%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
benefits of westcome1
2019-03-11T15:54-05:00
2019-03-11T15:54-05:00
2019-03-11T15:54-05:00
Adobe Illustrator CC 2015 (Windows)
200
256
JPEG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uuid:b325efb6-fbcc-40ee-a9fb-309de0d885bc
xmp.did:2d06f91a-544e-a548-acf5-87b2ee8fc14a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:feb24aae-4ab6-48ac-8f5b-27ade63f45d3
xmp.did:8d61fa0b-5f22-f442-9d27-e9fc4b8fb1b7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8d61fa0b-5f22-f442-9d27-e9fc4b8fb1b7
2019-02-15T14:15:16-06:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:2d06f91a-544e-a548-acf5-87b2ee8fc14a
2019-03-11T15:53:42-05:00
Adobe Illustrator CC 2015 (Windows)
/
Print
False
False
1
8.500000
11.000000
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
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
5 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
H10{~ \"$(uT$
T3ju,0mDM-4[NNIѬNMj
Ӝ\Ux仕hP# O=
endstream
endobj
9 0 obj
<>/Filter/FlateDecode/Height 3300/Intent/RelativeColorimetric/Length 3953793/Name/X/Subtype/Image/Type/XObject/Width 2569>>stream
HُWl2+Ì,0k"q_Lo^;QpE\7Mz^T%EYmI_)M/N^'~[ |ky(w