%PDF-1.7
%
1 0 obj
<>/OCGs[7 0 R 200 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2017-10-03T10:21:28-07:00
2017-10-03T10:21:28-07:00
2017-10-03T10:20:50-07:00
Adobe Illustrator CC 2017 (Macintosh)
164
256
JPEG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uuid:eab4918c-9fab-5644-9227-53eaa34f60c3
xmp.did:211c96db-e212-4975-bf0d-3dc5d7214b77
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2ff2944b-97fb-45db-928f-f1460615459d
xmp.did:2ff2944b-97fb-45db-928f-f1460615459d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c966b071-99dc-4241-8138-eb88b9ed61c2
2017-10-03T09:28:57-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:211c96db-e212-4975-bf0d-3dc5d7214b77
2017-10-03T10:20:51-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
36.000000
54.000000
Inches
Whitney-Semibold
Whitney
Semibold
Open Type
Version 2.200 Pro (Latin-X, Greek, Cyrillic-X)
False
Whitney Semibold Pro.otf
Whitney-Bold
Whitney
Bold
Open Type
Version 2.200 Pro (Latin-X, Greek, Cyrillic-X)
False
Whitney Bold Pro.otf
Cyan
Magenta
Yellow
Black
PANTONE 412 C
PANTONE 180 C
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 180 C
SPOT
100.000000
LAB
46.274502
54
37
PANTONE 412 C
SPOT
100.000000
LAB
20.392200
4
3
C=0 M=99 Y=91 K=22
PROCESS
100.000000
CMYK
16.903900
100.000000
100.000000
7.165600
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 247 0 R/TrimBox[0.0 0.0 2592.0 3888.0]/Type/Page>>
endobj
202 0 obj
<>stream
HWko_1E 9
ڱVI`,^+ _3/%\p(r=rvsQ2(rj%G18{P fs.,L-xΨ!0.To uS{~?ȅplUd|?NqArrMSdxiryK&wg`x1NYfPe8Ȋ=0\+*8
\eF`Di"9mc
S¹ƾDžG$WI|0mͭmfiBq{YT]xS8ϤRpۜIFXN!eËKڇ3er&xSʙQq