%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Horaris LaGranada-Vilafranca
2023-03-02T17:57:34+01:00
2023-03-02T17:57:34+01:00
2023-03-02T17:57:34+02:00
Adobe Illustrator 24.1 (Windows)
184
256
JPEG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==
uuid:31bebe56-1768-4aaa-8382-9db7f2e86d2d
xmp.did:5e729912-bda6-b441-bade-1b58bf400063
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3187aeac-63a7-3a48-904d-bd7a4b8345f2
xmp.did:3187aeac-63a7-3a48-904d-bd7a4b8345f2
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:54a0445e-b8b8-bf4d-ae91-7c617171628c
2023-03-02T17:38:40+01:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:5e729912-bda6-b441-bade-1b58bf400063
2023-03-02T17:57:31+01:00
Adobe Illustrator 24.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
297.000000
420.000000
Millimeters
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd75Bold.ttf
HelveticaNeue-Medium
HelveticaNeue-Medium
Regular
TrueType
Altsys Metamorphosis:18/12/01
False
henm__.ttf
Helvetica-Light
Helvetica
Light
TrueType
13.0d1e1
False
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Cyan
Magenta
Yellow
Black
PANTONE 116 C
PANTONE 513 C
PANTONE 368 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
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
PANTONE 368 C
SPOT
100.000000
LAB
69.803925
-40
63
PANTONE 513 C
SPOT
100.000000
LAB
39.215687
48
-29
PANTONE 116 C
SPOT
100.000000
LAB
85.490196
8
89
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<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
14 0 obj
<>stream
HWKn%uK~n^ =_$^K
Y!D&_?~=˟GJ3|?|ņߎt})CcBC[j;Rz`/OG*!2Ɏoӳ+X?BkȽ`g֖B}~Xk~КԚRڷM6BMԦM905W>K>ܷcV,>zm5F^:C}(R>
V*?x1kmPxW0ߛ璹UhɳR:>)L!;w3'>F1'qhttI
|@Cݖݞ?{zdv#}-!!Tm*~B/zPF>^G(v^|4,Yh