some.pics

Squirrel eating from the bird feeder

Squirrel eating from the bird feeder


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 18:37:11.174-04:00
Y Cb Cr PositioningCentered
Exposure Time1/156
F Number2.8
Exposure ProgramProgram AE
ISO149
Exif Version0232
Date/Time Original2024:03:25 18:37:11.174-04:00
Create Date2024:03:25 18:37:11.174-04:00
Offset Time-04:00
Offset Time Original-04:00
Offset Time Digitized-04:00
Components ConfigurationY, Cb, Cr, -
Shutter Speed Value1/155
Aperture Value2.8
Brightness Value4.68
Exposure Compensation0
Max Aperture Value2.8
Subject Distance0.753 m
Metering ModeCenter-weighted average
FlashOff, Did not fire
Focal Length18.0 mm (35 mm equivalent: 110.0 mm)
Sub Sec Time174
Sub Sec Time Original174
Sub Sec Time Digitized174
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 RangeMacro
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 Length21670
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 XMP94DC1E17F47B27FCF184EC11FC961B0D
Directory Item SemanticPrimary
Directory Item Mimeimage/jpeg
Directory Item Length73320
MPF Version0100
Number Of Images2
MP Image Flags(none)
MP Image FormatJPEG
MP Image TypeUndefined
MP Image Length73320
MP Image Start2001476
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 Speed1/156
Thumbnail Image(Binary data 21670 bytes, use -b option to extract)
MP Image 2(Binary data 73320 bytes, use -b option to extract)
Circle Of Confusion0.005 mm
Depth Of Field0.05 m (0.73 - 0.78 m)
Field Of View18.6 deg
Hyperfocal Distance23.54 m
Light Value9.7