%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ChWhite
2014-06-06T13:12:52-07:00
2014-06-06T13:12:52-07:00
2014-06-06T13:12:51-07:00
Adobe Illustrator CS6 (Macintosh)
168
256
JPEG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uuid:0bf3053b-093f-3e44-9beb-4934971b8303
xmp.did:FE7F11740720681180838E38EE68FC04
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:FD7F11740720681180838E38EE68FC04
xmp.did:FD7F11740720681180838E38EE68FC04
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F11740720681180838E38EE68FC04
2014-06-06T12:59:20-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:FE7F11740720681180838E38EE68FC04
2014-06-06T13:12:46-07:00
Adobe Illustrator CS6 (Macintosh)
/
Print
True
True
1
8.500000
11.000000
Inches
ACaslonPro-Regular
Adobe Caslon Pro
Regular
Open Type
Version 2.096;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
ACaslonPro-Regular.otf
ACaslonPro-Semibold
Adobe Caslon Pro
Semibold
Open Type
Version 2.096;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
ACaslonPro-Semibold.otf
MinionPro-Regular
Minion Pro
Regular
Open Type
Version 2.112;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
MinionPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
Ht[&7_ї|m6qb$.Q4I0@ y:{Ѭ>T\*Ç?㫯?=z9Q:s9Wy|ǏJ_ȹ]VZ2YeJ`yQZxy{[:GA\>