%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
114200
2019-11-01T10:01:55-04:00
2019-11-01T10:01:55-04:00
2019-11-01T10:01:55-04:00
Adobe Illustrator CS6 (Macintosh)
256
144
JPEG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uuid:d258cbd8-2219-b14e-82e4-b60b5382067d
xmp.did:FDAC0ECB81216811822AD45A22922DBC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:FCAC0ECB81216811822AD45A22922DBC
xmp.did:FCAC0ECB81216811822AD45A22922DBC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0580117407206811822AEC7C3E60862B
2018-03-30T16:25:07-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:FDAC0ECB81216811822AD45A22922DBC
2019-11-01T10:01:53-04:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
3.633328
2.000000
Inches
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Properties<>>>/TrimBox[0.0 0.0 261.6 144.0]/Type/Page>>
endobj
7 0 obj
<>stream
HTWͮf9
Oq^O'v$[
XFWHt#Ͱ*'W{˟c?~}/^]v߯k_[ߵ^*ES>~*e}q}\"5
o/կZFw_~ۖ_o_W_cjV*N/?^펶6퍻{1Ӭ::U:mAv̲{onVc[
.sCոx=VDN$fp][uW=WȸB85]8aUB+a;pp
w0o0n?呑@dXA-mܰ8Jwql[o"6*/$AgOphV+
nn84Q%eF.gr}7d<#!l8vCgoXE,[`YjrCzo|2aMz !klnq8P8G`@91?4i