%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 31 0 R 70 0 R 109 0 R 148 0 R 194 0 R 235 0 R 290 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PLASMIAMOCIetterings
2022-06-06T14:32:20+02:00
2022-06-06T14:32:20+02:00
2022-05-25T06:40:33+02:00
Adobe Illustrator CS4
200
256
JPEG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uuid:33c7bca5-a790-1348-959d-5345019370bb
xmp.did:07801174072068118F7CA13E2463C343
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f163db72-e98c-3344-80bc-8632b1eb6d36
xmp.did:048011740720681197A59442D727640F
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:CF7F11740720681191099C3B601C4548
2008-04-17T14:19:07+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:0080117407206811BDDDFD38D0CF24DD
2008-05-16T12:18:29-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F117407206811B628E3BF27C8C41B
2008-05-22T12:59:33-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:0BC3BD25102DDD1181B594070CEB88D9
2008-05-28T17:02:32-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:10-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:47-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811ACAFB8DA80854E76
2008-06-11T14:30:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FEE440664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:22:44+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:2F85BBCD703EDD11A8D1DFE8FDCD79D1
2008-06-19T19:30:09-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:676AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T19:43:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:95B6A30EBE42DD11934ECDA1C28D33C3
2008-06-25T15:53:14+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:6EBC43515643DD11B9DDF3E9AB99AEEE
2008-06-26T10:05:13+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:50264E70200811689FE8CB9EA85C5459
2008-06-26T05:55:17-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811AE5688495CCC63A5
2008-07-21T18:59:45+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:5D41E4B0DC28DD11AE3BBA96289770F8
2008-05-23T17:27:57+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:5E41E4B0DC28DD11AE3BBA96289770F8
2008-05-23T17:28:07+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:048011740720681197A59442D727640F
2022-04-09T07:41:47+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:07801174072068118F7CA13E2463C343
2022-05-25T06:40:31+02:00
Adobe Illustrator CS4
/
EmbedByReference
/Users/lucianorossi/Desktop/CIDPORIZZ.jpg
xmp.iid:04801174072068118657A04D1313E039
xmp.did:ddb4c2bb-56f1-47eb-adbb-d0e3c1703cad
proof:pdf
EmbedByReference
/Users/lucianorossi/Desktop/AVIS.jpg
xmp.iid:01801174072068118657A04D1313E039
xmp.did:01801174072068118657A04D1313E039
EmbedByReference
/Users/lucianorossi/Desktop/PLASMIAMOCI/CARD+LOC/qrcode (1).jpeg
EmbedByReference
/Users/lucianorossi/Desktop/PLASMIAMOCI/CARD+LOC/BONIFACIO.jpg
xmp.iid:140EDC6BF02068119109E89D3EFBC873
xmp.did:130EDC6BF02068119109E89D3EFBC873
proof:pdf
EmbedByReference
/Users/lucianorossi/Desktop/PLASMIAMOCI/CARD+LOC/CITTADELLARTE.jpg
xmp.iid:0D0EDC6BF02068119109E89D3EFBC873
xmp.did:0D0EDC6BF02068119109E89D3EFBC873
EmbedByReference
/Users/lucianorossi/Desktop/PLASMIAMOCI/CARD+LOC/Cerruti1881.jpg
xmp.iid:120EDC6BF02068119109E89D3EFBC873
xmp.did:120EDC6BF02068119109E89D3EFBC873
EmbedByReference
/Users/lucianorossi/Desktop/PLASMIAMOCI/CARD+LOC/FILRUS.jpg
xmp.iid:110EDC6BF02068119109E89D3EFBC873
xmp.did:F97F117407206811B840DCBDB12773BC
proof:pdf
EmbedByReference
/Users/lucianorossi/Desktop/PLASMIAMOCI/SHOOTING/Plasmatemi3000.jpg
xmp.iid:0780117407206811B410F67F185FF1D1
xmp.did:6A299163ED2068119109E89D3EFBC873
Basic CMYK
False
False
1
210.000102
297.000132
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
Arial.ttf
Avenir-LightOblique
Avenir
Light Oblique
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Light
Avenir
Light
TrueType
13.0d3e1
False
Avenir.ttc
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.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
Colori per croci
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
292 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 307 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
293 0 obj
<>stream
HWn}WH_͖
B`aLIyH
X}}ΩnRl AbqrT͛^7+k_T(([rgZ?7>i[{s{QЅiT6%%u]}>֩vYsφy~ix?K.1UpId*]هCnTzt/.h8vq3tZ]inVg7âԫa6;qPj?,8ul:;^LN߇i\an<ׯTYnEvi&DQS4כ
Gu; W}eg<Ӹ)Ұ-0Uu:OHVO),.jC5j~FuHozi~FOO}^T{/Y}S1-iRgosӕ':fz a]~ ^}aB;G(AqsYͥ/>eX
ثg"a'f07,m|9S}q"znl9^r