%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Manifesto preparazione ordinazione don Filippo Definitivo
2021-05-29T16:36:40+02:00
2021-05-29T16:36:40+02:00
2021-05-29T16:36:40+02:00
Adobe Illustrator CS6 (Windows)
204
256
JPEG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=
uuid:3d40e772-3355-4c17-bb2c-e97e1d71630e
xmp.did:A6D9B2468BC0EB119B3F94A0CBD0247E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5615723f-8929-4b51-8869-775b9689f982
xmp.did:F50171E0D2BEEB1191FC8311EC9C7D50
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E2C1FE4278BDEB118568E5D72F39B0F6
2021-05-25T18:42:58+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A6D9B2468BC0EB119B3F94A0CBD0247E
2021-05-29T16:36:38+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Radio\Desktop\Manifesto\SLORENZO giallo.jpg
EmbedByReference
C:\Users\Radio\Desktop\Manifesto\Ordinazione Filippo Fronte 2.tif
EmbedByReference
C:\Users\Radio\Desktop\Manifesto\Filippo.jpg
EmbedByReference
C:\Users\Radio\Desktop\Manifesto\Profilo basilica 2.jpg
Print
False
False
1
841.889648
1190.549805
Pixels
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
11 0 obj
<>stream
HWnF}W#YD^x۾vVVQ%VV"_=CQȶ(ww.眙=pBGg'OO(ThE*-Ҽ$eBҺ>S
Gͻ Ke]F-D%2IREA#*#r.KAm Ǒ`h,_D**Ud<5eVx]'].]뤊]'RƵM6!Ȋ]VNH2Reel$Sqlsx̛6Y\CHǶs7MFYl} 9T4dkvM Z07Mm,
-59Z'ylv{hoUpZ F'Y;_EG5ͱյI_mB "{9Ĥt˺遢F\m::6y@[TVtA>Kg뮳!ݦNP7O3Ɖ |O)D7BĖ:W ;Y8Ԏ-h\KM\LT!6NdaHWlՋ%ɴ{zw\â.8HǦY·$
*g-"-5W