%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
HCB Notice paper
2019-03-28T08:03:50-05:00
2019-03-28T08:03:50-05:00
2018-06-20T10:16:39+04:00
Adobe Illustrator CC 22.0 (Windows)
JPEG
180
256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uuid:26fa7964-4551-4600-abc8-2da57f29ca10
xmp.did:3708b379-6396-7042-8cd4-d32cc6a98c1f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:89d36905-54e0-47b6-bb4f-560500555e37
xmp.did:3708b379-6396-7042-8cd4-d32cc6a98c1f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f7539bd9-1d82-2b4d-b6da-99c8dd24d4bb
2018-06-10T10:42:45+03:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:3708b379-6396-7042-8cd4-d32cc6a98c1f
2018-06-20T10:16:36+03:00
Adobe Illustrator CC 22.0 (Windows)
/
converted
from application/pdf to application/vnd.adobe.photoshop
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:E8511BD15751E911B883FD04293071B0
2019-03-28T08:03:46-05:00
Adobe Photoshop CS6 (Windows)
/
Print
False
True
1
29.700000
21.000000
Centimeters
FranklinGothic-DemiCond
Franklin Gothic Demi Cond
Regular
Open Type
Version 2.00
False
FRADMCN.TTF
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.TTF
FranklinGothic-Book
Franklin Gothic Book
Regular
Open Type
Version 2.01
False
FRABK.TTF
Cyan
Magenta
Yellow
Black
RVW-BK01A
RVW-BK21A
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
C=0 M=0 Y=0 K=20
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
20.000000
C=0 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
RVW-BK21A
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
RVW-BK01A
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=70 Y=70 K=0
PROCESS
100.000000
CMYK
0.000000
69.999999
69.999999
0.000000
C=0 M=0 Y=0 K=50
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=80
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
80.000001
Grises
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
Brillantes
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 Photoshop for Windows -- Image Conversion Plug-in
3
sRGB IEC61966-2.1
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/Type/Page>>
endobj
6 0 obj
<>stream
q
827.5200195 0 0 580.5599976 0 0 cm
/Im0 Do
Q
endstream
endobj
8 0 obj
<>/Filter/DCTDecode/Height 2419/ImageName/ps9058.jpg/Intent/RelativeColorimetric/Length 2255108/Name/ps9058.jpg/SMask 9 0 R/Subtype/Image/Type/XObject/Width 3448>>stream
Adobe d s
x
[
!1XY"9AQv#2VWa$3BRTq%48Sbwxy67:c&'(5CDGIUdfsEHgr)*FJZehijtuz c !1AQaRq"23Bb #SrC$7u456UWstw%89DTVcv
EXd&'()*:FGHIJYZefghijxyz ? `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 ` п `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 `0 ` ѿ >ra0WI$w$dB̎rYdJ捖=25[=b%2TĚqƀAg3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&OWio ?w{;9?reUfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?Yy1t pUgܗ/&=n}"*eǺ7ϤEWr^UfynKLߏ>_|
zcV"ρ/V^L{3~?