%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Photoshop CS6 (Macintosh)
2016-04-21T07:02:28-04:00
2015-12-10T00:26:42
2
2016-04-21T07:02:28-04:00
JPEG
180
256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2323645
500/10 500/10 14/10 14/10
50.0 mm f/1.4
222
35880
422/100
2015-12-10T00:26:42.007
DEC028BC334A74BAF8F37AC9D13777AE
3
sRGB IEC61966-2.1
xmp.did:b377fe72-9724-4449-b98a-4e4dcfa00b70
xmp.did:03801174072068118C1483F7D14D5926
8ECEFF829B9178965A0FEDCE4B8679C0
uuid:b2e9ec09-e88e-8647-bb73-c9ad1a06d374
derived
saved to new location
saved
xmp.iid:b377fe72-9724-4449-b98a-4e4dcfa00b70
2015-12-13T17:58:15-05:00
Adobe Photoshop Lightroom 5.6 (Macintosh)
/
saved
xmp.iid:02801174072068118C1483F7D14D5926
2015-12-21T16:21:33-05:00
Adobe Photoshop CS6 (Macintosh)
/
converted
from image/jpeg to application/vnd.adobe.photoshop
derived
converted from image/jpeg to application/vnd.adobe.photoshop
saved
xmp.iid:03801174072068118C1483F7D14D5926
2015-12-21T16:21:33-05:00
Adobe Photoshop CS6 (Macintosh)
/
saved
xmp.iid:04801174072068118C1483F7D14D5926
2015-12-21T16:22:37-05:00
Adobe Photoshop CS6 (Macintosh)
/
converted
from application/vnd.adobe.photoshop to image/jpeg
derived
converted from application/vnd.adobe.photoshop to image/jpeg
saved
xmp.iid:05801174072068118C1483F7D14D5926
2015-12-21T16:22:37-05:00
Adobe Photoshop CS6 (Macintosh)
/
saved
xmp.iid:018011740720681192B0EB9103DC2CE8
2016-04-21T07:02:11-04:00
Adobe Photoshop CS5.1 Macintosh
/
converted
from image/jpeg to application/pdf
derived
converted from image/jpeg to application/pdf
saved
xmp.iid:028011740720681192B0EB9103DC2CE8
2016-04-21T07:02:11-04:00
Adobe Photoshop CS5.1 Macintosh
/
xmp.iid:018011740720681192B0EB9103DC2CE8
xmp.did:03801174072068118C1483F7D14D5926
8ECEFF829B9178965A0FEDCE4B8679C0
application/pdf
8.6
6.7
As Shot
134348800
0
0
0
0
0
0
0
0
0
0
0
0
0
-9
-18
-22
-26
-18
+10
+15
+4
0
0
0
0
0
0
0
0
0
25
50
75
+1.0
25
0
-31
50
50
0
1
0
0
0
0
0
0
0.0
100
0
0
0
+0.10
+13
0
0
0
0
0
True
Linear
Linear
Embedded
LensDefaults
True
False
True
0, 0
255, 255
0, 0
255, 255
0, 0
255, 255
0, 0
255, 255
0, 0
255, 255
0, 0
255, 255
0, 0
255, 255
0, 0
255, 255
Adobe Photoshop for Macintosh -- Image Conversion Plug-in
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/Type/Page>>
endobj
6 0 obj
<>stream
q
665.2800293 0 0 466.5599976 0 0 cm
/Im0 Do
Q
endstream
endobj
8 0 obj
<>/Filter/DCTDecode/Height 1944/ImageName/DSC_0213-7.jpg/Intent/RelativeColorimetric/Length 3821313/Name/DSC_0213-7.jpg/Subtype/Image/Type/XObject/Width 2772>>stream
Adobe d
u!" 1A2# QBa$3Rqb%C&4r
5'S6DTsEF7Gc(UVWdte)8fu*9:HIJXYZghijvwxyz m!1 "AQ2aqB#Rb3 $Cr4%ScD&5T6Ed'
sFtUeuV7)(GWf8vgwHXhx9IYiy*:JZjz ? }%*Zhp}RAJD?Ց~ SH,O