%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
flash stamp
2020-08-06T17:04:11-05:00
2020-08-06T17:04:11-05:00
2020-08-06T17:04:11-04:00
Adobe Illustrator 24.0 (Windows)
184
256
JPEG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uuid:1a3cc31e-35f0-4285-ac5b-29b3775b0601
xmp.did:c4d2848b-fe89-9640-be54-2c6f4a169658
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ff18cfa4-fbd4-304a-b7f9-262acaacf914
xmp.did:ff18cfa4-fbd4-304a-b7f9-262acaacf914
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:61c32202-5716-1742-9999-a552285c249a
2020-08-06T16:38:21-05:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:c4d2848b-fe89-9640-be54-2c6f4a169658
2020-08-06T17:04:09-05:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\Users\games\Desktop\vectores para nexion facebook maquinas\fotografias facebook\FLASH STAMP PARA SELLOS DE CAUCHO\maquina-para-sellos-de-caucho-a-color-y-bn-y-esferos-D_NQ_NP_790558-MEC29422617075_022019-F.jpg
EmbedByReference
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\4630-TAPITA-543x543.png
0
0
EmbedByReference
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\4630-TAPITA-543x543.png
0
0
EmbedByReference
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\sello 2.png
0
0
EmbedByReference
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\sello 2.png
0
0
EmbedByReference
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\safasdsad.png
0
0
EmbedByReference
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\safasdsad.png
0
0
EmbedByReference
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\_vyr_691numerador-colop-1349-diagonal.png
0
0
C:\Users\games\Desktop\vectores para nexion facebook maquinas\fotografias facebook\FLASH STAMP PARA SELLOS DE CAUCHO\maquina-para-sellos-de-caucho-a-color-y-bn-y-esferos-D_NQ_NP_790558-MEC29422617075_022019-F.jpg
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\4630-TAPITA-543x543.png
0
0
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\4630-TAPITA-543x543.png
0
0
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\sello 2.png
0
0
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\sello 2.png
0
0
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\safasdsad.png
0
0
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\safasdsad.png
0
0
C:\TRABAJOS DISEÑO\vectores para nexion facebook maquinas\realizados\infografia\_vyr_691numerador-colop-1349-diagonal.png
0
0
Print
Adobe Illustrator
False
True
1
209.999998
297.000013
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Arial-BoldItalicMT
Arial
Bold Italic
Open Type
Version 7.00
False
arialbi.ttf
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
Myriad Pro Condensed.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
Myriad Pro Bold.ttf
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
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
H[sS)!v~zLETJZDe6ɷϯ眣xKQeΌfzwǦ3u}ψ/" >Lb49VZ6?Ye%&o5y$O÷+^;'&r4˶l%u2j_?F08uGOQG#1ENR:)$~6bǁ:wqV:Iݹisҡ$97ЙdH@6Zmz{Bz8Nl{h5L`Md)"MAw.<\[N7U2~qrzr63urz_vrxh߽"ٶHt006,9 ćo*z~>U:ͥtyq9]7s5o7;ힺ^j6]IPs~!
@Tt:~;Q|=.Q{r'ϧ˛|S9qRU)kguNHԹ4+%GϖF=Y0[.gaD{)s@*gaے#JKPA9FJGH$8"h($R-X]`73cz::{kzzՑ Iih]T" ѓ;^<:#^z}rzr0KEHA+ :
|X28Nj;ҐN͊SL֠#x
SVMplH95~Pn^BjM-c:VRCbc