%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
label_GG
2015-09-24T12:15:15-07:00
2015-09-24T12:15:15-07:00
2015-09-24T12:15:15-07:00
Adobe Illustrator CS6 (Macintosh)
256
188
JPEG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==
uuid:f0167e53-bd0f-ce45-8e99-49ded208d383
xmp.did:F97F11740720681183D1E8DEED43241D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e65cb635-67e4-1b4c-8af4-7b4252f0da5e
xmp.did:FE7F117407206811822AB1B6ACEDAEB3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FE7F117407206811822AB1B6ACEDAEB3
2014-07-28T14:09:27-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F97F11740720681183D1E8DEED43241D
2015-09-24T12:15:11-07:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
8.500000
5.499993
Inches
HayyuKaget
Hayyu Kaget
Regular
TrueType
Version 001.003
False
Hayyu Kaget.ttf
Helvetica
Helvetica
Regular
TrueType
8.0d3e1
False
Helvetica.dfont
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
OstrichSans-Heavy
Ostrich Sans
Heavy
Open Type
Version 1.002
False
OstrichSans-Heavy.otf
PTSans-Narrow
PT Sans Narrow
Regular
TrueType
7.0d1e1
False
PTSans.ttc
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 396.0]/Type/Page>>
endobj
6 0 obj
<>stream
HW[o~_*y