%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NTGY_Comparativa_Celaya_2020
2020-10-13T16:29:03-05:00
2020-10-13T16:29:03-05:00
2020-10-13T16:29:03-05:00
Adobe Illustrator 24.2 (Macintosh)
200
256
JPEG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uuid:b3e83273-c184-2747-8d3d-73bde8f77e81
xmp.did:cb45e833-6c99-4b59-bc1a-0df3c68edf33
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:064f4c3f-3213-c843-81a9-3b5af7d3630a
xmp.did:c1c4ab1c-4eed-4bb8-822a-aa93f9ad2e6b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:269be707-d5e3-47a6-bb02-fd551b939e52
2020-05-19T14:07:25-05:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:cb45e833-6c99-4b59-bc1a-0df3c68edf33
2020-10-13T16:29-05:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/var/folders/rq/x8kf23jn7zl6wcn9zd5s09mc0000gn/T/TemporaryItems/(Un documento siendo guardado por Illustrator)/htBhji.tif
EmbedByReference
/Users/naturgymx2020/Desktop/moneda.png
/var/folders/rq/x8kf23jn7zl6wcn9zd5s09mc0000gn/T/TemporaryItems/(Un documento siendo guardado por Illustrator)/htBhji.tif
/Users/naturgymx2020/Desktop/moneda.png
Print
Adobe Illustrator
False
True
1
21.590000
27.940000
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FSEmeric-Bold
FS Emeric
Bold
Open Type
Version 6.000
False
FSEmeric-Bold.otf
FSEmeric-Book
FS Emeric
Book
Open Type
Version 6.000
False
FSEmeric-Book.otf
FSEmeric-SemiBold
FS Emeric
SemiBold
Open Type
Version 6.000
False
FSEmeric-SemiBold.otf
FSEmeric-Medium
FS Emeric
Medium
Open Type
Version 6.000
False
FSEmeric-Medium.otf
FSEmeric
FS Emeric
Regular
Open Type
Version 6.000
False
FSEmeric-Regular.otf
FSEmeric-Core
FS Emeric
Core
Open Type
Version 6.000
False
FSEmeric-Core.otf
Cyan
Magenta
Yellow
Black
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
Naturgy Blue CMYK
PROCESS
100.000000
CMYK
100.000000
52.999997
4.000000
19.000000
Naturgy Orange CMYK
PROCESS
100.000000
CMYK
0.000000
66.000003
100.000000
0.000000
R=0 G=69 B=113
PROCESS
100.000000
CMYK
100.000000
71.465623
30.505836
16.678110
R=229 G=114 B=0
PROCESS
100.000000
CMYK
5.429160
64.211488
100.000000
0.344854
R=211 G=34 B=42
PROCESS
100.000000
CMYK
9.585717
96.444643
85.122448
1.800564
C=1 M=65 Y=99 K=0
PROCESS
100.000000
CMYK
0.781250
65.234375
99.218750
0.000000
0/69/113
PROCESS
100.000000
CMYK
100.000000
71.465623
30.505836
16.678110
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 PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWˎdGWEw.F!zyH=ȼU=o#2"ĉWz})laK)VVRcoNWow?ag~6l;}?nk#nvakG_!Ա>mlW[{mG|+kl\Ұ=sKjk.cɇ:4P"K{Z֟/l/x~, ۚ>miú
^5l=|{1KV]D ޞbwOgLɰo9?}wy)kW>vw)oO0$l8V~onw#2.y:yZFM^՝
nlmZ[k?{>_Aaω=jK!4.Vc2'ʇuNDib4aApؐ(qY{mY/sr'JN'j/Lvv\]qE[6r~䞊v۱h/&F=;bW-fb%01 ]RWJ8ږ}.R>rnᗝ~v.xhT{vn#84~p2A֘YhX8VA`!CڃPn/k,n&>Qe@Wck(
9>WeEd j~?bUiU[gWemo`[B3NʑLGZE3D nL0!lA5{&Z{TU6< lw
ki9غT4X[l
%ԁf|deR(3
sCs= Ȉ7%?,P("yw{F#p{ ^u |4.QwJ, y.@۳wz^d5QʟN_J+/ǭ|RZICar)zDlܵ(#
Sz$Eߚӑ/X1dV=ɘ aZߏ