%PDF-1.5
%
1 0 obj
<>/OCGs[23 0 R 71 0 R 119 0 R]>>/Type/Catalog>>
endobj
149 0 obj
<>stream
application/pdf
iovotono_73_rocca di mezzo
Adobe Illustrator CS3
2016-10-01T16:29:27+02:00
2016-10-25T15:22:22+02:00
2016-10-25T15:22:22+02:00
184
256
JPEG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uuid:FBDECF1E8689E611A883C26EF6C49275
uuid:a874e304-95b3-6b4a-b663-578b295df82c
uuid:FADECF1E8689E611A883C26EF6C49275
uuid:F9DECF1E8689E611A883C26EF6C49275
Print
1
False
False
209.999994
297.000002
Millimeters
OswaldStencil-Bold
Oswald Stencil
Regular
Open Type
1.000
False
Oswald-Stencil.otf
Oswald-Regular
Oswald
Regular
TrueType
Version 2.002; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Regular.ttf
Oswald-Bold
Oswald
Bold
Open Type
Version 1.000
False
Oswald-Bold.otf
Oswald-Light
Oswald
Light
Open Type
Version
False
Oswald-Light.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
90.000000
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
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 8.00
endstream
endobj
2 0 obj
<>
endobj
23 0 obj
<>
endobj
71 0 obj
<>
endobj
119 0 obj
<>
endobj
120 0 obj
[/View/Design]
endobj
121 0 obj
<>>>
endobj
72 0 obj
[/View/Design]
endobj
73 0 obj
<>>>
endobj
24 0 obj
[/View/Design]
endobj
25 0 obj
<>>>
endobj
118 0 obj
[119 0 R]
endobj
5 0 obj
<>/ArtBox[42.5195 40.1572 567.697 803.776]/MediaBox[0.0 0.0 595.276 841.89]/Thumb 148 0 R/TrimBox[0.0 0.0 595.276 841.89]/Resources<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20161025152222+02'00')>>
endobj
140 0 obj
<>stream
HW[o\~?x͖@EҦ ZfY:CH-hũ8yybyP"9-S>{ibo6b?<_bipooQo%bh|({Yt\by=Ǐp~^owX-lvͱ?Zxӧ{l9XLF'a.$E?-^ZeBW((F=RIO{B.2*d!02;=uDU(.IxprvXb1O:6-Po];'5VW2xeIqf=BW/Uً&F;Md͈F[*rBg;1mAGR%AZ87R -[Q$Mc2P9G~&6+c\#(ubp{%,$KSJv&kIMN(8-)\YF (U)3S(
ZZHVd&!1RٕS+d*)j;ЀnDŽAɖ)TkƔU)IJiMH6rT2ҥ