%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
USS
2019-06-11T15:13:47-04:00
2019-06-11T15:13:47-04:00
2019-06-11T15:13:47-04:00
Adobe Illustrator CC 23.0 (Macintosh)
184
256
JPEG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uuid:bb60a69b-9f13-c343-9da5-1afdde72eb6a
xmp.did:7ef2e64f-e2f2-4bab-aef5-c093d06d7c88
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7ef2e64f-e2f2-4bab-aef5-c093d06d7c88
2019-06-11T15:13:40-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.014;PS 003.014;hotconv 1.0.88;makeotf.lib2.5.64775
False
.175.otf
ProximaNova-Medium
Proxima Nova
Medium
Open Type
Version 3.014;PS 003.014;hotconv 1.0.88;makeotf.lib2.5.64775
False
.25136.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.014;PS 003.014;hotconv 1.0.88;makeotf.lib2.5.64775
False
.139.otf
ProximaNova-BlackIt
Proxima Nova
Black Italic
Open Type
Version 3.014;PS 003.014;hotconv 1.0.88;makeotf.lib2.5.64775
False
.138.otf
ProximaNovaCond-Bold
Proxima Nova Condensed
Bold
Open Type
Version 3.014;PS 003.014;hotconv 1.0.88;makeotf.lib2.5.64775
False
.143.otf
Cyan
Magenta
Yellow
Black
PANTONE 193 C
PANTONE 281 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 281 C
SPOT
100.000000
LAB
12.941176
9
-41
PANTONE 193 C
SPOT
100.000000
LAB
42.745098
66
28
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 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HьWЫlGмїWsыUЕХH,ђ5j,ylЩОODfVъщ6b+Y#ѕdtз#+ў№|ѓгёщ_
у7П§ъИ}њъыpм?ё8>пИ}њрп>пrЈЇФvHhGЊ§Q&gќщл_oсЙјLM?p|w+§lЙ9тјЖzд|mлл|УuI}ИфЧ[8кHФtМQРЗ>~И§§ёшrДzH>SxмППё|і#Ѕцуh4шuF)аЖЗ9KИ|ПM$ЁcO:SO+пoёЌeЯмЯю
rЗfhr{Уy%oёьЁbpъuУё,AАgQТ}ћ52тѓ ЈGЈ:/+LШЃ_/Zасw