- Раздел: Другое, разное
- Дата съёмки: неизвестно
- Дата загрузки фото: 22.04.2023 19:47
- Оригинальная фотография: 1440 x 1920 (1,6 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-A725F
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 41
- Фокусное расстояние: 7,0 mm (35 mm equivalent: 98,0 mm)
- Полный EXIF
- Adobe
- APP14Flags0: [14]
- APP14Flags1: (none)
- ColorTransform: YCbCr
- DCTEncodeVersion: 100
- Composite
- Aperture: 2,4
- CircleOfConfusion: 0,002 mm
- DOF: inf (0,00 m - inf)
- DateTimeCreated: 2023:04:22 09:21:10+03:00
- FOV: 20,0 deg
- FocalLength35efl: 7,0 mm (35 mm equivalent: 98,0 mm)
- HyperfocalDistance: inf m
- Megapixels: 2,8
- ScaleFactor35efl: 14,7
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:04:22 09:21:10.202+03:00
- SubSecDateTimeOriginal: 2023:04:22 09:21:10.202+03:00
- SubSecModifyDate: 2023:04:22 19:45:33.202+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 7,89
- ColorSpace: sRGB
- Contrast: Normal
- CreateDate: 2023:04:22 09:21:10
- CustomRendered: Custom
- DateTimeOriginal: 2023:04:22 09:21:10
- DigitalZoomRatio: 0
- ExifImageHeight: 1920
- ExifImageWidth: 1440
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- FNumber: 2,4
- Flash: Off, Did not fire
- FocalLength: 7,0 mm
- FocalLengthIn35mmFormat: 103 mm
- ISO: 41
- 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: 1/512
- SubSecTime: 202
- SubSecTimeDigitized: 202
- SubSecTimeOriginal: 202
- SubjectDistance: 8,797 m
- SubjectDistanceRange: Distant
- 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: 2023:04:22 19:45:33
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- XResolution: 300
- YResolution: 300
- IFD1
- Compression: JPEG (old-style)
- ResolutionUnit: inches
- ThumbnailLength: 7997
- ThumbnailOffset: 954
- XResolution: 72
- YResolution: 72
- IPTC
- ApplicationRecordVersion: 0
- DateCreated: 2023:04:22
- TimeCreated: 09:21:10+03:00
- System
- XMP-GCamera
- Hdrp_makernote: 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
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jahojRulPHXdmtOlmXmZszbAmk7nNqddPIW3Dr3ZL9hzjKTohC9ZUqC7CDvbRdsrhwtGEWxjCviFFtc4DVkjnDC3N0TflyRWrnle49vDgx1vNNvHQRNwnUQgvNcPPSdQG/1NjPfYQuv53x31uoMunQ+5A5+lRvNf0lwpsvKdGc1bNEVBBQu9bsmZ6ECcphCiVRbjcO5rCMtNzaAj5WrqB+iXfUDZNAG4eZ/GWm4zQnXXPvAWsrx8YCjbQR+H7HlX0kqWwFbTJ6vZod0YXMjfsBdc1stxuoJD8BLIKU/t/C7e1kYn5dx8dQl1lRpTeqRcUWyjjpHgJMARDTtvcbXljOFbxoMDcls/10IaMYT2L1B+oeafNjaMTakjLstWNSCPN+hYrwRgtNl8GFc4beUqHiI/8NfH7x9+1e
- XMP-aux
- ApproximateFocusDistance: 8,797
- 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: 2023:04:22 09:21:10
- CreatorTool: HDR+ 1.0.414775603ndy
- MetadataDate: 2023:04:22 19:45:33+03:00
- ModifyDate: 2023:04:22 19:45:33+03:00
- XMP-xmpMM
- DerivedFromDocumentID: xmp.did:92957877-106a-7b4d-b2bf-acbf2a9ab0d9
- DerivedFromInstanceID: xmp.iid:6bb76356-297a-0a48-a309-a4e177bb9e50
- DerivedFromOriginalDocumentID: DB23221C54F102F560AE47C3E82B625B
- HistoryAction: derived, saved, saved, converted, derived, saved
- HistoryChanged: /, /, /
- HistoryInstanceID: xmp.iid:92957877-106a-7b4d-b2bf-acbf2a9ab0d9, xmp.iid:6bb76356-297a-0a48-a309-a4e177bb9e50, xmp.iid:b9e6a902-1358-a842-ab21-0af82622ce80
- HistoryParameters: converted from image/jpeg to image/tiff, from image/tiff to image/jpeg, converted from image/tiff to image/jpeg
- HistoryWhen: 2023:04:22 19:41:46+03:00, 2023:04:22 19:45:33+03:00, 2023:04:22 19:45:33+03:00
- InstanceID: xmp.iid:b9e6a902-1358-a842-ab21-0af82622ce80
- OriginalDocumentID: DB23221C54F102F560AE47C3E82B625B
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