%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
arts_visuals_pau_costa
2020-01-28T08:45:25+01:00
2020-01-28T08:45:25+01:00
2020-01-28T08:45:25+01:00
Adobe Illustrator CC 23.0 (Macintosh)
184
256
JPEG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uuid:c55aa82a-34d2-634a-a23e-a99cc4645188
xmp.did:910f3787-391d-4c0e-abac-a385c0b1c534
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3844a4cc-8628-fb48-9628-a67d4ea66fe8
xmp.did:8fe06c5f-64b3-4e6b-bad6-295b65c6061f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6df8b8c9-9a09-4c2a-ba74-e9c7f7bd84d1
2020-01-27T11:23:55+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:910f3787-391d-4c0e-abac-a385c0b1c534
2020-01-28T08:45:18+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Volumes/UDISK/cristina/arts_visuals/FOTO PAU/_DSC0045.jpg
adobe:docid:photoshop:f931e91c-e3a4-9443-ab1a-75796def234c
xmp.iid:9065cac9-c724-419c-a084-04781017c9e8
/Volumes/UDISK/cristina/arts_visuals/FOTO PAU/_DSC0045.jpg
adobe:docid:photoshop:f931e91c-e3a4-9443-ab1a-75796def234c
xmp.iid:9065cac9-c724-419c-a084-04781017c9e8
Print
True
False
1
297.000000
420.000000
Millimeters
HelveticaNeue-Thin
Helvetica Neue
Thin
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Light
Helvetica Neue
Light
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue
Helvetica Neue
Regular
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Italic
Helvetica Neue
Italic
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d2e2
False
HelveticaNeue.ttc
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
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE PROCESS BLUE
PROCESS
100.000000
CMYK
78.326082
30.933088
0.000000
0.000000
Word_R0_G0_B0
PROCESS
100.000000
CMYK
91.171128
78.686196
61.953151
97.448689
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
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
14 0 obj
<>stream
HW˪6Iܟpz*U[Gp%".|aވA+뒗r7Վr|?(GsqT[qُ/?bls;Vs ?(G=