%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tabella Taglie Jango Oxy
2020-11-19T10:03:01+01:00
2020-11-19T10:03:01+01:00
2020-11-19T10:03:01+01:00
Adobe Illustrator 24.3 (Macintosh)
180
256
JPEG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uuid:c8525a4c-c68d-4f4d-90ef-fc76e82ebd0f
xmp.did:72c2c435-a3f0-4835-a4d0-058d77519478
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:122a586e-3ff0-47ac-9305-c2e8012b4a7a
xmp.did:bbffabc7-60ed-8845-83b9-a23281aac743
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:72c2c435-a3f0-4835-a4d0-058d77519478
2020-11-19T10:02:59+01:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
3MCircularTT-Bold
3M Circular TT
Bold
Open Type
Version 1.001; build 0002
False
3MCircularTT-Bold.ttf
GoodTimesRg-Regular
Good Times
Regular
TrueType
Version 4.000
False
good times rg.ttf
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎ$
Wtn&z
`>``[g
ƘwD0gW_# _o^\G[-}㟷_?n_S>ۯG{S_s-o7nɊw\wm>JrW{6-f>碣Jht~a?/lC-|~oem34^^I+c1 mqw