%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
[Scheda Tecnica] Batuffolo
2016-02-25T15:12:13+01:00
2016-02-25T15:12:13+01:00
2016-02-25T15:12:13+02:00
Adobe Illustrator CS5
188
256
JPEG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:59cc2e10-17f0-4d34-8e9d-44891f649583
xmp.did:06350D07C9DBE511BCC9A21275007948
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:91c710f5-aeda-42b1-b9bd-e45f21ba74b0
xmp.did:19DB6EE4F5C0E511853DA47CDF4BD648
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:DB73614FB7A4E511A860A78B011987F1
2015-12-17T13:11:32+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:DC73614FB7A4E511A860A78B011987F1
2015-12-17T13:11:43+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:DD73614FB7A4E511A860A78B011987F1
2015-12-17T13:17:43+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:33676EA16EADE5118FB1ED9ED3617B98
2015-12-28T15:27:51+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:34676EA16EADE5118FB1ED9ED3617B98
2015-12-28T15:30:46+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:0BEACE88EBB5E511A728BDC848F17DC2
2016-01-08T10:43:28+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:B32ECC08FAB5E511A728BDC848F17DC2
2016-01-08T12:27:44+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:B82ECC08FAB5E511A728BDC848F17DC2
2016-01-08T16:34:52+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:16DB6EE4F5C0E511853DA47CDF4BD648
2016-01-22T12:41:49+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:19DB6EE4F5C0E511853DA47CDF4BD648
2016-01-22T14:56:36+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:06350D07C9DBE511BCC9A21275007948
2016-02-25T15:12:09+01:00
Adobe Illustrator CS5
/
EmbedByReference
\\SERVER\Users\RPirruccio\ROBERTO\DOCUMENTI\CATALOGO\SOLO PRODOTTO 2015\PRODOTTI - IT\Taniche 5-10-20 kg\BATUFFOLO.png
Print
False
True
1
210.001652
296.999959
Millimeters
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
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
100c 90m 0y 10k
PROCESS
100.000000
CMYK
100.000000
90.000802
0.000000
9.999200
Grays
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/MC1<>/MC10<>/MC11<>/MC2<>/MC3<>/MC4<>/MC5<)/Visible true>>/MC6<>/MC7<>/MC8<>/MC9<>>>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎ$Wdyl`Ag!{
X;"f֬f`cF?W~n7n[j[]zR|poo=ywn~k)ַܳmĦo!~6T&ݵVvxĵB5_1ə8:W%6H5WL] ow
n\@"LJ;
|