%PDF-1.4
%
1 0 obj
<>
endobj
32 0 obj
<>stream
application/pdf
giacere_sul_fondo
Adobe Illustrator CS3
2010-02-27T16:43:16+02:00
2010-02-27T16:43:16+01:00
2010-02-27T16:43:16+01:00
200
256
JPEG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uuid:D1A08BBDB623DF11A9289D8FC771C1A3
uuid:dc81152b-6b95-4da2-9b8f-4a662e0b7feb
uuid:D0A08BBDB623DF11A9289D8FC771C1A3
uuid:CFA08BBDB623DF11A9289D8FC771C1A3
EmbedByReference
C:\Documents and Settings\Dory\Desktop\vaniatoni.it\autori\giaceresulfondo\images\11.jpg
EmbedByReference
C:\Documents and Settings\Dory\Desktop\VANIA TONI management.jpg
uuid:a0ac8730-d669-11dc-ac83-d0aa1aab29ed
adobe:docid:photoshop:f0bbe051-d666-11dc-ac83-d0aa1aab29ed
Print
1
False
False
209.999994
297.000002
Millimeters
ArialNarrow
Arial Narrow
Regular
Open Type
Version 2.37
False
ARIALN.TTF
ArialNarrow-Italic
Arial Narrow
Italic
Open Type
Version 2.37
False
ARIALNI.TTF
ArialNarrow-BoldItalic
Arial Narrow
Bold Italic
Open Type
Version 2.37
False
ARIALNBI.TTF
ArialNarrow-Bold
Arial Narrow
Bold
Open Type
Version 2.37
False
ARIALNB.TTF
Calibri-Bold
Calibri
Bold
Open Type
Version 1.02
False
CALIBRIB.TTF
Delicious-Roman
Delicious Roman
Roman
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
14.843798
100.000000
89.843798
9.765601
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843798
84.765601
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921899
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
34.765601
84.765601
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843798
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921899
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
84.765601
9.765601
100.000000
9.765601
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843798
29.687500
94.921899
29.687500
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
79.687500
9.765601
44.921899
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921899
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765601
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921899
4.687500
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
34.765601
100.000000
34.765601
9.765601
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765601
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921899
19.921899
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843798
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843798
44.921899
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765601
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765601
64.843798
39.843798
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843798
64.843798
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765601
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765601
59.765601
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843798
64.843798
89.843798
34.765601
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843798
69.921899
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921899
79.687500
69.921899
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
29.687500
69.921899
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
4.687500
69.921899
89.843798
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
4.687500
89.843798
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
29.687500
0.000000
94.921899
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
59.765601
4.687500
94.921899
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
29.687500
0.000000
9.765601
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
59.765601
9.765601
4.687500
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
79.687500
4.687500
9.765601
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
5 0 obj
<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>>>/ExtGState<>>>/Type/Page>>
endobj
24 0 obj
<>stream
HtWn6}mn l)%^(D%_Hf̙3Cr).}zsMEYD|ӹ}i:>˲
] BWj9?HÜcwNiQs/[<ħ^+1sjMK9(T
,kjTxY,rM'^n${ߌTԪBUJ4<)^,tSȦ3U{ȺԋJ6FI~! c ,C|Wjǀע
gg;ټ0<мC:{22Z