%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
volantino-21-settembre
2018-09-07T08:44:45+02:00
2018-09-07T08:44:45+02:00
2018-09-07T08:44:45+02:00
Adobe Illustrator CC 22.0 (Windows)
184
256
JPEG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==
uuid:7fceb89b-3f2d-4ead-b7c4-3dd2b089b9de
xmp.did:426ec7c6-0d55-0440-9540-2b73ecda9bee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a08cad13-b520-4171-b0bf-6e3cdd371fb1
xmp.did:8c81a1eb-21c1-694c-968f-927d5f9811e9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:522006e3-8260-d649-a2c9-2cfa9a34c574
2018-09-06T17:27:59+02:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:426ec7c6-0d55-0440-9540-2b73ecda9bee
2018-09-07T08:44:29+02:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
C:\Users\Global\Desktop\Logo-ANLC.png
xmp.did:cf70ebe3-4dcf-8e4a-a599-f520d1300880
xmp.iid:cf70ebe3-4dcf-8e4a-a599-f520d1300880
EmbedByReference
C:\Users\Global\Desktop\DSC_0720 (2).JPG
0
0
C:\Users\Global\Desktop\Logo-ANLC.png
xmp.did:cf70ebe3-4dcf-8e4a-a599-f520d1300880
xmp.iid:cf70ebe3-4dcf-8e4a-a599-f520d1300880
C:\Users\Global\Desktop\DSC_0720 (2).JPG
0
0
Print
False
True
1
210.000000
297.000000
Millimeters
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
5 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWˮIWt9ߏ-3!
k@a眈Ȭ63 cYo+믶ۇZ{[ylw}{x߸~_oƿ˞c
6<%EwbJ,T ߧ!os{/[\Aj=ߴ$n{f
o75){jKEI\CE\t!P {