%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DEDALO ELITE (rev.4)
2019-04-29T11:34:30-03:00
2019-04-29T11:34:30-03:00
2019-04-29T11:34:30-02:00
Adobe Illustrator CS6 (Windows)
256
180
JPEG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uuid:32df9bab-cd36-4481-a417-3632a126c126
xmp.did:74ADB7DB8B6AE9119539BFC17E905BDC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f2784e8b-0475-43c4-a532-9c6f17b406f8
xmp.did:4F40A0348B6AE9119CBEE2C771D1B8BD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FBB849335112E211AF678E6DBCB9C64B
2012-10-09T17:37:53-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:74ADB7DB8B6AE9119539BFC17E905BDC
2019-04-29T11:34:26-03:00
Adobe Illustrator CS6 (Windows)
/
Print
True
True
1
42.000020
30.000029
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE Yellow C
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
14.843798
100.000000
89.843796
9.765601
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843796
84.765602
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921898
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
34.765602
84.765602
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843796
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921898
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
84.765602
9.765601
100.000000
9.765601
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843796
29.687500
94.921898
29.687500
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
79.687500
9.765601
44.921898
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921898
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765602
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921898
4.687500
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
34.765602
100.000000
34.765602
9.765601
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765601
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921898
19.921898
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843796
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843796
44.921898
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765602
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765602
64.843796
39.843796
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843796
64.843796
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765601
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765602
59.765602
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843796
64.843796
89.843796
34.765602
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843796
69.921898
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921898
79.687500
69.921898
PANTONE 347 C
SPOT
100.000000
LAB
53.725498
-66
29
PANTONE 138 C
SPOT
100.000000
LAB
62.745098
36
80
PANTONE 5477 C
SPOT
100.000000
LAB
36.470600
-12
-1
PANTONE 293 C
SPOT
100.000000
LAB
29.019600
7
-66
PANTONE Yellow C
SPOT
100.000000
LAB
89.411797
-3
112
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
89.843796
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921898
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765602
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
39.843796
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921898
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765601
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
Brillante
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
9.765601
94.921898
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765602
9.765601
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843796
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765602
89.843796
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 1190.55 850.395]/Type/Page>>
endobj
8 0 obj
<>stream
HWˊeW3̪J/0Fz}GDֹ}g6^YwxݷO?=cz9UNv<__~ߟ9{m
qߗoxG_=s:l>y