Aperture : 2.8 Aperture Value : 2.8 Bits Per Sample : 8 Blue Matrix Column : 0.1571 0.06657 0.78407 Blue Tone Reproduction Curve : (Binary data 32 bytes, use -b option to extract) Brightness Value : 7.53 Camera Model Name : Pixel 8 Pro Chromatic Adaptation : 1.04788 0.02292 -0.05019 0.02959 0.99048 -0.01704 -0.00922 0.01508 0.75168 Circle Of Confusion : 0.005 mm CMM Flags : Not Embedded, Independent Color Components : 3 Color Space : Uncalibrated Color Space Data : RGB Components Configuration : Y, Cb, Cr, - Composite Image : Composite Image Captured While Shooting Compression : JPEG (old-style) Connection Space Illuminant : 0.9642 1 0.82491 Contrast : Normal Create Date : 2024:06:08 21:10:07 Create Date : 2024:06:08 21:10:07.744+03:00 Custom Rendered : Custom Date/Time Original : 2024:06:08 21:10:07 Date/Time Original : 2024:06:08 21:10:07.744+03:00 Dependent Image 1 Entry Number : 0 Dependent Image 2 Entry Number : 0 Depth Of Field : 99.17 m (10.64 - 109.81 m) Device Attributes : Reflective, Glossy, Positive, Color Device Manufacturer : Google Device Model : Digital Zoom Ratio : 1.1 Directory : . Directory Item Length : 206659 Directory Item Mime : image/jpeg Directory Item Semantic : Primary Encoding Process : Baseline DCT, Huffman coding Exif Byte Order : Little-endian (Intel, II) Exif Image Height : 8160 Exif Image Width : 6144 Exif Version : 0232 ExifTool Version Number : 12.50 Exposure Compensation : 0 Exposure Mode : Auto Exposure Program : Program AE Exposure Time : 1/113 F Number : 2.8 Field Of View : 18.6 deg File Access Date/Time : 2024:06:11 11:01:23+10:00 File Inode Change Date/Time : 2024:06:11 11:01:17+10:00 File Modification Date/Time : 2024:06:08 21:10:07+10:00 File Name : PXL_20240608_181007744.jpeg File Permissions : -rw-r--r-- File Size : 10 MB File Type : JPEG File Type Extension : jpg Flash : Off, Did not fire Flashpix Version : 0100 Focal Length : 18.0 mm Focal Length : 18.0 mm (35 mm equivalent: 110.0 mm) Focal Length In 35mm Format : 110 mm GPS Altitude : 67.8 m Above Sea Level GPS Altitude Ref : Above Sea Level GPS Date Stamp : 2024:06:08 GPS Date/Time : 2024:06:08 18:05:05Z GPS Img Direction : 177 GPS Img Direction Ref : Magnetic North GPS Latitude : 60 deg 10' 31.98" N GPS Latitude Ref : North GPS Longitude : 24 deg 48' 16.72" E GPS Longitude Ref : East GPS Position : 60 deg 10' 31.98" N, 24 deg 48' 16.72" E GPS Time Stamp : 18:05:05 GPS Version ID : 2.2.0.0 Green Matrix Column : 0.29198 0.69225 0.04189 Green Tone Reproduction Curve : (Binary data 32 bytes, use -b option to extract) Has Extended XMP : 4BE6F17969BBD9D8C4E71C641996402A Hdr Plus Makernote : 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 Hyperfocal Distance : 23.54 m Image Height : 8160 Image Size : 6144x8160 Image Width : 6144 ISO : 15 JFIF Version : 1.02 Lens ID : Pixel 8 Pro back camera 18.0mm f/2.8 Lens Make : Google Lens Model : Pixel 8 Pro back camera 18.0mm f/2.8 Light Value : 12.5 Make : Google Max Aperture Value : 2.8 Media Black Point : 0 0 0 Media White Point : 0.9642 1 0.82491 Megapixels : 50.1 Metering Mode : Center-weighted average MIME Type : image/jpeg Modify Date : 2024:06:08 21:10:07 Modify Date : 2024:06:08 21:10:07.744+03:00 