%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 286 0 R 558 0 R 830 0 R 1101 0 R 1371 0 R 1641 0 R 1911 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
INSTALLATION_MANUAL_EG-S8W
2021-02-18T17:40:29-06:00
2021-02-18T17:40:29-06:00
2018-11-28T22:48:50-06:00
Adobe Illustrator CC 22.1 (Macintosh)
256
144
JPEG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==
uuid:0c567eab-6ecb-4fbf-8549-2dcda6da1187
xmp.did:18bf56a5-94ed-4ade-8033-9cb0c02a0735
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:168b3754-e9d8-d040-a89f-de6dfe152941
xmp.did:55fd3317-1de9-4367-9598-4f1c78ee72d0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:018011740720681180838C0453854716
2015-07-09T13:51:35-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:18bf56a5-94ed-4ade-8033-9cb0c02a0735
2018-11-28T22:48:46-06:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
True
True
1
14.500000
21.000000
Centimeters
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
CenturyGothic-Italic
Century Gothic
Italic
Open Type
Version 2.35
False
GOTHICI.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
ConthraxSb-Regular
Conthrax
SemiBold
TrueType
Version 1.000
False
conthrax-sb.ttf
Helvetica-BoldOblique
Helvetica
Bold Oblique
TrueType
Version 10.0d4e1
False
Helvetica-Bold
Helvetica
Bold
TrueType
Version 10.0d4e1
False
Helvetica-Bold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 376 C
PANTONE 375 U
Grupo de muestras por defecto
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 375 U
SPOT
100.000000
LAB
72.941200
-47
63
C=64 M=12 Y=100 K=0
PROCESS
100.000000
CMYK
63.999999
12.000000
100.000000
0.000000
C=60 M=11 Y=91 K=10
PROCESS
100.000000
CMYK
60.000002
11.000000
91.000003
10.000000
PANTONE 376 C
SPOT
100.000000
LAB
70.196098
-37
73
PANTONE Process Blue C
SPOT
100.000000
LAB
47.451000
-33
-53
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 1962 0 R/TrimBox[0.0 0.0 411.024 595.276]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 1965 0 R/TrimBox[0.0 0.0 411.024 595.276]/Type/Page>>
endobj
1963 0 obj
<>stream
HWKs7OT M1^epI,5ʦH߯ɡ+"zn\
PCV+w˱`.L2\GavYíR)/p::_=Vǂ
!:zuU.gVvEd2ίp@[lq-}l|v0,!C/FgB[OXY|dDt<8$dbd"q +J)ϬQ2Ǎ1HT93P v@Hb[Q|8@_v5#TW.J:XIBN\_]nE(F%*_̹KwI ޤ˟F6rk
lڣ(uMDRp1A#L.҆6"/D{F V
X(*x-S9<w[l
`ہn)ĝqo
L35VQ