%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
scheda_special_light_eng
2021-02-23T18:34:25+01:00
2021-02-23T18:34:25+01:00
2021-02-23T18:34:25+01:00
Adobe Illustrator 25.1 (Macintosh)
256
256
JPEG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=
uuid:753b0c9a-a77a-8e49-9eeb-4335e1c02e0b
xmp.did:7e21a8d3-642e-46a8-98e3-42ae2a6d3f4e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:b8c95769-0801-5e4e-b661-a43b101e2323
xmp.did:7d0e3cf4-7863-424f-93fb-d46334fb75c4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a984d591-2192-47e4-9647-19a71788c97e
2017-09-26T18:57:26+02:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:7e21a8d3-642e-46a8-98e3-42ae2a6d3f4e
2021-02-23T18:34:20+01:00
Adobe Illustrator 25.1 (Macintosh)
/
EmbedByReference
/Volumes/LaCie/LAVORI FRANCESCO/catalogo_modelli_2018/fotografie/modelli/special_light_allroad/fotografie/2018_12_05_triride_blu_ruota_maggiorata/DSC_0427.JPG
EmbedByReference
/Volumes/Backup/LAVORI FRANCESCO/catalogo_modelli_2018/fotografie/modelli/modelli_2019/05_sp_Light/special_light_blu_09_2019.png
adobe:docid:photoshop:b9feaa7f-937f-e941-a443-0b4968622f80
xmp.iid:04938e55-4306-495f-885e-6b1bad2ee23b
/Volumes/LaCie/LAVORI FRANCESCO/catalogo_modelli_2018/fotografie/modelli/special_light_allroad/fotografie/2018_12_05_triride_blu_ruota_maggiorata/DSC_0427.JPG
/Volumes/Backup/LAVORI FRANCESCO/catalogo_modelli_2018/fotografie/modelli/modelli_2019/05_sp_Light/special_light_blu_09_2019.png
adobe:docid:photoshop:b9feaa7f-937f-e941-a443-0b4968622f80
xmp.iid:04938e55-4306-495f-885e-6b1bad2ee23b
Print
Adobe Illustrator
False
True
1
21.000156
29.700008
Centimeters
Calibri-Bold
Calibri
Bold
Open Type
Version 5.87m
False
.39182.otf
GoodTimesRg-Regular
Good Times
Regular
Open Type
Version 4.001
False
.345.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
Optima-Regular
Optima
Regular
TrueType
13.0d1e2
False
Optima.ttc
Optima-Italic
Optima
Italic
TrueType
13.0d1e2
False
Optima.ttc
Optima-Bold
Optima
Bold
TrueType
13.0d1e2
False
Optima.ttc
Optima-BoldItalic
Optima
Bold Italic
TrueType
13.0d1e2
False
Optima.ttc
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu 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
Grigi
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
Vivaci
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
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HьWKЏGо_бK{1уюЊ~.lC >HБИ,ИШD"яЋюѓА xУYrпЊ3]яњЊњУIZYНOЎЦАжцNђZcvЅш{мZжPРаTзЫ-cШx<Н?§Ю§§єс<ь<ўзЪЇрКиЅІ!ЩћV{x:НxѓфнЋяOПСП&=ъќШQ&Ќ"ю>ш?хpЃЊK|GUиUХджцлgЈъjVяЈ].ЏZХсУрTКъ4Фемt)шЊ.ў.ЅJV7$0ЄФЄmЊв]BFu%феe'6I-Щ(rУ:Ј5В
S[i!KлLЁъГХЇGл1ewД0f"wV.p?ДTCf=Ід
ЈYEfY[оIАюсtЭy