SaturationAdjustmentRed: 0
- SaturationAdjustmentYellow: 0
- ShadowTint: 0
- Shadows2012: 0
- Sharpness: 0
- SplitToningBalance: 0
- SplitToningHighlightHue: 0
- SplitToningHighlightSaturation: 0
- SplitToningShadowHue: 0
- SplitToningShadowSaturation: 0
- Texture: 0
- ToneCurveName2012: Linear
- ToneCurvePV2012: 0, 0, 255, 255
- ToneCurvePV2012Blue: 0, 0, 255, 255
- ToneCurvePV2012Green: 0, 0, 255, 255
- ToneCurvePV2012Red: 0, 0, 255, 255
- Version: 14.5
- Vibrance: 0
- VignetteAmount: 0
- WhiteBalance: As Shot
- Whites2012: 0
- XMP-dc
- XMP-exifEX
- LensMake: samsung
- LensModel: samsung
- XMP-xmp
- CreateDate: 2023:05:05 10:43:03
- CreatorTool: HDR+ 1.0.414775603ndy
- MetadataDate: 2023:05:05 19:43:37+03:00
- ModifyDate: 2023:05:05 19:43:37+03:00
- XMP-xmpMM
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