%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Banca_Cambiano_Leaflet_CESSIONEQUINTO_Exe_Settembre2018
2018-09-04T15:12:42+02:00
2018-09-04T15:12:42+02:00
2018-09-04T15:12:42+02:00
Adobe Illustrator CC 22.1 (Macintosh)
256
140
JPEG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uuid:565c8680-307a-2148-925a-0e06801a2262
xmp.did:1ef22ba9-b3a5-4269-b8c6-5261b368893f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:51ff1463-2987-f74b-af21-bc86a8d034ef
xmp.did:1b3322ee-bcf8-4037-ae9b-3d33e5f284c1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f605d3db-6b22-4d41-8310-11a00ec69e58
2016-08-26T12:10:09+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:1ef22ba9-b3a5-4269-b8c6-5261b368893f
2018-09-04T15:12:23+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Volumes/clienti/_Immagini_Acquistate/Banca_Cambiano/iStock-603850898.jpg
adobe:docid:photoshop:b45e78b0-740b-11e6-9c28-e253aa49f7d1
xmp.iid:255d8857-8e5b-fe45-8e15-478ea01080c3
EmbedByReference
/Volumes/clienti/Banca-Cambiano/img/iStock-475946970_2.psd
adobe:docid:photoshop:f55df7c3-a98d-b543-907e-340daca4eb4a
xmp.iid:3b13fd7d-08e0-4a65-afeb-e846a588084b
/Volumes/clienti/_Immagini_Acquistate/Banca_Cambiano/iStock-603850898.jpg
adobe:docid:photoshop:b45e78b0-740b-11e6-9c28-e253aa49f7d1
xmp.iid:255d8857-8e5b-fe45-8e15-478ea01080c3
/Volumes/clienti/Banca-Cambiano/img/iStock-475946970_2.psd
adobe:docid:photoshop:f55df7c3-a98d-b543-907e-340daca4eb4a
xmp.iid:3b13fd7d-08e0-4a65-afeb-e846a588084b
Print
False
True
1
200.000000
210.000000
Millimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Nero
PROCESS
80.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Nero
PROCESS
30.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
94.818032
86.251616
0.006104
C=80 M=87 Y=16 K=0
PROCESS
100.000000
CMYK
79.687500
86.718750
16.406250
0.000000
C=100 M=80 Y=0 K=15
PROCESS
100.000000
CMYK
100.000000
79.687500
0.000000
14.843750
C=30 M=40 Y=100 K=0
PROCESS
100.000000
CMYK
29.687500
39.843750
100.000000
0.000000
C=72 M=15 Y=0 K=56
PROCESS
100.000000
CMYK
71.875000
14.843750
0.000000
55.859375
C=35 M=20 Y=13 K=7 1
CMYK
PROCESS
35.414965
20.173036
12.650338
6.712748
C=72 M=15 Y=0 K=56
PROCESS
40.000000
CMYK
71.875000
14.843750
0.000000
55.859375
Adobe PDF library 15.00
False
21.0.0
PDF/X-1:2001
PDF/X-1a:2001
PDF/X-1:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[41.1733 41.1732 608.102 636.449]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[41.1733 41.1732 608.102 636.449]/Type/Page>>
endobj
22 0 obj
<>stream
HьWлЊ%Й
}?_Б k,лэї@Шу|Р!Рt'tђџЅ]Ў]ЛgК3C аиЧ*й,-]ќљ-ЗGЩушcџJ:2?ўѕзЗП<ўёіљ
_ЫшЙу[ТИExЄQYpЌa"ъЈќxџєіУ>ЅЧўљі#ў>П6яjJЁWjJъЕg5~