%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Folleto Barcza (Ucran)
2022-10-14T14:23:46+02:00
2022-10-14T14:23:46+02:00
2022-10-14T14:23:45+02:00
Adobe Illustrator CC 22.0 (Windows)
256
160
JPEG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uuid:760983a3-6673-4f44-8348-a3e7efadab3b
xmp.did:dc63bee4-a165-d148-8048-f54bb6dd867e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ae71e0c2-4eec-2848-a33f-f2f6b468e7aa
xmp.did:ae71e0c2-4eec-2848-a33f-f2f6b468e7aa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ae71e0c2-4eec-2848-a33f-f2f6b468e7aa
2022-10-14T14:06:17+02:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:dc63bee4-a165-d148-8048-f54bb6dd867e
2022-10-14T14:23:42+02:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
U:\1. SÍMBOLO_IC\Barcza Dits\01 Diseño\06 PIEZAS\Nueva carpeta\FAmily Feber.jpg
xmp.did:8207f886-2afa-eb41-b105-5dc1560263e5
xmp.iid:8207f886-2afa-eb41-b105-5dc1560263e5
U:\1. SÍMBOLO_IC\Barcza Dits\01 Diseño\06 PIEZAS\Nueva carpeta\FAmily Feber.jpg
xmp.did:8207f886-2afa-eb41-b105-5dc1560263e5
xmp.iid:8207f886-2afa-eb41-b105-5dc1560263e5
Print
False
True
1
210.000000
297.000000
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 287 C
PANTONE 185 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 185 C
SPOT
100.000000
LAB
49.803921
77
49
PANTONE 287 C
SPOT
100.000000
LAB
20.784313
13
-56
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
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
19 0 obj
<>stream
HW
(xAA6>L3ٽ~]j"E_>olumӟCI]ۨ1u{
]d{=ݻ~.p-{)
xr/qT٧oѷ߷/.cm4r671ö'mijնNdn C}y簱9`J[ܱ¶QyXTiFXE%M8,Sfu;l,][ mQ,n?=V7׀1 T{L
b7\qՆh/t׆}JR.+z[S,aVF*\fqܳ5,:| R̓<