MP Image 2 : (Binary data 206659 bytes, use -b option to extract) MP Image Flags : (none) MP Image Format : JPEG MP Image Length : 206659 MP Image Start : 10245544 MP Image Type : Undefined MPF Version : 0100 Number Of Images : 2 Offset Time : +03:00 Offset Time Digitized : +03:00 Offset Time Original : +03:00 Orientation : Horizontal (normal) Primary Platform : Unknown () Profile Class : Display Device Profile Profile CMM Type : Profile Connection Space : XYZ Profile Copyright : Copyright (c) 2023 Google Inc. Profile Creator : Google Profile Date Time : 2023:03:09 10:57:00 Profile Description : Display P3 Profile File Signature : acsp Profile ID : bb6324a8a5091bbb5d36f9afa40f9ab9 Profile Version : 4.0.0 Red Matrix Column : 0.51512 0.2412 -0.00104 Red Tone Reproduction Curve : (Binary data 32 bytes, use -b option to extract) Rendering Intent : Perceptual Resolution Unit : inches Saturation : Normal Scale Factor To 35 mm Equivalent: 6.1 Scene Capture Type : Standard Scene Type : Directly photographed Sensing Method : One-chip color area Sharpness : Normal Shutter Speed : 1/113 Shutter Speed Value : 1/114 Software : HDR+ 1.0.621982163nd Sub Sec Time : 744 Sub Sec Time Digitized : 744 Sub Sec Time Original : 744 Subject Distance : 19.396 m Subject Distance Range : Distant Thumbnail Image : (Binary data 22807 bytes, use -b option to extract) Thumbnail Length : 22807 Thumbnail Offset : 1272 Version : 1.0 White Balance : Auto X Resolution : 72 XMP Toolkit : Adobe XMP Core 5.1.0-jc003 Y Cb Cr Positioning : Centered Y Cb Cr Sub Sampling : YCbCr4:2:0 (2 2) Y Resolution : 72 Aperture : 2.8 Aperture Value : 2.8 Artist : Jari Kirma Author : Jari Kirma Bits Per Sample : 8 Blue Matrix Column : 0.1571 0.06657 0.78407 Blue Tone Reproduction Curve : (Binary data 32 bytes, use -b option to extract) Brightness Value : 7.53 Camera Model Name : Pixel 8 Pro Chromatic Adaptation : 1.04788 0.02292 -0.05019 0.02959 0.99048 -0.01704 -0.00922 0.01508 0.75168 Circle Of Confusion : 0.005 mm CMM Flags : Not Embedded, Independent Color Components : 3 Color Space : Uncalibrated Color Space Data : RGB Components Configuration : Y, Cb, Cr, - Composite Image : Composite Image Captured While Shooting Compression : JPEG (old-style) Connection Space Illuminant : 0.9642 1 0.82491 Contrast : Normal Copyright : Jari Kirma Create Date : 2024:06:08 21:10:07 Create Date : 2024:06:08 21:10:07.744+03:00 Custom Rendered : Custom Date/Time Original : 2024:06:08 21:10:07 Date/Time Original : 2024:06:08 21:10:07.744+03:00 Dependent Image 1 Entry Number : 0 Dependent Image 2 Entry Number : 0 Depth Of Field : 99.17 m (10.64 - 109.81 m) Device Attributes : Reflective, Glossy, Positive, Color Device Manufacturer : Google Device Model : Digital Zoom Ratio : 1.1 Directory : . Directory Item Length : 206659 Directory Item Mime : image/jpeg Directory Item Semantic : Primary Encoding Process : Baseline DCT, Huffman coding Exif Byte Order : Little-endian (Intel, II) Exif Image Height : 8160 Exif Image Width : 6144 Exif Version : 0232 ExifTool Version Number : 12.50 Exposure Compensation : 0 Exposure Mode : Auto Exposure Program : Program AE Exposure Time : 1/113 F Number : 2.8 Field Of View : 