%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2. CLASSIFICHE EXCEL MISANINO
2019-10-26T21:38:38+02:00
2019-10-26T21:38:38+02:00
2019-10-26T21:38:38+02:00
Adobe Illustrator CC 22.1 (Macintosh)
172
256
JPEG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==
uuid:a9395da0-a511-344e-a978-302dce577121
xmp.did:e56ef07b-500d-4ef5-b592-67603bdf3abe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:990e0f1c-13d4-0147-9953-9b499830e36c
xmp.did:61bccee5-a9fd-4139-a14b-898c3e23be96
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6c339dd3-2128-4b6d-8f80-45250098ceb5
2019-05-11T12:43:30+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:e56ef07b-500d-4ef5-b592-67603bdf3abe
2019-10-26T21:38:35+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
False
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
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWIdI)UÖBbbRY-5_#r;7J2FͿ~?.?_1J<~\Oۿ.?ٷ28J;gt=CM/3PL3b0rZϑ]]G͇rg#LZX.G6~gemϚ:g^vqPQ8KOg{C9{>,hvC^ZǺ~=سƯ_a~gr}Cs<2w+L0ǧ`kmcl:Z~###pX8;LPe1s~6\mS'F|\Q+%k5bI,o⃭`Uk [
@9_m5jXg-ߐH*XqQn7x'2nd䛹CNOJe05OR=)qzv wX:}wkW@vt!MtXP(qKB+;J5m^;,tZi!88{Aѝu(]J%>Z](?8|h}oAƀZsS%2c=}3:CB3j6Soh|N?:pdѨHAkU|V!qd#"w*ppy~֨ҤglͲv |b^Bs;2\vS0`685UȬ6NXTY}p1\fa= r'4%Kc#
ySݲJDIPs-?
v&iIA LB[{
0b0XETX^Rx6償ΎH[c2"ז}$aYxaG-;;ܖ%O'̔E