%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Cartell Cartell Bici Day Setmana Europea de la Mobilitat 2021 copia
2021-09-02T10:47:30+02:00
2021-09-02T10:47:30+02:00
2021-09-02T10:47:30+02:00
Adobe Illustrator 25.2 (Macintosh)
184
256
JPEG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uuid:1dd9db0f-bcee-ac4f-9444-24442f99218c
xmp.did:1137b73a-c372-4989-9f4a-425461bb05a3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:08ee35ff-b428-ef4f-a4e2-07e06ee72cdc
xmp.did:b6faa36c-069f-4ac8-a4f3-0b56afa39484
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f7095062-522b-45bd-baa0-e643d740902b
2016-02-01T11:00:07+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:1137b73a-c372-4989-9f4a-425461bb05a3
2021-09-02T10:47:25+02:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Users/erik/Desktop/Feina en curs/Llibret/logos/Unknown-5.png
EmbedByReference
/Users/erik/Desktop/Feina en curs/Llibret/logos/Unknown-1.png
EmbedByReference
/Users/erik/Desktop/Feina en curs/Llibret/logos/Unknown.png
EmbedByReference
/Users/rsegura/Nextcloud/A traspassar/Fira del Vehicle Elèctric 2021/Logos/Marca COLOR.jpg
/Users/erik/Desktop/Feina en curs/Llibret/logos/Unknown-5.png
/Users/erik/Desktop/Feina en curs/Llibret/logos/Unknown-1.png
/Users/erik/Desktop/Feina en curs/Llibret/logos/Unknown.png
/Users/rsegura/Nextcloud/A traspassar/Fira del Vehicle Elèctric 2021/Logos/Marca COLOR.jpg
Print
Adobe Illustrator
True
True
1
297.000083
419.999583
Millimeters
AkzidenzGroteskBQ-Bold
Akzidenz-Grotesk BQ
Bold
Open Type
001.001
False
AkzidenzGroteskBQ-Bold.otf
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
Bree-Light
Bree
Light
Open Type
Version 1.000
False
Bree Light.otf
Helvetica-Bold
Helvetica
Bold
TrueType
Version 1.3 (Hewlett-Packard)
False
HelveticaBd.ttf
Cyan
Magenta
Yellow
Black
PANTONE 314 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 314 C
SPOT
100.000000
LAB
44.705898
-44
-36
PANTONE 180 C
SPOT
100.000000
LAB
46.274502
54
37
color Girona Emociona
SPOT
100.000000
CMYK
95.095700
0.000000
46.549201
0.000000
blau pantone 314 corporatiu
SPOT
100.000000
CMYK
100.000000
0.000000
9.000000
30.000001
pantone 314
SPOT
100.000000
CMYK
100.000000
0.000000
9.000000
30.000001
C=63 M=0 Y=89 K=18
PROCESS
100.000000
CMYK
63.000000
0.000000
88.999999
18.000001
C=48 M=0 Y=89 K=0
PROCESS
100.000000
CMYK
47.999999
0.000000
88.999999
0.000000
C=0 M=17 Y=89 K=0
PROCESS
100.000000
CMYK
0.100000
17.500000
88.900000
0.000000
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
89.999400
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
6 0 obj
<>stream
HW͎
ߧ/`Ym]vQtu1HŸ@U߾OOƓ400ΕDQy?SϟO_1HG:y_0/x/zO&Dn?bLS[Sc3V49m؟ܡX{/B
[Or?WIE55s?é%#7!Jc8o?c<ɇqbkw!w-YcL9ܟnIpbLRy.`s8aH(I?0!TDˡ52PG[%-jm{K&.!NuX00C,ddB3J!Ec)ԔbQNc⨗QI莻4/5|.Blv@OIG~T=cuܷ`.dy0b.Bc?V*ˤñ_p3`1O{Y>_W_i>VD kO{YVg&?OoUwOG Uxh o3 P~|r o.׃txg>Y7H.}nɔR|Ye{pl
"Tw5D*nH^7 u!Ll.{{ _+Mz<4j^d>)/ʋ^Vd,jALM,-4s