%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 170 0 R 207 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2018-07-04T08:49:14-04:00
2018-07-04T08:49:14-04:00
2018-07-03T14:59:32-04:00
Adobe Illustrator CS6 (Macintosh)
196
256
JPEG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uuid:79396b6a-d6ac-8645-bb78-67ffd725326a
xmp.did:0780117407206811822A97D2FA777CEA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ba5dc92b-6d0a-484a-ab90-b9370a4a0965
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0780117407206811822A97D2FA777CEA
2018-07-03T14:59:32-04:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Barbaro-Roman
Barbaro
Roman
TrueType
False
barbaro.ttf
AkzidenzGroteskBE-Regular
Berthold Akzidenz Grotesk
Regular
Type 1
001.000
False
AkzidGroBEReg; AkzidenzGroteskBE
AkzidenzGroteskBE-It
Berthold Akzidenz Grotesk
Italic
Type 1
001.000
False
AkzidGroBEIt; AkzidenzGroteskBE
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
PANTONE 7533 CP
PROCESS
100.000000
CMYK
37.000000
52.999996
68.000000
83.000000
PANTONE 7512 CP
PROCESS
100.000000
CMYK
7.000000
58.000000
100.000000
30.000002
PANTONE 4635 CP
PROCESS
100.000000
CMYK
12.000000
58.000000
81.000000
42.000000
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 212 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
209 0 obj
<>stream
HlWˎ-9ܟ;-!f\AXDDυQK+.;?7zU?˯߿~*ۮZm^ջkuϵW&&j?u~UW/muG{9rQlm]_^@8`۵m$DLQ&߽REnCiGXD6<r>CWum_p/w1>gmr C`ޱմ>,M }ڽ@̄4}oO`Npz
A{vx^Yvl)
;Ry1wzZWfgMq67DKMk2~u;0"Z6؏qLs,"tVҘ6yiaxѕ&Y"EOh7S(DV,yZQE=>AXy_QZJ^wI+*Uw7lhLiq2p-
ñ^k6+Q5U
Ol5^@: Y 3҆Mr 8j#ą:4䶽Z,ã;>03-WbgƵip>/a=T
Xd(
Z6Hӂ`/R`7$-x`^&
7R{Zeućm=3wlAWuP?*W`A?:;f$p&)r()يxhз]Mhgțm1UfI>жvaK!-<Ʋ 8TGApa-Ex