[{
  "SourceFile": "example.dng",
  "ExifTool": {
    "ExifToolVersion": 11.30
  },
  "File": {
    "FileName": "example.dng",
    "Directory": ".",
    "FileSize": "402 kB",
    "FileModifyDate": "2019:06:06 05:15:13+02:00",
    "FileAccessDate": "2019:06:06 05:37:24+02:00",
    "FileInodeChangeDate": "2019:06:06 05:18:47+02:00",
    "FilePermissions": "rw-r--r--",
    "FileType": "DNG",
    "FileTypeExtension": "dng",
    "MIMEType": "image/x-adobe-dng",
    "ExifByteOrder": "Little-endian (Intel, II)"
  },
  "EXIF": {
    "Make": "Canon",
    "Model": "Canon EOS 6D",
    "Orientation": "Horizontal (normal)",
    "RowsPerStrip": 171,
    "Software": "Adobe Photoshop Camera Raw 11.3.1 (Macintosh)",
    "ModifyDate": "2019:06:06 05:15:13",
    "ImageWidth": 1224,
    "ImageHeight": 816,
    "BitsPerSample": "8 8 8",
    "Compression": "Lossy JPEG",
    "PhotometricInterpretation": "Linear Raw",
    "SamplesPerPixel": 3,
    "PlanarConfiguration": "Chunky",
    "TileWidth": 416,
    "TileLength": 416,
    "TileOffsets": "203486 245646 283954 310804 341774 388546",
    "TileByteCounts": "42159 38307 26850 30969 46771 23397",
    "BlackLevelRepeatDim": "1 1",
    "BlackLevel": "0 0 0",
    "WhiteLevel": "255 255 255",
    "DefaultScale": "1 1",
    "DefaultCropOrigin": "0 0",
    "DefaultCropSize": "1224 816",
    "AntiAliasStrength": 1,
    "BestQualityScale": 1,
    "SubfileType": "Reduced-resolution image",
    "PreviewImageStart": 145584,
    "PreviewImageLength": 57901,
    "YCbCrCoefficients": "0.299 0.587 0.114",
    "YCbCrSubSampling": "YCbCr4:2:0 (2 2)",
    "YCbCrPositioning": "Co-sited",
    "ReferenceBlackWhite": "0 255 128 255 128 255",
    "ExposureTime": "1/60",
    "FNumber": 5.6,
    "ExposureProgram": "Aperture-priority AE",
    "ISO": 1000,
    "SensitivityType": "Recommended Exposure Index",
    "RecommendedExposureIndex": 1000,
    "ExifVersion": "0231",
    "DateTimeOriginal": "2019:06:06 07:29:51",
    "CreateDate": "2019:06:06 07:29:51",
    "OffsetTime": "+02:00",
    "ShutterSpeedValue": "1/60",
    "ApertureValue": 5.6,
    "ExposureCompensation": 0,
    "MaxApertureValue": 4.0,
    "MeteringMode": "Multi-segment",
    "Flash": "Off, Did not fire",
    "FocalLength": "65.0 mm",
    "SubSecTimeOriginal": "00",
    "SubSecTimeDigitized": "00",
    "ColorSpace": "sRGB",
    "FocalPlaneXResolution": 760,
    "FocalPlaneYResolution": 760,
    "FocalPlaneResolutionUnit": "cm",
    "CustomRendered": "Normal",
    "ExposureMode": "Auto",
    "WhiteBalance": "Auto",
    "SceneCaptureType": "Standard",
    "SerialNumber": "033024001432",
    "LensInfo": "24-105mm f/?",
    "LensModel": "EF24-105mm f/4L IS USM",
    "LensSerialNumber": "00001066ba",
    "ImageNumber": 0,
    "DNGVersion": "1.4.0.0",
    "DNGBackwardVersion": "1.4.0.0",
    "UniqueCameraModel": "Canon EOS 6D",
