%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 143 0 R 483 0 R 823 0 R 1166 0 R 1509 0 R 1571 0 R 1633 0 R 1695 0 R 1757 0 R 1818 0 R 1879 0 R 1918 0 R 1957 0 R 1996 0 R 2035 0 R 2075 0 R 2113 0 R 2147 0 R 2181 0 R 2215 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2
2018-03-12T19:06:26+01:00
2018-03-12T19:06:26+01:00
2012-05-16T00:40:26+02:00
Adobe Illustrator CS4
256
180
JPEG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==
uuid:fbd9c449-7c6c-4070-b234-243ebb7473c4
xmp.did:DE2DA069DE9EE1118E849ABBF258113C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:DD2DA069DE9EE1118E849ABBF258113C
xmp.did:DD2DA069DE9EE1118E849ABBF258113C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:D27F11740720681191099C3B601C4548
2008-04-17T14:19:15+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F1174072068118D4ED246B3ADB1C6
2008-05-15T16:23:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F1174072068118D4ED246B3ADB1C6
2008-05-15T17:10:45-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:EF7F117407206811A46CA4519D24356B
2008-05-15T22:53:33-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F07F117407206811A46CA4519D24356B
2008-05-15T23:07:07-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BDDDFD38D0CF24DD
2008-05-16T10:35:43-07:00
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F117407206811BDDDFD38D0CF24DD
2008-05-16T10:40:59-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to <unknown>
saved
xmp.iid:FA7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:26:55-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FB7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FC7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:20-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FD7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:30:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FE7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:31:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B233668C16206811BDDDFD38D0CF24DD
2008-05-16T12:23:46-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B333668C16206811BDDDFD38D0CF24DD
2008-05-16T13:27:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B433668C16206811BDDDFD38D0CF24DD
2008-05-16T13:46:13-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681197C1BF14D1759E83
2008-05-16T15:47:57-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F11740720681197C1BF14D1759E83
2008-05-16T15:51:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F11740720681197C1BF14D1759E83
2008-05-16T15:52:22-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FA7F117407206811B628E3BF27C8C41B
2008-05-22T13:28:01-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FF7F117407206811B628E3BF27C8C41B
2008-05-22T16:23:53-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:07C3BD25102DDD1181B594070CEB88D9
2008-05-28T16:45:26-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068119098B097FDA39BEF
2008-06-02T13:25:25-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BB1DBF8F242B6F84
2008-06-09T14:58:36-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811ACAFB8DA80854E76
2008-06-11T14:31:27-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811834383CD3A8D2303
2008-06-11T22:37:35-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:01E540664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:24:01+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:6B6AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T20:30:34-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B44DCCF7BF42DD11B3EE85F9D6C83393
2008-06-25T16:11:55+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:6BBC43515643DD11B9DDF3E9AB99AEEE
2008-06-26T10:03:59+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:50264E6F200811689FE8CB9EA85C5459
2008-06-26T05:55:03-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F117407206811AE5688495CCC63A5
2008-07-21T18:59:51+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:6341E4B0DC28DD11AE3BBA96289770F8
2008-05-23T17:30:29+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:6441E4B0DC28DD11AE3BBA96289770F8
2008-05-23T17:30:39+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:D92DA069DE9EE1118E849ABBF258113C
2012-05-16T00:36:28+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:DB2DA069DE9EE1118E849ABBF258113C
2012-05-16T00:37:02+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:DC2DA069DE9EE1118E849ABBF258113C
2012-05-16T00:38:26+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:DD2DA069DE9EE1118E849ABBF258113C
2012-05-16T00:38:37+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:DE2DA069DE9EE1118E849ABBF258113C
2012-05-16T00:40:21+02:00
Adobe Illustrator CS4
/
EmbedByReference
E:\Lavori POCO\Anna Paola 2017\invito 22 Marzo 2018\pag3.pdf
EmbedByReference
E:\Lavori POCO\Anna Paola 2017\invito 22 Marzo 2018\pag2.pdf
Print
False
False
1
29.999857
20.999993
Centimeters
KXGAAA+BookAntiqua-BoldItalic
KXGAAA+BookAntiqua BoldItalic
BoldItalic
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
TDABAA+BookAntiqua-Bold
TDABAA+BookAntiqua Bold
Bold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
JKWAAA+BookAntiqua-Italic
JKWAAA+BookAntiqua Italic
Italic
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
RWSBAA+BookAntiqua-Bold
RWSBAA+BookAntiqua Bold
Bold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Colori 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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 2220 0 R/TrimBox[0.0 0.0 850.39 595.275]/Type/Page>>
endobj
2217 0 obj
<>stream
HWRH}'ȷQo`./aK{
0+x'=YUezzgX9'3~[E@7Y_~PO3O.?/~C>0pdGXުJEdnOh8hO04痴~iI'z⎢ `aW
!MS?ZԲV$mRA;YQ[
Jۼi+AH%ܪJ52Gh21Yx:9ܿ{zҍ.3N4NKo4>@RCԀF$YehweG_F8zLjzT7B_6Q/K[)IǷzΡ i7Dt_/1ljsyj)7\ufMVmAUxa+zފE42
=.YFs_JwAϢtB\ֵGrhDMMwxKm#%gmKݟs5uJܟ%cG`7"D]'>{u͞Qj]+zN[ƕ.R5xH"k(#UR;}Z\ l?EٴisdwwS#=es杷U*anpTU),+q3c4{*E\ʽQ=
r#p⽅ U 4EiCU7Yi-9YJ>]_R
߫