%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Presentazione_torneo
2018-10-01T14:53:31+02:00
2018-10-01T14:53:31+02:00
2018-10-01T14:53:31+02:00
Adobe Illustrator CS6 (Windows)
256
168
JPEG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uuid:46fd0838-792a-4def-9d27-7b55d563a5cb
xmp.did:B935BAB678C5E8118230D14305238DA8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:B835BAB678C5E8118230D14305238DA8
xmp.did:B835BAB678C5E8118230D14305238DA8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:434D73B940B5E81185EFE9AE8C725399
2018-09-10T23:30:22+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:B935BAB678C5E8118230D14305238DA8
2018-10-01T14:53:23+02:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
595.280273
841.889648
Pixels
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Exo-DemiBold
Exo DemiBold
DemiBold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
NexaBold
NexaBold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Exo-Regular
Exo Regular
Regular
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
NexaLight
NexaLight
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Exo-Light
Exo Light
Light
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Exo-Medium
Exo Medium
Medium
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 41 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
36 0 obj
<>stream
HWˎ$IWTNx{xĕYbAf=-.Y|_^=Ƶ}ڽV{+5U6olG\?yx~<~fy}COm`Y#~)z{<ޅ_Ywaqa\+
&CWwҶڸG2?1,lUim0sM m8Dۆoqߴ{#dq{}ZwyY{\`LмkoZiKxh˴!a/hTm̨u&rRqBRF
u:2I~OXJB?:Bv9Zwz^>8uOp82v*}~bF=ncJd$X윘#0qyqܾ@2VC".d`\Q+hHx[0yVDპ(e5 ntA8z0fr8ݮD)9FgƙGֆUAJx!Pb=Yq E5[-Ebg}z4!O@^{-M +
|Ơ{D쨚ue9akǠ-##[7:4Z8{o