%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
meditiamo 29 marzo
2023-03-21T21:22:51+01:00
2023-03-21T21:22:51+01:00
2023-03-21T21:22:51+02:00
Adobe Illustrator 24.0 (Windows)
256
200
JPEG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uuid:c1ec3b41-85eb-425c-92ca-d13ce8189fe2
xmp.did:dd7515c3-8c99-bd4e-8b6d-0ef705f1126c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7460b40f-604d-444a-8e43-1396d45152e4
xmp.did:e9d20e59-0021-ff4e-8b61-d2d75c2914b4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c2efe5da-9f0f-6d43-8eae-897e609f0f60
2023-03-19T21:40:44+01:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:dd7515c3-8c99-bd4e-8b6d-0ef705f1126c
2023-03-21T21:22:47+01:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\Users\bianca\Desktop\logo_MEDI_edu_it.png
adobe:docid:photoshop:fdf15a5d-3c6f-1c44-a06e-f9f7145ab8ce
xmp.iid:f49b971e-f8b9-e942-8886-dd72af32a5e2
C:\Users\bianca\Desktop\logo_MEDI_edu_it.png
adobe:docid:photoshop:fdf15a5d-3c6f-1c44-a06e-f9f7145ab8ce
xmp.iid:f49b971e-f8b9-e942-8886-dd72af32a5e2
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
29.700000
42.000000
Centimeters
FranklinGothic-Heavy
Franklin Gothic Heavy
Regular
Open Type
Version 2.00
False
FRAHV.TTF
ArialRoundedMTBold
Arial Rounded MT Bold
Regular
Open Type
Version 1.51
False
ARLRDBD.TTF
Gadugi-Bold
Gadugi
Bold
Open Type
Version 1.12
False
gadugib.ttf
Montserrat-Medium
Montserrat Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
Brights
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
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 34 0 R/TrimBox[14.1732 14.1732 856.063 1204.72]/Type/Page>>
endobj
18 0 obj
<>stream
HTMeI
wgT;sJ50H, z@a_oժ~7N:3 ۟r<{^-/{ (O몭g}~3>5Bv?noYR/^m3㫅U/ח=̡|Zgv
x}UP95眫?K==g
.mtߚxf