%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
locandina - volantino seconda ipotesi
2016-04-19T10:47:19+02:00
2016-04-19T10:47:19+02:00
2016-04-19T10:47:19+02:00
Adobe Illustrator CS5.1
184
256
JPEG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uuid:d606f928-4c57-3347-95b1-253a9c0f1503
xmp.did:F97F117407206811822ACADE0E07E82B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:026294d1-2eae-6648-8d1e-23af4895792e
xmp.did:F87F117407206811822ACADE0E07E82B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811822A857465A23D73
2016-04-15T14:47:02+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F117407206811822AB6CB3E5D881A
2016-04-18T01:00:19+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F117407206811822ACADE0E07E82B
2016-04-19T10:19:30+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F87F117407206811822ACADE0E07E82B
2016-04-19T10:20:02+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F97F117407206811822ACADE0E07E82B
2016-04-19T10:47:14+02:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Volumes/STORE MARCO/LAVORI/CISL SCUOLA/APRILE 2015/UIL-SCUOLA.tif
EmbedByReference
/Volumes/STORE MARCO/LAVORI/CISL SCUOLA/APRILE 2015/FLC CGIL.tif
EmbedByReference
/Volumes/STORE MARCO/LAVORI/CISL SCUOLA/APRILE 2015/SNALS.tif
Print
False
True
1
210.001652
296.999959
Millimeters
FranklinGothicLT-BookXCmpr
ITC Franklin Gothic LT
Book Extra Compressed
Type 1
'006.002'
False
FrankGotLTBooXCmp; ITCFranklinGothic LT BookXCp
FranklinGothicLT-DemiXCmpr
ITC Franklin Gothic LT
Demi Extra Compressed
Type 1
'006.002'
False
FrankGotLTDemXCmp; ITCFranklinGothic LT BookXCp
FranklinGothicLT-DemiCmpr
ITC Franklin Gothic LT
Demi Compressed
Type 1
'006.002'
False
FrankGotLTDemCmp; ITCFranklinGothic LT BookCp
Lobster1.4
Lobster 1.4
Regular
Open Type
Version 1.4
False
Lobster 1.4.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
90.000000
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 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 9.90
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/Thumb 178 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
H9ьШDѕ:.@0їEЇBа
4is
Я#3ЊльЯЗБЎ№*"=cёјыхvчТжп[пОЭє[юy/m;^>=ћtrн]Ш[ёПiѓ-ьХДчВяіАъ^SмО^р8ьЭ1{п}Џ[)~9oОJѓ[ЉyoўfїАЛёљDЉЎэОХM>[
Јъ
ЋF=ЎАpUK',ХщТ)? Эе=z=є 6з^џоўћњмsFў+}sќЉ№;еaћлSхЋ\'ЫЮEѓћѕї~Лэџ{§јpЉ]7ЕьлЫШuља'ноRЕgкRщЄBопф Е)юНxB{/гЫіоъЉn/хњMрТzуН!яќНь>ТП#љ|Г Е}иLЧVіcкѓ,ц]льЌ|WШ9ы
'jЃяДЉ.ьфјЗ
}'укоЩQй(3љхoіЪб'r\HФGЄє= ЫЂу]мsѕw уCеіуЌЈЦvG\1COл
ES"p,`ьтBm7гТъf $r+ДpS'q.ЮІ]Јfйi KSvЄ-@eмTІіВўр/'