some.pics

Squirrel looking alarmed on a tree

Squirrel looking alarmed on a tree


This picture was shared by jcrabapple 2 weeks and 4 days ago.

JPG Pixel 8 Pro 3072 × 4080

EXIF Explorer
File TypeJPEG
File Type Extensionjpg
MIME Typeimage/jpeg
Exif Byte OrderLittle-endian (Intel, II)
MakeGoogle
Camera Model NamePixel 8 Pro
OrientationHorizontal (normal)
X Resolution72
Y Resolution72
Resolution Unitinches
SoftwareHDR+ 1.0.611900660zd
Modify Date2024:03:25 18:36:54.914-04:00
Y Cb Cr PositioningCentered
Exposure Time1/85
F Number2.8
Exposure ProgramProgram AE
ISO18
Exif Version0232
Date/Time Original2024:03:25 18:36:54.914-04:00
Create Date2024:03:25 18:36:54.914-04:00
Offset Time-04:00
Offset Time Original-04:00
Offset Time Digitized-04:00
Components ConfigurationY, Cb, Cr, -
Shutter Speed Value1/84
Aperture Value2.8
Brightness Value6.85
Exposure Compensation0
Max Aperture Value2.8
Subject Distance2.186 m
Metering ModeCenter-weighted average
FlashOff, Did not fire
Focal Length18.0 mm (35 mm equivalent: 110.0 mm)
Sub Sec Time914
Sub Sec Time Original914
Sub Sec Time Digitized914
Flashpix Version0100
Color SpaceUncalibrated
Exif Image Width3072
Exif Image Height4080
Sensing MethodOne-chip color area
Scene TypeDirectly photographed
Custom RenderedCustom
Exposure ModeAuto
White BalanceAuto
Digital Zoom Ratio1.1
Focal Length In 35mm Format110 mm
Scene Capture TypeStandard
ContrastNormal
SaturationNormal
SharpnessNormal
Subject Distance RangeClose
Lens MakeGoogle
Lens ModelPixel 8 Pro back camera 18.0mm f/2.8
Composite ImageComposite Image Captured While Shooting
CompressionJPEG (old-style)
Thumbnail Offset1030
Thumbnail Length35935
JFIF Version1.02
Profile Version4.0.0
Profile ClassDisplay Device Profile
Color Space DataRGB
Profile Connection SpaceXYZ
Profile Date Time2023:03:09 10:57:00
Profile File Signatureacsp
Primary PlatformUnknown ()
CMM FlagsNot Embedded, Independent
Device ManufacturerGoogle
Device AttributesReflective, Glossy, Positive, Color
Rendering IntentPerceptual
Connection Space Illuminant0.9642 1 0.82491
Profile CreatorGoogle
Profile IDbb6324a8a5091bbb5d36f9afa40f9ab9
Profile DescriptionDisplay P3
Profile CopyrightCopyright (c) 2023 Google Inc.
Media White Point0.9642 1 0.82491
Media Black Point0 0 0
Red Matrix Column0.51512 0.2412 -0.00104
Green Matrix Column0.29198 0.69225 0.04189
Blue Matrix Column0.1571 0.06657 0.78407
Red Tone Reproduction Curve(Binary data 32 bytes, use -b option to extract)
Chromatic Adaptation1.04788 0.02292 -0.05019 0.02959 0.99048 -0.01704 -0.00922 0.01508 0.75168
Blue Tone Reproduction Curve(Binary data 32 bytes, use -b option to extract)
Green Tone Reproduction Curve(Binary data 32 bytes, use -b option to extract)
XMP ToolkitAdobe XMP Core 5.1.0-jc003
Version1.0
Has Extended XMP2210B46B89A6C6774E79CFAF760288FD
Directory Item SemanticPrimary
Directory Item Mimeimage/jpeg
Directory Item Length76674
MPF Version0100
Number Of Images2
MP Image Flags(none)
MP Image FormatJPEG
MP Image TypeUndefined
MP Image Length76674
MP Image Start3227946
Dependent Image 1 Entry Number0
Dependent Image 2 Entry Number0
Image Width3072
Image Height4080
Encoding ProcessBaseline DCT, Huffman coding
Bits Per Sample8
Color Components3
Y Cb Cr Sub SamplingYCbCr4:2:0 (2 2)
Hdr Plus 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
Aperture2.8
Image Size3072x4080
Lens IDPixel 8 Pro back camera 18.0mm f/2.8
Megapixels12.5
Scale Factor To 35 mm Equivalent6.1
Shutter Speed1/85
Thumbnail Image(Binary data 35935 bytes, use -b option to extract)
MP Image 2(Binary data 76674 bytes, use -b option to extract)
Circle Of Confusion0.005 mm
Depth Of Field0.41 m (2.00 - 2.41 m)
Field Of View18.6 deg
Hyperfocal Distance23.54 m
Light Value11.8