%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
BROCHURE SCARICABILE ITS 2019
2019-06-20T13:03:49+02:00
2019-06-20T13:03:49+02:00
2019-06-20T13:03:49+02:00
Adobe Illustrator CS6 (Windows)
176
256
JPEG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uuid:39dbe4b7-31b5-4a7d-86c8-a764287e2e2c
xmp.did:3AA267B54793E9119D75CDE42F3EDFC5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:39A267B54793E9119D75CDE42F3EDFC5
xmp.did:39A267B54793E9119D75CDE42F3EDFC5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:07625CB9E58CE911B6679971EA8865C4
2019-06-12T16:44:54+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:3AA267B54793E9119D75CDE42F3EDFC5
2019-06-20T13:03:44+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\Archivio\archivio\CLIENTI\ITS\PIEGHEVOLE 4 ante ITS\materiali 19 giugno\Logo unione valdera esteso blu 1.JPG
EmbedByReference
\\Archivio\archivio\CLIENTI\ITS\PIEGHEVOLE 4 ante ITS\materiali 19 giugno\logo scuola tassieri.png
EmbedByReference
\\Archivio\archivio\CLIENTI\ITS\PIEGHEVOLE 4 ante ITS\materiali 19 giugno\logo slow food.jpg
EmbedByReference
\\Archivio\archivio\CLIENTI\ITS\PIEGHEVOLE 4 ante ITS\materiali 19 giugno\LOGO-IBF.jpg
EmbedByReference
C:\Users\patrizia\Desktop\matariali its\striscia Loghi Giovanisi FSE.jpg
EmbedByReference
C:\Users\patrizia\Desktop\PIEGHEVOLE 4 ante ITS\materiali\shutterstock_1128754538 (2).jpg
EmbedByReference
C:\Users\patrizia\Desktop\PIEGHEVOLE 4 ante ITS\materiali\immagine.jpg
EmbedByReference
\\Archivio\archivio\CLIENTI\ITS\PIEGHEVOLE 4 ante ITS\materiali\shutterstock_410332477.jpg
EmbedByReference
\\Archivio\archivio\CLIENTI\ITS\PIEGHEVOLE 4 ante ITS\materiali\shutterstock_1128754538 (2).jpg
EmbedByReference
\\Archivio\archivio\CLIENTI\ITS\PIEGHEVOLE 4 ante ITS\materiali\shutterstock_410332477.jpg
Print
False
True
1
9.800677
20.999976
Centimeters
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=96 G=96 B=96
PROCESS
100.000000
CMYK
63.030398
53.890300
50.090802
23.492800
R=224 G=51 B=94
PROCESS
100.000000
CMYK
3.738500
90.170097
43.530899
0.000000
R=182 G=17 B=115
PROCESS
100.000000
CMYK
30.014500
97.820997
14.145100
0.177000
R=0 G=130 B=183
PROCESS
100.000000
CMYK
82.339197
38.794500
8.084200
0.000000
R=0 G=173 B=181
PROCESS
100.000000
CMYK
75.655800
3.173900
30.133501
0.000000
R=255 G=129 B=0
PROCESS
100.000000
CMYK
0.000000
60.378402
93.954402
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
86.007500
84.969902
78.954798
100.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[2.83459 2.83459 289.301 598.11]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[2.83459 2.83459 289.002 598.11]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[2.83459 2.83459 283.417 598.11]/Type/Page>>
endobj
8 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[2.83459 2.83459 283.417 598.11]/Type/Page>>
endobj
9 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[2.83459 2.83459 273.5 598.11]/Type/Page>>
endobj
10 0 obj
<>>>/TrimBox[2.83459 2.83459 280.649 598.11]/Type/Page>>
endobj
11 0 obj
<>/Shading<>>>/TrimBox[2.83459 2.83459 280.649 598.109]/Type/Page>>
endobj
12 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[2.83459 2.83459 280.649 598.109]/Type/Page>>
endobj
113 0 obj
<>stream
HtWˎ$
WTHQt7`0XvۘfTvcJG0~kG헿ߍs
nǽ#:9>~ſ8ۭű8r۱jѰ1/9cʹ7qzܗsp@bww;83L?[^SA=nr@
#OC}NS|~ǙDq!,CcwrQ<:~A87YlFؤїf>̥WwlzN.kpH=an7~!Ge~frq
asXIPC+s:~h A/aX[~8/7i4
b!'?F؆=~ >"i9d}H V˷>PU]FI 3iO\WX#jzX͔XNzg2~߲n/nZ;T52kgTcpfLfƹt$0d$4oʌmA/CCEd 2lDי+)'A`i|ΐbg}̩sz3BniDc*?U+{]@H4 uC8HLٟ2'lnD@Pa`v ;Az9 Om?t&۠'z9#kʹ#oÜl8ݸ3I`{M̦+Q3zqä֢ҺBU{,wmRFWӈmf0k6}U4~117m%6%'14tj&k
2+uq|c<1fĖPXD#9.3;GߠΪQYl$!͋,ĻW0$V]fV0NxW!)E{uT}'N|Y-5C^du9
y8hqYӊ~!ĖMKXj`zs?0^68z q'Q8"bOb 5?`8.Sa\)b`9x\J
A7F/ vU*e:@l9L
xsiD1K5O1ȧIy6lPŮn1M@@Edb4 ǐ#{lEoX}܀Ũ9
89)B
MaFlعD8xP4
ybZ83K9Aa"X+%!(hE$XIh^hH\T'R͔UbDu2'Y8#bĤH T.ͶzS\ !CzuqwE ]
@I[.l !xTUbܐ"^,O["v[ҭA6Hľb39_ڥ@Bw"5)9Lg̜CuvQmYRO1M4ı17|7LGƥR2bKwfQu"Ix`_DZ|X;!R#glM<@5y+-M7?1#eM#[&$`~(m9t-x8d.˃IZ,x Jdx0ȦlT=a `IIN³}%*<+z[+^ߨoKπkQJDdv6P]#E
5kH*&2A֤^͓vbp~5Z,t INb7Mé7nq5SVJ
D( ӹaK-tZlűRD^EStJC
k6rS4+:fG2Ď)"?!MK]LW^k"9 rihaRf 6^tu\{~B-Ƥ[;:߰77}~K:~˗Q~˕2هTc+jNj7G<U[Ŧ6I[%ξyܜ#Y-LRՔR(5`zU'M!86Y{1ouӴhPdž=H3,5DcKS\5q1}8pUIH2FZa
grț҇