%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 66 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
depliant 4 ante retro3
2018-02-16T15:41:41+01:00
2018-02-16T15:41:41+01:00
2018-02-08T13:01:57+02:00
Adobe Illustrator CS6 (Windows)
256
136
JPEG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uuid:0309ad3c-51cf-49a7-9388-6103a9b73bcd
xmp.did:E2FDCB64C40CE811AC1AE45AF4694FE3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:E1FDCB64C40CE811AC1AE45AF4694FE3
xmp.did:E1FDCB64C40CE811AC1AE45AF4694FE3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:DDFDCB64C40CE811AC1AE45AF4694FE3
2018-02-08T12:37:29+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:E2FDCB64C40CE811AC1AE45AF4694FE3
2018-02-08T13:01:55+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
F:\festa della matematica\2018\depliant e locandina\lg-erasmus.jpg
Print
False
False
1
393.999723
210.001652
Millimeters
Futura-Oblique
Futura Oblique
Oblique
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Futura-Book
Futura Book
Book
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Futura-BookOblique
Futura BookOblique
BookOblique
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Futura-Bold
Futura Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 73 0 R/TrimBox[0.0 0.0 1116.85 595.28]/Type/Page>>
endobj
68 0 obj
<>stream
HWio_QOk
쬳7VA&iYcq yeo@Fxճ_wBx\}<0a
ti$H+x짛<4eT ICQik(ګgm+4a2(Q['x<M7=UBp.U]iGI:Qm{ v_kGOJWazc϶y6h}&3U<}WA5U|diFI +TgIAQh
/p̽
s
>$HIMRT P-:*) faȕĉ}@w4Hr~ao+W}SI.Ry$A_tQdR?k$I$8|u:Wc F^m*\
I_} zRMw(˽~l60aU=Bs&.|`wka{ Kv5cz_G^ xlomPF>ZG"Y;,K:G8NmQ_ׅ-[.9"_ie \tU+W=\i-
ݟ$
(ɏ.4i1\0Hc{{%*B9Q' F\__Pþ.+; "#y+y͌DK(
}g'^k}f
Xӕ;Pt=>W%<ܸЫ&>#e~(lg)Z<0CjaNH-`)0Xg}Kt8UHa*nŋw*tc-.>WӂЕ^!\[\'q4̜ $Vsp'C
#^z5Џw:{,琇Qf)W._T(
nlLC,#G1Co|')˜Ǝ!@=nSUi}97HِvdlHGK3v'iBW@6M2YT%`F!JḠXiWՃa裸(I)?)ٝ ̓*>txn:փKL"
U6)guKmyF4TȅpH,\_
U>kdž&[z'dsPL58*>KOJ0M:_+숱Uivaқ=wmiq~ܩ