%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CAMBIAMO QUESTA STORIA_GRASSO
2019-10-09T08:50:22+02:00
2019-10-09T08:50:22+02:00
2019-10-09T08:50:22+02:00
Adobe Illustrator CC 22.1 (Macintosh)
256
144
JPEG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uuid:e67437e5-31ba-0c42-b7ea-de415d310139
xmp.did:f4223f8d-3fd3-410e-a1e2-108bd7af19e1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e59c30b8-9941-714f-9349-67b59d35c684
xmp.did:360c25ed-8b4b-4456-aeea-d8f140666b78
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:360c25ed-8b4b-4456-aeea-d8f140666b78
2019-10-08T11:35:39+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:f4223f8d-3fd3-410e-a1e2-108bd7af19e1
2019-10-09T08:50:17+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo_clio92_new.jpg
0
0
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo-proteo-fare-sapere-3.jpg
0
0
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo SOS_colore.pdf
xmp.did:0580117407206811822A88F937C24D3E
uuid:d31e4875-4dff-094f-a5f2-b85dc94d9391
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logomask bianco.jpg
xmp.did:DA3388F5A275E511A693BFB124DEB483
xmp.iid:224BE1D50CDEE511B57FFB8B3AD96BC7
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo_clio92_new.jpg
0
0
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo-proteo-fare-sapere-3.jpg
0
0
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo SOS_colore.pdf
xmp.did:0580117407206811822A88F937C24D3E
uuid:d31e4875-4dff-094f-a5f2-b85dc94d9391
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logomask bianco.jpg
xmp.did:DA3388F5A275E511A693BFB124DEB483
xmp.iid:224BE1D50CDEE511B57FFB8B3AD96BC7
EmbedByReference
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/backkk.jpg
0
0
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo_clio92_new.jpg
0
0
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo-proteo-fare-sapere-3.jpg
0
0
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo SOS_colore.pdf
xmp.did:0580117407206811822A88F937C24D3E
uuid:d31e4875-4dff-094f-a5f2-b85dc94d9391
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logomask bianco.jpg
xmp.did:DA3388F5A275E511A693BFB124DEB483
xmp.iid:224BE1D50CDEE511B57FFB8B3AD96BC7
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo_clio92_new.jpg
0
0
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo-proteo-fare-sapere-3.jpg
0
0
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logo SOS_colore.pdf
xmp.did:0580117407206811822A88F937C24D3E
uuid:d31e4875-4dff-094f-a5f2-b85dc94d9391
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/logomask bianco.jpg
xmp.did:DA3388F5A275E511A693BFB124DEB483
xmp.iid:224BE1D50CDEE511B57FFB8B3AD96BC7
/Volumes/DAVIDE/SCUOLA/5DTG/grafica/4.convegno locandina/backkk.jpg
0
0
Print
False
True
1
297.000000
420.000000
Millimeters
AmericanTypewriter-Light
American Typewriter
Light
TrueType
12.0d5e2
False
AmericanTypewriter.ttc
AmericanTypewriter
American Typewriter
Regular
TrueType
12.0d5e2
False
AmericanTypewriter.ttc
AmericanTypewriter-Semibold
American Typewriter
Semibold
TrueType
12.0d5e2
False
AmericanTypewriter.ttc
HAAAAA+MyriadPro-Semibold
HAAAAA+MyriadPro Semibold
Semibold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 31 0 R/TrimBox[33.0 33.0 874.89 1223.55]/Type/Page>>
endobj
13 0 obj
<>stream
HWnJ+zv$`_ɶbh`YYij% E*HE2n z:Uuf]\ѯOT$P,M@ȘWYʚb/VǐF![]~ބ}|pra028a~A.˗QQ
_e(,D8cwsμj6//9RIPsYA$bG2UFy27=/3Jd=I85Naf5d