    "ColorMatrix1": "0.7546 -0.1435 -0.0929 -0.3846 1.1488 0.2692 -0.0332 0.1209 0.637",
    "ColorMatrix2": "0.7034 -0.0804 -0.1014 -0.442 1.2564 0.2058 -0.0851 0.1994 0.5758",
    "CameraCalibration1": "0.9883 0 0 0 1 0 0 0 1",
    "CameraCalibration2": "0.9883 0 0 0 1 0 0 0 1",
    "AnalogBalance": "2.158672 1 1.414752",
    "AsShotNeutral": "1 0.996616 0.995727",
    "BaselineExposure": 0.25,
    "BaselineNoise": 0.56,
    "BaselineSharpness": 1.25,
    "LinearResponseLimit": 1,
    "CameraSerialNumber": "033024001432",
    "DNGLensInfo": "24-105mm f/?",
    "ShadowScale": 1,
    "CalibrationIlluminant1": "Standard Light A",
    "CalibrationIlluminant2": "D65",
    "RawDataUniqueID": "FDA9D6B184F3E995D2415AE97C5A1E86",
    "OriginalRawFileName": "IMG_2533.CR2",
    "CameraCalibrationSig": "com.adobe",
    "ProfileCalibrationSig": "com.adobe",
    "ProfileName": "Adobe Standard",
    "ProfileHueSatMapDims": "90 30 1",
    "ProfileEmbedPolicy": "Allow Copying",
    "ProfileCopyright": "Copyright 2012 Adobe Systems, Inc.",
    "ForwardMatrix1": "0.7763 0.0065 0.1815 0.2364 0.8351 -0.0715 -0.0059 -0.4228 1.2538",
    "ForwardMatrix2": "0.7464 0.1044 0.1135 0.2648 0.9173 -0.182 0.0113 -0.2154 1.0292",
    "PreviewApplicationName": "Adobe Photoshop Camera Raw",
    "PreviewApplicationVersion": "11.3.1",
    "PreviewSettingsDigest": "9c3358f1ecbbb18cc6dc4731c04659f8",
    "PreviewColorSpace": "sRGB",
    "PreviewDateTime": "2019:06:06 05:15:13+02:00",
    "ProfileLookTableDims": "36 8 16",
    "NoiseProfile": "3.31406676202661e-05 9.21300684537191e-08 3.27799498597838e-05 9.280768164878e-08 3.25789363838504e-05 9.37492488209868e-08",
    "OriginalDefaultFinalSize": "2736 1824",
    "NewRawImageDigest": "42a767736b7c0351692d5e3f801c4957",
    "PreviewImage": "base64: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"
  },
  "XMP": {
    "XMP": "<?xpacket begin=\"\" id=\"W5M0MpCehiHzreSzNTczkc9d\"?>\n<x:xmpmeta xmlns:x=\"adobe:ns:meta/\" x:xmptk=\"Adobe XMP Core 5.6-c140 79.160451, 2017/05/06-01:08:21        \">\n <rdf:RDF xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n  <rdf:Description rdf:about=\"\"\n    xmlns:xmp=\"http://ns.adobe.com/xap/1.0/\"\n    xmlns:aux=\"http://ns.adobe.com/exif/1.0/aux/\"\n    xmlns:exifEX=\"http://cipa.jp/exif/1.0/\"\n    xmlns:photoshop=\"http://ns.adobe.com/photoshop/1.0/\"\n    xmlns:xmpMM=\"http://ns.adobe.com/xap/1.0/mm/\"\n    xmlns:stEvt=\"http://ns.adobe.com/xap/1.0/sType/ResourceEvent#\"\n    xmlns:stRef=\"http://ns.adobe.com/xap/1.0/sType/ResourceRef#\"\n    xmlns:dc=\"http://purl.org/dc/elements/1.1/\"\n    xmlns:crs=\"http://ns.adobe.com/camera-raw-settings/1.0/\"\n   xmp:ModifyDate=\"2019-06-06T05:15:13+02:00\"\n   xmp:CreateDate=\"2019-06-06T07:29:51.00\"\n   xmp:CreatorTool=\"Adobe Photoshop Camera Raw 11.3.1 (Macintosh)\"\n   xmp:MetadataDate=\"2019-06-06T05:15:13+02:00\"\n   aux:SerialNumber=\"033024001432\"\n   aux:LensInfo=\"24/1 105/1 0/0 0/0\"\n   aux:Lens=\"EF24-105mm f/4L IS USM\"\n   aux:LensID=\"237\"\n   aux:LensSerialNumber=\"00001066ba\"\n   aux:ImageNumber=\"0\"\n   aux:ApproximateFocusDistance=\"148/100\"\n   aux:FlashCompensation=\"0/1\"\n   aux:Firmware=\"1.1.7\"\n   exifEX:LensModel=\"EF24-105mm f/4L IS USM\"\n   photoshop:DateCreated=\"2019-06-06T07:29:51.00\"\n   xmpMM:DocumentID=\"xmp.did:262a2cd6-e68d-4093-8a63-60765b75a822\"\n   xmpMM:OriginalDocumentID=\"DA6B4B139BEBC66954BDF665044A3D9F\"\n   xmpMM:InstanceID=\"xmp.iid:262a2cd6-e68d-4093-8a63-60765b75a822\"\n   dc:format=\"image/dng\"\n   crs:Version=\"11.3.1\"\n   crs:ProcessVersion=\"11.0\"\n   crs:WhiteBalance=\"As Shot\"\n   crs:Temperature=\"6200\"\n   crs:Tint=\"-1\"\n   crs:Saturation=\"0\"\n   crs:Sharpness=\"40\"\n   crs:LuminanceSmoothing=\"0\"\n   crs:ColorNoiseReduction=\"25\"\n   crs:VignetteAmount=\"0\"\n   crs:ShadowTint=\"0\"\n   crs:RedHue=\"0\"\n   crs:RedSaturation=\"0\"\n   crs:GreenHue=\"0\"\n   crs:GreenSaturation=\"0\"\n   crs:BlueHue=\"0\"\n   crs:BlueSaturation=\"0\"\n   crs:Vibrance=\"0\"\n   crs:HueAdjustmentRed=\"0\"\n   crs:HueAdjustmentOrange=\"0\"\n   crs:HueAdjustmentYellow=\"0\"\n   crs:HueAdjustmentGreen=\"0\"\n   crs:HueAdjustmentAqua=\"0\"\n   crs:HueAdjustmentBlue=\"0\"\n   crs:HueAdjustmentPurple=\"0\"\n   crs:HueAdjustmentMagenta=\"0\"\n   crs:SaturationAdjustmentRed=\"0\"\n   crs:SaturationAdjustmentOrange=\"0\"\n   crs:SaturationAdjustmentYellow=\"0\"\n   crs:SaturationAdjustmentGreen=\"0\"\n   crs:SaturationAdjustmentAqua=\"0\"\n   crs:SaturationAdjustmentBlue=\"0\"\n   crs:SaturationAdjustmentPurple=\"0\"\n   crs:SaturationAdjustmentMagenta=\"0\"\n   crs:LuminanceAdjustmentRed=\"0\"\n   crs:LuminanceAdjustmentOrange=\"0\"\n   crs:LuminanceAdjustmentYellow=\"0\"\n   crs:LuminanceAdjustmentGreen=\"0\"\n   crs:LuminanceAdjustmentAqua=\"0\"\n   crs:LuminanceAdjustmentBlue=\"0\"\n   crs:LuminanceAdjustmentPurple=\"0\"\n   crs:LuminanceAdjustmentMagenta=\"0\"\n   crs:SplitToningShadowHue=\"0\"\n   crs:SplitToningShadowSaturation=\"0\"\n   crs:SplitToningHighlightHue=\"0\"\n   crs:SplitToningHighlightSaturation=\"0\"\n   crs:SplitToningBalance=\"0\"\n   crs:ParametricShadows=\"0\"\n   crs:ParametricDarks=\"0\"\n   crs:ParametricLights=\"0\"\n   crs:ParametricHighlights=\"0\"\n   crs:ParametricShadowSplit=\"25\"\n   crs:ParametricMidtoneSplit=\"50\"\n   crs:ParametricHighlightSplit=\"75\"\n   crs:SharpenRadius=\"+1.0\"\n   crs:SharpenDetail=\"25\"\n   crs:SharpenEdgeMasking=\"0\"\n   crs:PostCropVignetteAmount=\"0\"\n   crs:GrainAmount=\"0\"\n   crs:ColorNoiseReductionDetail=\"50\"\n   crs:ColorNoiseReductionSmoothness=\"50\"\n   crs:LensProfileEnable=\"0\"\n   