%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
8 PALAFRUGELL-BEGUR-GIRONA HIVERN 2022-23
Adobe Illustrator 26.4 (Macintosh)
2022-08-12T12:31:16+02:00
2022-08-12T12:31:16+02:00
2022-08-12T12:31:16+02:00
160
256
JPEG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xmp.did:d6b9e718-2ec6-4abf-894a-7a4e60055f7c
uuid:04113853-f650-b044-9b06-032d33229f6a
uuid:3D92924AF093DE118A59EBC99866883A
proof:pdf
uuid:b5df755d-fd9b-a04e-af8b-b1d2bd64badc
xmp.did:153d8acc-0d84-4ad1-ba6a-95fa662aec20
uuid:3D92924AF093DE118A59EBC99866883A
proof:pdf
saved
xmp.iid:078011740720681195FEC5BA56B0853D
2010-06-15T10:58:49+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:d6b9e718-2ec6-4abf-894a-7a4e60055f7c
2022-08-12T12:31:10+02:00
Adobe Illustrator 26.4 (Macintosh)
/
Print
Adobe Illustrator
1
False
False
209.999933
297.000287
Millimeters
HelveticaNeueLTStd-Roman
Helvetica Neue LT Std
55 Roman
Open Type
Version 1.047;PS 001.103;Core 1.0.38;makeotf.lib1.6.5960
False
HelveticaNeueLTStd-Roman.otf
HelveticaNeueLTStd-Blk
Helvetica Neue LT Std
95 Black
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Blk.otf
Axiforma-Regular
Axiforma
Regular
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Kastelov - Axiforma Regular.otf
Axiforma-Bold
Axiforma
Bold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.88;makeotf.lib2.5.64775
False
Kastelov - Axiforma Bold.otf
BwModelica-Bold
Bw Modelica
Bold
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
BwModelica-Bold.otf
BwModelica-Black
Bw Modelica
Black
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
BwModelica-Black.otf
Cyan
Magenta
Yellow
Black
PANTONE 485 C
PANTONE 1585 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 1585 C
SPOT
100.000000
CMYK
0.000000
56.000000
89.999998
0.000000
PANTONE 424 C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
61.000001
PANTONE 485 C
SPOT
100.000000
CMYK
0.000000
94.999999
100.000000
0.000000
PANTONE Warm Red C 1
PROCESS
100.000000
CMYK
0.000000
74.000001
100.000000
15.000001
PANTONE 485 CVC-1
SPOT
100.000000
CMYK
0.000000
100.000000
90.980399
0.000000
PANTONE 144 CVC
SPOT
100.000000
RGB
254
135
0
PANTONE 2728 CVC
SPOT
100.000000
RGB
13
50
147
PANTONE 485 CVC
SPOT
100.000000
CMYK
0.000000
100.000000
90.980399
0.000000
PANTONE 1505 CVU
SPOT
100.000000
RGB
255
114
35
PANTONE 410 CVU
SPOT
100.000000
RGB
111
102
100
blau
PROCESS
100.000000
CMYK
100.000000
56.999999
0.000000
0.000000
0c 13m 100a 0n
PROCESS
100.000000
CMYK
0.000000
12.999000
99.998498
0.000000
75c 15m 100a 0n
PROCESS
100.000000
CMYK
75.000000
14.999400
99.998498
0.000000
Blanco
PROCESS
100.000000
CMYK
0.003100
0.003100
0.003100
0.003100
12c 100m 100a 0n
PROCESS
100.000000
CMYK
11.999500
99.998498
99.998498
0.000000
C=100 M=80 Y=32 K=18
CMYK
PROCESS
100.000000
80.078100
32.421900
17.968800
R=0 G=0 B=3
PROCESS
100.000000
CMYK
91.293198
79.009700
61.135298
96.511799
R=113 G=101 B=88
PROCESS
100.000000
CMYK
47.058800
45.596999
53.478301
36.874899
R=140 G=181 B=150
PROCESS
100.000000
CMYK
51.253498
13.540900
47.702801
0.708000
R=178 G=35 B=25
PROCESS
100.000000
CMYK
20.596600
96.374500
97.924799
12.866400
R=187 G=189 B=191
PROCESS
100.000000
CMYK
30.276999
21.472500
