%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
geopolitical_ad_color
2018-05-31T11:17:32-04:00
2018-05-31T11:17:32-04:00
2018-05-31T11:17:32-04:00
Adobe Illustrator CS6 (Windows)
208
256
JPEG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uuid:05828f87-fbf2-4de3-a0ba-a83abb896b5c
xmp.did:761DDDA9E464E811AD2DFF3962A3D68D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:751DDDA9E464E811AD2DFF3962A3D68D
xmp.did:751DDDA9E464E811AD2DFF3962A3D68D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9697B425CB5AE8118DD5EB7342B42C2C
2018-05-18T14:41:59-04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:761DDDA9E464E811AD2DFF3962A3D68D
2018-05-31T11:17:24-04:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\geopolitial_2\cover\front cover\front cover mastering geoolitical_3red.ai
Print
False
False
1
8.500000
11.000000
Inches
BodoniMT-Bold
Bodoni MT
Bold
Open Type
Version 2.10
False
BOD_B.TTF
BodoniMTBlack
Bodoni MT
Black
Open Type
Version 2.10
False
BOD_BLAR.TTF
LucidaSans
Lucida Sans
Regular
Open Type
Version 1.67
False
LSANS.TTF
LucidaSans-Demi
Lucida Sans
Demibold Roman
Open Type
Version 1.67
False
LSANSD.TTF
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 6.98
False
times.ttf
TimesNewRomanPS-BoldMT
Times New Roman
Bold
Open Type
Version 6.98
False
timesbd.ttf
PBAAAA+Arimo-Bold
PBAAAA+Arimo Bold
Bold
Unknown
001.001
False
wmr_____.pfb; wmr_____.pfm
MyriadPro-Regular
MyriadPro Regular
Regular
Unknown
001.001
False
wmr_____.pfb; wmr_____.pfm
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HK
罊@%cQYBA-2%?$m9_zЯ߿~_A!L|˓{o?^.3c@y\|~ )26{9|t⟩֟7T8]_ZW}w_R>|*(85{\>58]o,ZOQ@~3L{Ėk_l?WPOu8tVV*WJRh1ъNYh2H
:cp+pq
]nGmErk_\nL
/o2 a1㋻Й_3Y\1 ^i@ E$IXL1GFcBߍW#fXZ!V0w%5v7ڗcsO\(W^I0A'`3Y^&>XJ0~wYܟ`6z9tW;FR݊/ċѵ,uV,LJtu~@r;? scE֊Sr| M˶(_܄*&ukqhQlq#N@|1JkG:CQWd0r'[F
1~7b4դ byĦ7$w3Jg1n!Į}Cr"S[*RK$wҙ,b\{%B#m}K1~w9
)Vf@,or1z˝_*bL[{1Z/ v-Ÿ)VvmWb>`prq:+]@Fq!sM=YOCe͙sjzrR^~tm~iFу.:UfSAfʐYI16lʕ+&DP@'qU`Q˝RR
B>hkE[.M;Jmpm+3vQQ+Gy