crs:LensManualDistortionAmount=\"0\"\n   crs:PerspectiveVertical=\"0\"\n   crs:PerspectiveHorizontal=\"0\"\n   crs:PerspectiveRotate=\"0.0\"\n   crs:PerspectiveScale=\"100\"\n   crs:PerspectiveAspect=\"0\"\n   crs:PerspectiveUpright=\"0\"\n   crs:PerspectiveX=\"0.00\"\n   crs:PerspectiveY=\"0.00\"\n   crs:AutoLateralCA=\"0\"\n   crs:Exposure2012=\"0.00\"\n   crs:Contrast2012=\"0\"\n   crs:Highlights2012=\"0\"\n   crs:Shadows2012=\"0\"\n   crs:Whites2012=\"0\"\n   crs:Blacks2012=\"0\"\n   crs:Clarity2012=\"0\"\n   crs:DefringePurpleAmount=\"0\"\n   crs:DefringePurpleHueLo=\"30\"\n   crs:DefringePurpleHueHi=\"70\"\n   crs:DefringeGreenAmount=\"0\"\n   crs:DefringeGreenHueLo=\"40\"\n   crs:DefringeGreenHueHi=\"60\"\n   crs:Dehaze=\"0\"\n   crs:Texture=\"0\"\n   crs:ToneMapStrength=\"0\"\n   crs:ConvertToGrayscale=\"False\"\n   crs:OverrideLookVignette=\"False\"\n   crs:ToneCurveName=\"Medium Contrast\"\n   crs:ToneCurveName2012=\"Linear\"\n   crs:CameraProfile=\"Adobe Standard\"\n   crs:CameraProfileDigest=\"98BA1AFA1155D0472068BB57D3655975\"\n   crs:LensProfileSetup=\"LensDefaults\"\n   crs:UprightVersion=\"151388160\"\n   crs:UprightCenterMode=\"0\"\n   crs:UprightCenterNormX=\"0.5\"\n   crs:UprightCenterNormY=\"0.5\"\n   crs:UprightFocalMode=\"0\"\n   crs:UprightFocalLength35mm=\"35\"\n   crs:UprightPreview=\"False\"\n   crs:UprightTransformCount=\"6\"\n   crs:UprightFourSegmentsCount=\"0\"\n   crs:HasSettings=\"True\"\n   crs:HasCrop=\"False\"\n   crs:AlreadyApplied=\"False\">\n   <xmpMM:History>\n    <rdf:Seq>\n     <rdf:li\n      stEvt:action=\"derived\"\n      stEvt:parameters=\"converted from image/x-canon-cr2 to image/dng, saved to new location\"/>\n     <rdf:li\n      stEvt:action=\"saved\"\n      stEvt:instanceID=\"xmp.iid:262a2cd6-e68d-4093-8a63-60765b75a822\"\n      stEvt:when=\"2019-06-06T05:15:13+02:00\"\n      stEvt:softwareAgent=\"Adobe Photoshop Camera Raw 11.3.1 (Macintosh)\"\n      stEvt:changed=\"/\"/>\n    </rdf:Seq>\n   </xmpMM:History>\n   <xmpMM:DerivedFrom\n    stRef:documentID=\"DA6B4B139BEBC66954BDF665044A3D9F\"\n    stRef:originalDocumentID=\"DA6B4B139BEBC66954BDF665044A3D9F\"/>\n   <crs:ToneCurve>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>32, 22</rdf:li>\n     <rdf:li>64, 56</rdf:li>\n     <rdf:li>128, 128</rdf:li>\n     <rdf:li>192, 196</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurve>\n   <crs:ToneCurveRed>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurveRed>\n   <crs:ToneCurveGreen>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurveGreen>\n   <crs:ToneCurveBlue>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurveBlue>\n   <crs:ToneCurvePV2012>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurvePV2012>\n   <crs:ToneCurvePV2012Red>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurvePV2012Red>\n   <crs:ToneCurvePV2012Green>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurvePV2012Green>\n   <crs:ToneCurvePV2012Blue>\n    <rdf:Seq>\n     <rdf:li>0, 0</rdf:li>\n     <rdf:li>255, 255</rdf:li>\n    </rdf:Seq>\n   </crs:ToneCurvePV2012Blue>\n   <crs:Look>\n    <rdf:Description\n     crs:Name=\"Adobe Color\"\n     crs:Amount=\"1.000000\"\n     crs:UUID=\"B952C231111CD8E0ECCF14B86BAA7077\"\n     crs:SupportsAmount=\"false\"\n     crs:SupportsMonochrome=\"false\"\n     crs:SupportsOutputReferred=\"false\"\n     crs:Copyright=\"© 2018 Adobe Systems, Inc.\">\n    <crs:Group>\n     <rdf:Alt>\n      <rdf:li xml:lang=\"x-default\">Profiles</rdf:li>\n     </rdf:Alt>\n    </crs:Group>\n    <crs:Parameters>\n     <rdf:Description\n      crs:Version=\"11.3.1\"\n      crs:ProcessVersion=\"11.0\"\n      crs:ConvertToGrayscale=\"False\"\n      crs:CameraProfile=\"Adobe Standard\"\n      crs:LookTable=\"E1095149FDB39D7A057BAB208837E2E1\">\n     <crs:ToneCurvePV2012>\n      <rdf:Seq>\n       <rdf:li>0, 0</rdf:li>\n       <rdf:li>22, 16</rdf:li>\n       <rdf:li>40, 35</rdf:li>\n       <rdf:li>127, 127</rdf:li>\n       <rdf:li>224, 230</rdf:li>\n       <rdf:li>240, 246</rdf:li>\n       <rdf:li>255, 255</rdf:li>\n      </rdf:Seq>\n     </crs:ToneCurvePV2012>\n     <crs:ToneCurvePV2012Red>\n      <rdf:Seq>\n       <rdf:li>0, 0</rdf:li>\n       <rdf:li>255, 255</rdf:li>\n      </rdf:Seq>\n     </crs:ToneCurvePV2012Red>\n     <crs:ToneCurvePV2012Green>\n      <rdf:Seq>\n       <rdf:li>0, 0</rdf:li>\n       <rdf:li>255, 255</rdf:li>\n      </rdf:Seq>\n     </crs:ToneCurvePV2012Green>\n     <crs:ToneCurvePV2012Blue>\n      <rdf:Seq>\n       <rdf:li>0, 0</rdf:li>\n       <rdf:li>255, 255</rdf:li>\n      </rdf:Seq>\n     </crs:ToneCurvePV2012Blue>\n     </rdf:Description>\n    </crs:Parameters>\n    </rdf:Description>\n   </crs:Look>\n  </rdf:Description>\n </rdf:RDF>\n</x:xmpmeta>\n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                                                                    \n                                                       \n<?xpacket end=\"w\"?>",
    "XMPToolkit": "Adobe XMP Core 5.6-c140 79.160451, 2017/05/06-01:08:21        ",
    "ModifyDate": "2019:06:06 05:15:13+02:00",
    "CreateDate": "2019:06:06 07:29:51.00",
    "CreatorTool": "Adobe Photoshop Camera Raw 11.3.1 (Macintosh)",
    "MetadataDate": "2019:06:06 05:15:13+02:00",
    "SerialNumber": "033024001432",
    "LensInfo": "24-105mm f/?",
    "Lens": "EF24-105mm f/4L IS USM",
    "LensID": 237,
    "LensSerialNumber": "00001066ba",
    "ImageNumber": 0,
    "ApproximateFocusDistance": 1.48,
    "FlashCompensation": 0,
    "Firmware": "1.1.7",
    "LensModel": "EF24-105mm f/4L IS USM",
    "DateCreated": "2019:06:06 07:29:51.00",
    "DocumentID": "xmp.did:262a2cd6-e68d-4093-8a63-60765b75a822",
