%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 72 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
70-percent-rate
2019-01-15T15:16:52-05:00
2019-01-15T15:16:52-05:00
2019-01-14T20:51:53-05:00
Adobe Illustrator CC 22.1 (Macintosh)
256
248
JPEG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uuid:9e8650b0-c0c8-0449-b99b-c010e830ba5f
xmp.did:c733b5ad-506f-40c5-9fd1-074268b4b68a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c1a87431-85d2-ea42-8e5e-3b5c7e8d509d
xmp.did:77caccb0-6f2f-4713-850f-009b32c7fc20
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2ddbb5b1-c742-487e-b47a-7d8e55f66434
2016-06-20T11:41:04-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:c733b5ad-506f-40c5-9fd1-074268b4b68a
2019-01-14T20:51:51-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
True
True
1
11.000000
9.787105
Inches
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.000
False
.175.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.000
False
.139.otf
ProximaNova-Extrabld
Proxima Nova
Extrabold
Open Type
Version 3.000
False
.169.otf
Georgia-Italic
Georgia
Italic
Open Type
Version 5.00x-4
False
Georgia Italic.ttf
Jubilat-Bold
Jubilat
Bold
Open Type
Version 001.000
False
Jubilat-Bold copy.otf
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
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
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
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 88 0 R/TrimBox[0.0 0.0 792.0 704.672]/Type/Page>>
endobj
74 0 obj
<>stream
HWKl
*z}%M A@pǀ
$d*J7HSчE۟~^Uz?y]˴#{yW-r3}aF,Gy>n0݇?_~ɀ~Z]S=z~im*0
'80._
6s7