%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ATS_programmaVALLECAMONICA
2018-09-25T19:44:12+02:00
2018-09-25T19:44:12+02:00
2018-09-25T19:44:12+02:00
Adobe Illustrator CC 22.0 (Macintosh)
236
256
JPEG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uuid:6bcd50bc-6c69-4a48-92ba-dcf554e670fe
xmp.did:49987ca1-77cb-4410-8acc-f268fb88ca83
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6ae2c06a-d3c2-4f68-ac92-f469f51a66b7
xmp.did:6ae2c06a-d3c2-4f68-ac92-f469f51a66b7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:67ABC6E580206811808399BC07F2925E
2018-05-14T22:36:49+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:49987ca1-77cb-4410-8acc-f268fb88ca83
2018-09-25T19:44:10+02:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/valentinabertola/Google Drive/smile.png
0
0
EmbedByReference
/Users/micheleacquistapace/Google Drive (vbertola.com@gmail.com)/SHIFT/Cappellari/materiali partner/logoATS_ok.png
EmbedByReference
/Users/micheleacquistapace/Google Drive (vbertola.com@gmail.com)/SHIFT/Cappellari/concilizione_1.jpg
/Users/valentinabertola/Google Drive/smile.png
0
0
/Users/micheleacquistapace/Google Drive (vbertola.com@gmail.com)/SHIFT/Cappellari/materiali partner/logoATS_ok.png
/Users/micheleacquistapace/Google Drive (vbertola.com@gmail.com)/SHIFT/Cappellari/concilizione_1.jpg
Print
False
True
1
29.699993
41.999951
Centimeters
Calibri
Calibri
Regular
Open Type
Version 1.02
False
Calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 1.00
False
Calibri Bold.ttf
Calibri-BoldItalic
Calibri
Bold Italic
Open Type
Version 1.02
False
CALIBRIZ.TTF
Impact
Impact
Regular
Open Type
Version 5.00x
False
Impact.ttf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
Brights
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
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[2.83459 2.83459 844.724 1193.38]/Type/Page>>
endobj
17 0 obj
<>stream
HeGSث|5Q"
>@cL7kFr!
W_ysQoo^?zkwki{zイwO__OS׳ݮĿi¡~Lz?ܷ]Vwz?cOǑ|໌;k?ӕ;w/e\8yQ_^]X^.œzW~o>wrz~}~{cǎAʕZ+.,Bm:Ñ2p8x^w{y}O|7N.6k\߃=9h--dl6R\OrH;..+,qyq^_=$L*K hulwRvgfywLt"{bˈ
yoW:;Qkn0_56QXëR դy]3ҏPήzT+ww&
Xݸ3D25WEk\&=VʎX{Qu9;D ǝ1}`fm՟ڎNfmP.g*&L/$qPoBqpW-qw%H_ꙘL&:sם;G( 7%np3H8c>)ي؋!@d/=t_ ;:šTX-qo䵞)wǮm!qn6)sz5s}r97qDLscK\@gu&vCq-<8vLըw[ƫt ;|=k yw*-'7e; .A_)7怉nAQ YS{A9RAHNA*]NJS3MndN\ό4Dh?$yff'e='n)R(}yآB߆Lw(FLd
QlJ 7 Ȝ=&}Ćhl;&q)H0#8Xm=hI
|[LxvM:k$]xStH'Efg ;#*P." dIox42pÐƓg*N]הhP݄q;>Uk)#ptrL2tYJggksM,&hcAmSxn»tʬ@vvVm=OVSHF9
p-~H_i8 (՚roS$<8TN
#M9ɸ4Ylu?F!,
\ABw)^7MtF(C yƋ,^Aϐ'Q0Ucàz9 x䡦k18Bak6"%on5lAD2i܊z=fwhM=Ԩ)bm+F]B/ލb}@3VrZҠ!aZ>_Y"`TQ6
5{ 5Gln3ד)KӶ
ɇ)QOG@d
uQt#B
] KQ