    "OriginalDocumentID": "DA6B4B139BEBC66954BDF665044A3D9F",
    "InstanceID": "xmp.iid:262a2cd6-e68d-4093-8a63-60765b75a822",
    "Format": "image/dng",
    "Version": "11.3.1",
    "ProcessVersion": 11.0,
    "WhiteBalance": "As Shot",
    "ColorTemperature": 6200,
    "Tint": -1,
    "Saturation": 0,
    "Sharpness": 40,
    "LuminanceSmoothing": 0,
    "ColorNoiseReduction": 25,
    "VignetteAmount": 0,
    "ShadowTint": 0,
    "RedHue": 0,
    "RedSaturation": 0,
    "GreenHue": 0,
    "GreenSaturation": 0,
    "BlueHue": 0,
    "BlueSaturation": 0,
    "Vibrance": 0,
    "HueAdjustmentRed": 0,
    "HueAdjustmentOrange": 0,
    "HueAdjustmentYellow": 0,
    "HueAdjustmentGreen": 0,
    "HueAdjustmentAqua": 0,
    "HueAdjustmentBlue": 0,
    "HueAdjustmentPurple": 0,
    "HueAdjustmentMagenta": 0,
    "SaturationAdjustmentRed": 0,
    "SaturationAdjustmentOrange": 0,
    "SaturationAdjustmentYellow": 0,
    "SaturationAdjustmentGreen": 0,
    "SaturationAdjustmentAqua": 0,
    "SaturationAdjustmentBlue": 0,
    "SaturationAdjustmentPurple": 0,
    "SaturationAdjustmentMagenta": 0,
    "LuminanceAdjustmentRed": 0,
    "LuminanceAdjustmentOrange": 0,
    "LuminanceAdjustmentYellow": 0,
    "LuminanceAdjustmentGreen": 0,
    "LuminanceAdjustmentAqua": 0,
    "LuminanceAdjustmentBlue": 0,
    "LuminanceAdjustmentPurple": 0,
    "LuminanceAdjustmentMagenta": 0,
    "SplitToningShadowHue": 0,
    "SplitToningShadowSaturation": 0,
    "SplitToningHighlightHue": 0,
    "SplitToningHighlightSaturation": 0,
    "SplitToningBalance": 0,
    "ParametricShadows": 0,
    "ParametricDarks": 0,
    "ParametricLights": 0,
    "ParametricHighlights": 0,
    "ParametricShadowSplit": 25,
    "ParametricMidtoneSplit": 50,
    "ParametricHighlightSplit": 75,
    "SharpenRadius": "+1.0",
    "SharpenDetail": 25,
    "SharpenEdgeMasking": 0,
    "PostCropVignetteAmount": 0,
    "GrainAmount": 0,
    "ColorNoiseReductionDetail": 50,
    "ColorNoiseReductionSmoothness": 50,
    "LensProfileEnable": 0,
    "LensManualDistortionAmount": 0,
    "PerspectiveVertical": 0,
    "PerspectiveHorizontal": 0,
    "PerspectiveRotate": 0.0,
    "PerspectiveScale": 100,
    "PerspectiveAspect": 0,
    "PerspectiveUpright": 0,
    "PerspectiveX": 0.00,
    "PerspectiveY": 0.00,
    "AutoLateralCA": 0,
    "Exposure2012": 0.00,
    "Contrast2012": 0,
    "Highlights2012": 0,
    "Shadows2012": 0,
    "Whites2012": 0,
    "Blacks2012": 0,
    "Clarity2012": 0,
    "DefringePurpleAmount": 0,
    "DefringePurpleHueLo": 30,
    "DefringePurpleHueHi": 70,
    "DefringeGreenAmount": 0,
    "DefringeGreenHueLo": 40,
    "DefringeGreenHueHi": 60,
    "Dehaze": 0,
    "Texture": 0,
    "ToneMapStrength": 0,
    "ConvertToGrayscale": false,
    "OverrideLookVignette": false,
    "ToneCurveName": "Medium Contrast",
    "ToneCurveName2012": "Linear",
