%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
invito e tag BABBO NATALE
2019-11-29T15:58:37+01:00
2019-11-29T15:58:37+01:00
2019-11-29T15:58:36+02:00
Adobe Illustrator CS6 (Windows)
256
172
JPEG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uuid:ed97096b-3981-4f40-a272-61d3a4593b7a
xmp.did:06AA33013D11EA11A7D483CAAEDD0B19
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:68c72d0c-4920-2c41-9310-40ce2d6264c0
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:06AA33013D11EA11A7D483CAAEDD0B19
2019-11-29T15:58:34+01:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
296.999959
210.001652
Millimeters
HoboStd
Hobo Std
Medium
Open Type
Version 2.066;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
HoboStd.otf
marinto
marinto
Regular
TrueType
Version 001.000
False
marinto.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
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
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
89.999405
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
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
10.000002
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 91 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
10 0 obj
<>stream
HWK%
ܿS&If2[ˀaZ ?fȾ?`0[`_0Owǣюvj(߷yL?[^C=O~|8}uOoz?w>m5?[7)Bhڏ