%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2018_ A3_ProgettoEstate
Adobe Illustrator CS6 (Windows)
2018-04-12T11:12:56+02:00
2018-04-12T11:12:56+02:00
2018-04-12T11:12:56+02:00
256
192
JPEG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xmp.did:FDB392AE313EE811B40FCBF41440D71B
uuid:a809dc27-d355-4f3d-88d3-e5ab150ff673
uuid:CB33878D9DEDE411A4D9B692F7AA94AB
proof:pdf
uuid:bae8ede1-d6d7-41e0-8baa-1515e7afc773
xmp.did:80E5A546D03CE811A9C1F7AEFA44FA18
uuid:CB33878D9DEDE411A4D9B692F7AA94AB
proof:pdf
saved
xmp.iid:E564F58DE315E611BC8AF2010095D54D
2016-05-09T14:42:56+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:FDB392AE313EE811B40FCBF41440D71B
2018-04-12T11:12:53+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\NASFM\Grafica\Archivio_Loghi\Associazioni\alpini\Logo 2.JPG
EmbedByReference
\\nasfm\grafica\Archivio_Loghi\loghi vari\oratorio\Logo_Oratorio-Ufficiale.jpg
EmbedByReference
\\Nasfm\grafica\Archivio_Loghi\ComuneNembro\ufficiale\LogoComuneColori.ai
Print
1
False
False
29.699996
41.999986
Centimeters
ChaparralPro-Bold
Chaparral Pro
Bold
Open Type
Version 2.081;PS 2.000;hotconv 1.0.68;makeotf.lib2.5.34792
False
ChaparralPro-Bold.otf
GARFIELDtheCAT
GARFIELD the CAT
Regular
TrueType
Version 1.005 2011
False
GARFIELD the CAT.ttf
KristenITC-Regular
Kristen ITC
Regular
Open Type
Version 1.05
False
ITCKRIST.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-BoldIt.otf
Garfield
Garfield
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
GeosansLight
GeosansLight
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Blu grigio
SPOT
100.000000
CMYK
50.000000
40.000001
30.000001
0.000000
C=100 M=0 Y=0 K=25 1
CMYK
PROCESS
100.000000
0.000000
0.000000
25.000000
C=65 M=76 Y=0 K=0 1
CMYK
PROCESS
65.490198
76.078397
0.000000
0.000000
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 111 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
13 0 obj
<>stream
HWˮIܟ8zn14Bh|>}!͵NuU>"#>ỏ?ZG-?>>z_Uv-~E}z?=ϲñ[KK?=>=~x/g7o]Ӽ،pv/l1JثٹJ}Y`6fXurq
qҘ(%e*ٱ?]Ko|b7!yL.s1%lƚNcx?1]@5P7$cm0O86~7":GߛMa(Z x"q<=cr܍:.QL^bӲMn∪/f*n8ug'ͦ
/an@)B
=cs*sOb6:keiFbx
x}<(+
ޥAˢ\[c7B`Tc2딽f3e)Xpy2Γ=JB+D!#ue !\>{ +C@CKt^+7O`r[ex:#ۋh[`ʣ\~a)(n"r[
# 2i;"Ͻ73LXpD*^;
J7<fY&s$5\#8
5o.cP5Y}bp7og`\rr>0^<},>&ٰ~unA;h{&e0)$.aoS
<@;8Y!,n#T-
ۉZX+>lT1y`!=@BֱGm9jU⯤L@WMCuj$p