    "CameraProfile": "Adobe Standard",
    "CameraProfileDigest": "98BA1AFA1155D0472068BB57D3655975",
    "LensProfileSetup": "LensDefaults",
    "UprightVersion": 151388160,
    "UprightCenterMode": 0,
    "UprightCenterNormX": 0.5,
    "UprightCenterNormY": 0.5,
    "UprightFocalMode": 0,
    "UprightFocalLength35mm": 35,
    "UprightPreview": false,
    "UprightTransformCount": 6,
    "UprightFourSegmentsCount": 0,
    "HasSettings": true,
    "HasCrop": false,
    "AlreadyApplied": false,
    "HistoryAction": ["derived","saved"],
    "HistoryParameters": "converted from image/x-canon-cr2 to image/dng, saved to new location",
    "HistoryInstanceID": "xmp.iid:262a2cd6-e68d-4093-8a63-60765b75a822",
    "HistoryWhen": "2019:06:06 05:15:13+02:00",
    "HistorySoftwareAgent": "Adobe Photoshop Camera Raw 11.3.1 (Macintosh)",
    "HistoryChanged": "/",
    "DerivedFromDocumentID": "DA6B4B139BEBC66954BDF665044A3D9F",
    "DerivedFromOriginalDocumentID": "DA6B4B139BEBC66954BDF665044A3D9F",
    "ToneCurve": ["0, 0","32, 22","64, 56","128, 128","192, 196","255, 255"],
    "ToneCurveRed": ["0, 0","255, 255"],
    "ToneCurveGreen": ["0, 0","255, 255"],
    "ToneCurveBlue": ["0, 0","255, 255"],
    "ToneCurvePV2012": ["0, 0","255, 255"],
    "ToneCurvePV2012Red": ["0, 0","255, 255"],
    "ToneCurvePV2012Green": ["0, 0","255, 255"],
    "ToneCurvePV2012Blue": ["0, 0","255, 255"],
    "LookName": "Adobe Color",
    "LookAmount": 1.000000,
    "LookUuid": "B952C231111CD8E0ECCF14B86BAA7077",
    "LookSupportsAmount": false,
    "LookSupportsMonochrome": false,
    "LookSupportsOutputReferred": false,
    "LookCopyright": "© 2018 Adobe Systems, Inc.",
    "LookGroup": "Profiles",
    "LookParametersVersion": "11.3.1",
    "LookParametersProcessVersion": 11.0,
    "LookParametersConvertToGrayscale": false,
    "LookParametersCameraProfile": "Adobe Standard",
    "LookParametersLookTable": "E1095149FDB39D7A057BAB208837E2E1",
    "LookParametersToneCurvePV2012": ["0, 0","22, 16","40, 35","127, 127","224, 230","240, 246","255, 255"],
    "LookParametersToneCurvePV2012Red": ["0, 0","255, 255"],
    "LookParametersToneCurvePV2012Green": ["0, 0","255, 255"],
    "LookParametersToneCurvePV2012Blue": ["0, 0","255, 255"]
  },
  "Composite": {
    "Aperture": 5.6,
    "ImageSize": "1224x816",
    "Megapixels": 0.999,
    "ScaleFactor35efl": 2.2,
    "ShutterSpeed": "1/60",
    "SubSecCreateDate": "2019:06:06 07:29:51.00",
    "SubSecDateTimeOriginal": "2019:06:06 07:29:51.00",
    "SubSecModifyDate": "2019:06:06 05:15:13+02:00",
    "CircleOfConfusion": "0.013 mm",
    "DOF": "0.07 m (1.44 - 1.52 m)",
    "FOV": "14.1 deg",
    "FocalLength35efl": "65.0 mm (35 mm equivalent: 145.3 mm)",
    "HyperfocalDistance": "56.13 m",
    "LensID": "Canon EF 24-105mm f/4L IS USM",
    "LightValue": 7.6
  }
}]