21.619000
2.636800
R=226 G=222 B=213
PROCESS
100.000000
CMYK
13.604900
11.276400
17.032100
0.000000
R=229 G=223 B=218
PROCESS
100.000000
CMYK
12.262100
11.886800
14.157300
0.000000
R=230 G=231 B=232
PROCESS
100.000000
CMYK
11.612100
7.592900
8.316200
0.000000
R=234 G=226 B=202
PROCESS
100.000000
CMYK
10.537900
9.933600
24.243499
0.149500
R=240 G=90 B=51
PROCESS
100.000000
CMYK
0.000000
75.646597
81.106299
0.000000
R=242 G=242 B=244
PROCESS
100.000000
CMYK
6.183000
4.461700
3.823900
0.000000
R=246 G=146 B=30
PROCESS
100.000000
CMYK
0.000000
50.606501
91.174197
0.000000
R=26 G=59 B=81
PROCESS
100.000000
CMYK
93.801802
67.702800
43.799499
41.379401
R=35 G=31 B=32
PROCESS
100.000000
CMYK
72.085100
67.342597
58.635801
79.076803
R=38 G=69 B=117
PROCESS
100.000000
CMYK
94.439602
74.203098
27.246499
13.125800
R=46 G=43 B=51
PROCESS
100.000000
CMYK
75.771701
69.539899
52.657402
64.379299
C=86 M=48 Y=4 K=0 1
CMYK
PROCESS
85.937500
48.046900
3.515600
0.000000
C=2 M=57 Y=44 K=0 1
CMYK
PROCESS
1.779200
56.548400
44.477000
0.000000
C=0 M=63 Y=97 K=0 1
CMYK
PROCESS
0.000000
63.000000
97.000000
0.000000
C=100 M=43 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
43.000001
0.000000
0.000000
3 7 90 0
PROCESS
100.000000
CMYK
3.000000
7.000000
89.999998
0.000000
C=0 M=100 Y=91 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
91.000003
0.000000
C=76 M=0 Y=100 K=24
PROCESS
100.000000
CMYK
75.999999
0.000000
100.000000
23.500000
C=85 M=15 Y=90 K=0
PROCESS
100.000000
CMYK
85.000002
15.000001
89.999998
0.000000
C=100 M=100 Y=15 K=0
PROCESS
100.000000
CMYK
100.000000
100.000000
15.000001
0.000000
C=0 M=20 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
C=10 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
10.000000
100.000000
100.000000
0.000000
C=2 M=10 Y=90 K=0
PROCESS
100.000000
CMYK
2.000000
10.000000
89.999998
0.000000
0c 100m 100a 0n
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
C=99 M=98 Y=24 K=13
PROCESS
100.000000
CMYK
98.821998
98.040700
23.530900
13.330300
C=0 M=50 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
89.999998
0.000000
C=83 M=20 Y=100 K=5
PROCESS
100.000000
CMYK
82.999998
20.000000
100.000000
5.000000
C=90 M=75 Y=0 K=0
PROCESS
100.000000
CMYK
89.999998
75.000000
0.000000
0.000000
C=10 M=100 Y=90 K=0
PROCESS
100.000000
CMYK
10.000000
100.000000
89.999998
0.000000
C=0 M=10 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
10.000800
100.000000
0.000000
C=54 M=8 Y=22 K=0 1
CMYK
PROCESS
53.716300
7.504400
22.092000
0.000000
C=15 M=7 Y=1 K=0 1
CMYK
PROCESS
14.500000
7.400000
1.200000
0.000000
PANTONE 124 C
SPOT
100.000000
LAB
74.509804
17
81
PANTONE 801 C
SPOT
100.000000
LAB
55.294117
-38
-43
CutContour 1
SPOT
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
C=90 M=48 Y=0 K=0 1
CMYK
PROCESS
90.000000
48.000000
0.000000
0.000000
Grupo de colores de impresión
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Escala de grises
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.891]/Type/Page>>
endobj
6 0 obj
<>stream
HWn%
+GRIAY$7ane$*/~|/x)=La#?tQ>?}_E:Gzo5Gv+<(|vQ_vږ(ͧ~yP}>=8[/
7qܰ
T.dOq{S8)|.2kυ_f?55L@X&I?k>ߟ&u"/ۣ|T?ra|G{MtZ%F6݀U2͇xxlR]TnuG# 9ZFdsyndLs߉<]ZwGBu6)IJ~:aW[bIU:$[