%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
folletoR5S
2018-06-27T17:50:36+02:00
2018-06-27T17:50:36+02:00
2018-06-27T17:50:36+02:00
Adobe Illustrator CS6 (Macintosh)
256
180
JPEG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uuid:5766688e-5928-6446-b207-b3e8929902d8
xmp.did:AF03D96E1A206811822A92C2B826BE24
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7abc8eb7-89d8-924a-8a73-1653664822f7
xmp.did:21DD1EE82C206811822A927F9A8F8840
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:21DD1EE82C206811822A927F9A8F8840
2018-06-25T18:21:25+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:AF03D96E1A206811822A92C2B826BE24
2018-06-27T17:50:25+02:00
Adobe Illustrator CS6 (Macintosh)
/
Print
True
False
1
29.699996
21.000165
Centimeters
Cabrito-NorBoo
Cabrito
Norm Book
Open Type
False
insigne - Cabrito-NorBoo.otf
Cabrito-NorExB
Cabrito
Norm ExBold
Open Type
False
insigne - Cabrito-NorExB.otf
Cyan
Magenta
Yellow
Black
PANTONE 431 C
PANTONE 505 C
PANTONE 368 C
PANTONE 376 CV
PANTONE 233 C
PANTONE 301 C
363 SIMULADO
PANTONE 233 C copia
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
363 SIMULADO
SPOT
100.000000
CMYK
72.999992
8.440000
100.000000
10.000000
PANTONE Cool Gray 9 C
PROCESS
100.000000
CMYK
47.046600
38.474102
34.055099
15.738199
PANTONE 382 C
PROCESS
100.000000
CMYK
34.561699
0.692800
96.264603
0.000000
PANTONE 137 C
PROCESS
100.000000
CMYK
1.782300
42.731400
96.862701
0.015300
PANTONE 301 C
SPOT
100.000000
LAB
27.843100
-12
-45
PANTONE 368 C
SPOT
100.000000
LAB
69.803902
-40
63
C=90 M=0 Y=60 K=60
PROCESS
100.000000
CMYK
90.087700
37.943100
70.742401
38.541203
C=100 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
83.837601
11.447300
96.014297
1.062000
PANTONE 431 C
SPOT
100.000000
LAB
42.745098
-3
-7
PANTONE 376 CV
SPOT
100.000000
RGB
124
193
66
PANTONE 233 C
SPOT
100.000000
LAB
43.921600
75
-10
PANTONE 233 C copia
SPOT
100.000000
LAB
30.000000
75
-10
PANTONE 505 C
SPOT
100.000000
LAB
29.019600
31
5
C=60 M=21 Y=0 K=0
CMYK
PROCESS
60.000004
20.999998
0.400001
0.000000
C=67 M=0 Y=87 K=18
CMYK
PROCESS
66.800003
0.400001
86.700005
18.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
21 0 obj
<>stream
HWKm
*ZgqAgp̪tNA
Vs$X~__~??~KWjIUvoxGj2Yc=+_XzՕu}|#%ÜG[i+n#_oŗ~GǶ8I(AiMiXr>2`_L R9e><~=j~97(>3's\w|tCZ)aW^%e?,z {Yg$|VnIFŬ2\Ay,JXDZ91x!c=V
sAvuɉ?ΞУy(szozY!$mx .~[Jwmk
-9:Չ9ڄ㋅.ck#Qn J&ִHg:Ff''Mo0iNI ;746!z&G(bpbҪؤҕ`Ocw}sܙ=ꜜPwrU]^AaNq)̲ITk@F