%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 2233 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Scheda 01 sacerdoti
2019-10-05T18:08:29+02:00
2019-10-05T18:08:29+02:00
2019-09-21T01:58+02:00
Adobe Illustrator CS6 (Windows)
256
164
JPEG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:a9c9225d-fbfd-4560-b493-b7554fc1134b
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\importante\miei progetti grafici\2019\Missionarie dell'Immacolata\Schede per sito\Materiale Schede\immagini sch\04a scuola di preghiera.JPG
EmbedByReference
C:\Users\Asus\Desktop\importante\miei progetti grafici\2019\Missionarie dell'Immacolata\Schede per sito\Materiale Schede\immagini sch\04a scuola di preghiera.JPG
Print
False
True
1
210.001997
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.10
False
arial.ttf
Frutiger-LightCn
Frutiger
47 Light Condensed
Type 1
001.000
False
FTLC__.PFB; FTLC__.PFM
Frutiger-BoldCn
Frutiger
67 Bold Condensed
Type 1
001.000
False
FTBC__.PFB; FTBC__.PFM
Frutiger-Roman
Frutiger
55 Roman
Type 1
001.002
False
FTR___.PFB; FTR___.PFM
Frutiger-Italic
Frutiger
56 Italic
Type 1
001.002
False
FTI___.PFB; FTI___.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
HelveticaNeue-MediumCond
Helvetica Neue
67 Medium Condensed
Type 1
001.000
False
HLMC___.PFB; HLMC___.PFM
HelveticaNeue-BoldCond
Helvetica Neue
77 Bold Condensed
Type 1
001.000
False
HLBC___.PFB; HLBC___.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-Medium
Helvetica Neue
65 Medium
Type 1
001.002
False
HLM____.PFB; HLM____.PFM
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
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
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 2243 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 2247 0 R/TrimBox[0.0 0.0 595.281 841.89]/Type/Page>>
endobj
2244 0 obj
<>stream
HWko6n`?zDX,q2ELv]`Eȴ]=\Iv=yMwEs=$/gˌOW36f$g_9[DeITLKZ'ifX&ɧĹ3櫉&e\y=~-meҳM֏u߰2ZF3P':"b4-!^4~ÂLTdaekrR,MD;DhW)1v"UXW}q}oc,Ë\zbuL+kT`u]y<+mW ҸBb;!1j-0^7'~wRfeo$E!fYӱel6t11ia~0g! D_ZV|:sу⇈o+ms ՛0l+&>g mrn?9\♦hSkz/71kqFLe7]c6F7e]ަ+zS9z3VښfMBC^-Mw(mwI@ ʕ9QT)'cpS 5RS z>A]u f Oj
UIkٞ{^-OSQZZdm!fK
}r5ۡe9*ԓk[&se C3i{¡93