18.6 deg File Access Date/Time : 2024:06:11 11:02:12+10:00 File Inode Change Date/Time : 2024:06:11 11:02:07+10:00 File Modification Date/Time : 2024:06:08 21:10:07+10:00 File Name : PXL_20240608_181007744.jpeg File Permissions : -rw-r--r-- File Size : 10 MB File Type : JPEG File Type Extension : jpg Flash : Off, Did not fire Flashpix Version : 0100 Focal Length : 18.0 mm Focal Length : 18.0 mm (35 mm equivalent: 110.0 mm) Focal Length In 35mm Format : 110 mm GPS Altitude : 67.8 m Above Sea Level GPS Altitude Ref : Above Sea Level GPS Date Stamp : 2024:06:08 GPS Date/Time : 2024:06:08 18:05:05Z GPS Img Direction : 177 GPS Img Direction Ref : Magnetic North GPS Latitude : 60 deg 10' 31.98" N GPS Latitude Ref : North GPS Longitude : 24 deg 48' 16.72" E GPS Longitude Ref : East GPS Position : 60 deg 10' 31.98" N, 24 deg 48' 16.72" E GPS Time Stamp : 18:05:05 GPS Version ID : 2.2.0.0 Green Matrix Column : 0.29198 0.69225 0.04189 Green Tone Reproduction Curve : (Binary data 32 bytes, use -b option to extract) Hdr Plus Makernote : 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 Hyperfocal Distance : 23.54 m Image Height : 8160 Image Size : 6144x8160 Image Width : 6144 ISO : 15 JFIF Version : 1.02 Lens ID : Pixel 8 Pro back camera 18.0mm f/2.8 Lens Make : Google Lens Model : Pixel 8 Pro back camera 18.0mm f/2.8 Light Value : 12.5 Make : Google Max Aperture Value : 2.8 Media Black Point : 0 0 0 Media White Point : 0.9642 1 0.82491 Megapixels : 50.1 Metering Mode : Center-weighted average MIME Type : image/jpeg Modify Date : 2024:06:08 21:10:07 Modify Date : 2024:06:08 21:10:07.744+03:00 MP Image 2 : (Binary data 206659 bytes, use -b option to extract) MP Image Flags : (none) MP Image Format : JPEG MP Image Length : 206659 MP Image Start : 10245498 MP Image Type : Undefined MPF Version : 0100 Number Of Images : 2 Offset Time : +03:00 Offset Time Digitized : +03:00 Offset Time Original : +03:00 Orientation : Horizontal (normal) Primary Platform : Unknown () Profile Class : Display Device Profile Profile CMM Type : Profile Connection Space : XYZ Profile Copyright : Copyright (c) 2023 Google Inc. Profile Creator : Google Profile Date Time : 2023:03:09 10:57:00 Profile Description : Display P3 Profile File Signature : acsp Profile ID : bb6324a8a5091bbb5d36f9afa40f9ab9 Profile Version : 4.0.0 Red Matrix Column : 0.51512 0.2412 -0.00104 Red Tone Reproduction Curve : (Binary data 32 bytes, use -b option to extract) Rendering Intent : Perceptual Resolution Unit : inches Saturation : Normal Scale Factor To 35 mm Equivalent: 6.1 Scene Capture Type : Standard Scene Type : Directly photographed Sensing Method : One-chip color area Sharpness : Normal Shutter Speed : 1/113 Shutter Speed Value : 1/114 Software : HDR+ 1.0.621982163nd Sub Sec Time : 744 Sub Sec Time Digitized : 744 Sub Sec Time Original : 744 Subject Distance : 19.396 m Subject Distance Range : Distant Thumbnail Image : (Binary data 22807 bytes, use -b option to extract) Thumbnail Length : 22807 Thumbnail Offset : 1328 Version : 1.0 White Balance : Auto X Resolution : 72 XMP Toolkit : Image::ExifTool 12.50 Y Cb Cr Positioning : Centered Y Cb Cr Sub Sampling : YCbCr4:2:0 (2 2) Y Resolution : 72