%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
locandina 2
2020-05-06T16:53:21+02:00
2020-05-06T16:53:21+02:00
2020-05-06T16:53:21+02:00
Adobe Illustrator CC 2015 (Windows)
240
256
JPEG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uuid:42d91811-5f3a-4e70-a742-769362cb2d72
xmp.did:79b55636-16f7-a445-bf6a-5fef5794255f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:e91572cf-1788-1140-8ca6-c5094cccf396
xmp.did:e91572cf-1788-1140-8ca6-c5094cccf396
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6c155f46-2121-df40-a83a-031bfd216fb6
2020-04-23T12:08:03+02:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:79b55636-16f7-a445-bf6a-5fef5794255f
2020-05-06T16:53:18+02:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\112843688.jpg
0
0
EmbedByReference
C:\Users\ok\Desktop\logo jpeg.JPG
0
0
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\red-bookmark-hi.png
0
0
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\OIPY3W8LPN5.jpg
0
0
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\logo-regione-puglia-con-scritta-in-basso2.jpg
0
0
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\oorr.bmp
0
0
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\LOGO UNIFG.jpg
0
0
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\OIPY3W8LPN5.jpg
0
0
EmbedByReference
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\OIPY3W8LPN5.jpg
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\112843688.jpg
0
0
C:\Users\ok\Desktop\logo jpeg.JPG
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\red-bookmark-hi.png
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\OIPY3W8LPN5.jpg
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\logo-regione-puglia-con-scritta-in-basso2.jpg
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\oorr.bmp
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\LOGO UNIFG.jpg
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\OIPY3W8LPN5.jpg
0
0
C:\Users\ok\Desktop\da mettere in nas\TRICARICO 18 MAGGIO\grafica\OIPY3W8LPN5.jpg
0
0
Print
False
True
1
32.000119
43.999856
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=36 M=96 Y=87 K=58 1
CMYK
PROCESS
36.426336
96.075374
86.691076
58.055997
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 907.09 1247.24]/Type/Page>>
endobj
9 0 obj
<>stream
HWK%IܿS^txx|6 4
_<2_NW`E=,>w>RG*XyiϏ?ǔOC>/Lo?K>~Ǐr۸oQ84bznZE<=ݒFZ|k`&|/?rdKM?}WϒlM|֔xT<ݎdz(ُH-N-:ȩ۴3496v5ysN4Xe=GS%M&XYR%6^SVtĆ#9f*5U&ui9ĩ2ýz;ɮnP=Si>KI-w埳?ضR2)w싓i'BaJlTpX 0t8Srxh3-$Shӗ`4{9\=*2FŜPD[2zՏZhGFm[.0 lJBEXQvy;=bzacevG>n,4JS*Z("B7WCW `3ԢvP\f]IBuu2S\#nE
JFrV9^K3d0g
yvQaG[( m;#vƤ>e(6|2|1GDsbvZL]n,"՟|8/ͪT:aP3fJ@9'ubkJE R!bNx;!CՂ=
P-^9!-CX8t82pw)n8" +?:8$r4B쭱h Jİ6|t${6}Z⎆HHR1SmR?ԻW@4MYQXK_.Dv= 2l
4]X}LˌhYVE4K}Fot|`~`P*2? XkM'd0Չ$hRߌb[,Mj2ܿ1nao|/{}jAHŮޘ%ҝvj@xfU1݈-b#5-^;@Y ;rĢ&vBZq &WHj,%}b^vks92dBqFSA]ˉ8
_giq8_ߋDO04B
ʷ*xiŒ؞E?bBʌQҴpq!X%WиpHU#Lz5LȊ?ZMPn0PS=Mx[2ixZҭVԿ<^<е^
",3iȍOs*gf_I4i`Zm[uYdmeܤk_rZ`-]>87zfwj!:^b??H,;0C,K-fIz \7TTs]Շ}l1CdLz;lC|_Xm[]e}
Lh`pORV>ХDaD`T(
S%/D"[ I6
[U-5vZ,CzH%SEx*`ژ!G6_(ohl֔o ٯmϏ˞/Ӟ@~(|z@ν5O¬73նĕƂa-4hjmANJ[p]a
]$ْ f6atm6Jp6ހ5Vgqֻuդd>!xnDl"`}(=u
ϋxѬ=#Dz+(>#8z:$v)`Sㅲ!;s A