%PDF-1.5
%
1 0 obj
<>/OCGs[19 0 R 735 0 R 1449 0 R 1539 0 R 1631 0 R 1723 0 R 1811 0 R 1913 0 R 2015 0 R 2125 0 R 2234 0 R 2326 0 R 2419 0 R 2491 0 R 2561 0 R 2633 0 R 2705 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Scheda 01 sacerdoti
2020-09-25T17:14:56+02:00
2020-09-25T17:14:56+02:00
2019-09-21T01:58+02:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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uuid:c8717c92-c831-411a-b350-379f60fdc545
xmp.did:50FE651FFEDBE91183CCA37FACE5BB58
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ee999719-24ac-4fdd-8c09-619d70f749d6
xmp.did:48BA7925D9B9E9118E63F3079AF6C38C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:48BA7925D9B9E9118E63F3079AF6C38C
2019-08-08T17:07:26+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:50FE651FFEDBE91183CCA37FACE5BB58
2019-09-21T01:57:48+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\ASUS\Desktop\ASUS VECCHIO PC\importante\miei progetti grafici\2020\Missionarie dell'immacolata\schede sito\immagini utili\immmm.jpg
0
0
EmbedByReference
C:\Users\ASUS\Desktop\ASUS VECCHIO PC\importante\miei progetti grafici\2020\Missionarie dell'immacolata\schede sito\immagini utili\immmm.jpg
0
0
C:\Users\ASUS\Desktop\ASUS VECCHIO PC\importante\miei progetti grafici\2020\Missionarie dell'immacolata\schede sito\immagini utili\immmm.jpg
0
0
C:\Users\ASUS\Desktop\ASUS VECCHIO PC\importante\miei progetti grafici\2020\Missionarie dell'immacolata\schede sito\immagini utili\immmm.jpg
0
0
Print
Adobe Illustrator
False
True
1
210.001985
296.999942
Millimeters
HelveticaNeue-BoldCond
Helvetica Neue
77 Bold Condensed
Type 1
001.000
False
HLBC__.PFB; HLBC__.PFM
HelveticaNeue-Medium
Helvetica Neue
65 Medium
Type 1
001.002
False
HLM___.PFB; HLM___.PFM
HelveticaNeue-BlackCond
Helvetica Neue
97 Black Condensed
Type 1
001.000
False
HLZC__.PFB; HLZC__.PFM
HelveticaNeue-Light
Helvetica Neue
45 Light
Type 1
001.002
False
HLL___.PFB; HLL___.PFM
HelveticaNeue-MediumCond
Helvetica Neue
67 Medium Condensed
Type 1
001.000
False
HLMC__.PFB; HLMC__.PFM
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Frutiger-LightItalic
Frutiger
46 Light Italic
Type 1
001.002
False
FTLI_.PFB; FTLI_.PFM
Frutiger-LightCn
Frutiger
47 Light Condensed
Type 1
001.000
False
FTLC_.PFB; FTLC_.PFM
Frutiger-BoldItalic
Frutiger
66 Bold Italic
Type 1
001.002
False
FTBI_.PFB; FTBI_.PFM
Frutiger-Light
Frutiger
45 Light
Type 1
001.002
False
FTL__.PFB; FTL__.PFM
Frutiger-Cn
Frutiger
57 Condensed
Type 1
001.000
False
FTC__.PFB; FTC__.PFM
Frutiger-Roman
Frutiger
55 Roman
Type 1
001.002
False
FTR__.PFB; FTR__.PFM
Frutiger-Bold
Frutiger
65 Bold
Type 1
001.002
False
FTB__.PFB; FTB__.PFM
Frutiger-BlackItalic
Frutiger
76 Black Italic
Type 1
001.002
False
FTBLI.PFB; FTBLI.PFM
Frutiger-Italic
Frutiger
56 Italic
Type 1
001.002
False
FTI__.PFB; FTI__.PFM
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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 2714 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 2718 0 R/TrimBox[0.0 0.0 595.281 841.89]/Type/Page>>
endobj
2715 0 obj
<>stream
HWێ8}7uXoo3"Kobe;H)R=IfA**sH[ѫ^Y"\$/&hwWji4I39ū~Ii/^$~,~Xbfs.T"*~zKci#GUϓd"9V0g6CR abGV7U?
$2DUUuCUk+,]y2wj@?vsO=ɉ.&6Q( vfmb4O'E6I:ɟJ87&Go:g?Yy?]_z8?C_?%uy]PUiz69qY@c'WӾվGuGNR3:D
T\9ݗP(4|-\SV}>bjb$Lt@|HFHO(#E:r6H+,-mH2# 9@|MĒniLJZJ*JNGGvhPϺƽh:|]W}וe?ZI2]SukSP㺋FSE_}|AptuEjXeU]TZ(C"FXzoSEwU҇cKeL=Gj3$9MG!
=}~ c"@z бp=mOÅ4ibOs=79l(h`mǬ1jKo~f;Z
ŷGV[5]CBc@Kn.sLl5@PEmԙ2U_P¨1=d;n4QU'