%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Locandina Oltre la neve
2023-03-23T12:07:50+01:00
2023-03-23T12:07:50+01:00
2023-03-23T12:07:49+02:00
Adobe Illustrator 27.3 (Windows)
192
256
JPEG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:718b5c02-203d-4584-8b76-2c740b4d58b4
xmp.did:4fb0c142-c79a-824a-b02c-ad216eead22d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4dcd5d01-40e9-497c-a832-504750044dbf
xmp.did:22904a58-c44b-eb48-82d1-50658f695980
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:22904a58-c44b-eb48-82d1-50658f695980
2023-03-22T12:19:45+01:00
Adobe Illustrator 27.3 (Windows)
/
saved
xmp.iid:4fb0c142-c79a-824a-b02c-ad216eead22d
2023-03-23T12:07:47+01:00
Adobe Illustrator 27.3 (Windows)
/
EmbedByReference
C:\Users\Giulia\Downloads\BeyondSnow_Logo_Standard_large_TRASPARENTE.png
xmp.did:24C37EFAA57211EDA446EFB0B0CA705A
xmp.iid:24C37EF9A57211EDA446EFB0B0CA705A
EmbedByReference
C:\Users\Giulia\Downloads\Carovana Alpi logo.JPG
0
uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b
EmbedByReference
C:\Users\Giulia\Downloads\Stemma-Gallio.jpg
0
0
EmbedByReference
C:\Users\Giulia\Downloads\Logo_altopiano_def (1).png
0
0
EmbedByReference
C:\Users\Giulia\Downloads\inverno.jpg
adobe:docid:photoshop:9e5758c1-2296-4b41-8784-691409fab859
xmp.iid:9b9d29d8-3ab5-46ac-9604-afde8d888c37
Print
Adobe Illustrator
False
True
1
20.999999
29.700002
Centimeters
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
CenturyGothic-Italic
Century Gothic
Italic
Open Type
Version 2.35
False
GOTHICI.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
Calibri-Light
Calibri
Light
Open Type
Version 6.23
False
calibril.ttf
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 17.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page/PieceInfo<>>>
endobj
14 0 obj
<>stream
HW[O9~O2؞g
-b@Zq:=!ZV3;9لF,.~ȉFv(K8ee8gHE,Y^p.2}ODgy!ESc%jbtlGFG:fĹ3}v28eB4[RVMf5-26/Uz✢Ǝ:tS[}¾3f쉘fQt3djsoT5}E&1OԊ]
"ƱϝQ6͝T Ju6s-.znÑ'I|IߺW
UO]eN_(T8Yaak<֭68h< /$4Q4;7 CHn=hm_HUtnuA-&)}2'`NŜ" ͠-]0)K]YpƴzDO=r#^7
D4(x!dY"^5iIѦmM`G$i"04ԙFm(a%Pj6iF9j6FUmնȤ:劵(=71料3ԀUWF7M4G)c^r,$HB]1 ܓSdg֍`"MzHD<#xe D;D`aްy϶7h)G𠄲7K՝N'8;;Vpe yQ: