%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
qm-metrico
2016-03-02T12:53:51+01:00
2016-03-02T12:53:51+01:00
2016-03-02T12:53:51+01:00
Adobe Illustrator CS5.1
208
256
JPEG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uuid:1ffc31c4-581e-6e47-84df-ac4e9a00d654
xmp.did:04295D120E2068118A6DCE67B42A8762
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:CAAB7F0E0D2068118A6DCE67B42A8762
xmp.did:CAAB7F0E0D2068118A6DCE67B42A8762
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FA7F1174072068118A6DCE67B42A8762
2016-03-02T12:09:18+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:CAAB7F0E0D2068118A6DCE67B42A8762
2016-03-02T12:48:29+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:04295D120E2068118A6DCE67B42A8762
2016-03-02T12:53:50+01:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/Micio/Desktop/PDF Schede prodotti FAST /qm-metrico.jpg
Basic CMYK
False
False
1
21.000165
29.699996
Centimeters
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
Colori per croci
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
H1
0@= ڤMmڊ8$"M߯}+c-y'<_H[(R/spY$XMNĒq_.zSO n[
endstream
endobj
12 0 obj
<>stream
8;Z\74*'(0&Gjjki"_D1%>`Ha:K:_QGf#E0mna5='?P^>Y&.N&ZKL$G`R'+5gWTlu-
_s0;Zd-I<0>XCWqkQ\?)S5TrjFToU]j@$+)EY&R!n)OJ/cDW76g@/Fbmhk;qq8mJ9
Y.1$T0RfL(s*(slAgA5mYc%@'A+nqRT?N@M^[UgSje$VjDLO24eTs%AA^D1l,0o=m
\R2KC2j=B?Hp?Ee\!f>W?V\b'QkN`rGru81!3?F!!#'6H1")Q_JM0]JW)Uq(-@hc6
I3R(Njcj^[4l$M70rMM=Z+>,*'n;1LX/bHtmD@)1ms2;?VOVB_=,!h-Ea$]JE@EuX
P')^/U#VsG8KkH'4'F3@4&>='OYl*%TA7TL1pQ+oqo"X^7`'eN(u#cL(nWTV0L6O@
]K&4McWW0`CiE$OC?KZXE'orh"]$uF1kaS:B1!B7#gF\)M6NUsEn(LLqADX6j!T(j
_&jmF+ZLfdKi'(f!fXb,!Z<`C%cGsCDNJFgFOi\OB.Ya@PDu^>'2O8GZ_!OaNBU4c
"=mTJ\ucX,H$>nR`7_7;kt1M0lO!IRJVi6!"rDS(/3DK/b\5(D;I&_%W,/-;aVIN_2t9Tj2^^O>1O@^8PbN-%VIAEId@l1
SUmBJhZ_S]8Rc=h;C$[B#+%Z,`aM&Di@LAl'2PXl]0kma;XbBI&C.2e)!mMDbF>&*
_:,ZsB>L9)5gdSnJP8PboG\B\5:K=\i(VHlQN"NI7h=`51C=\kJ8W7Lt;
4O4Yqj,9B%1J]3b0j-O6a[n)(>r[de'2R>8>%;c[%N(2BBq1OZI7'8GLqi^rC0YLQ][Z8H7]U7RB&nXVZ0ZQeOKY?N:B0D*u<2H0k[3rGs
5(qP:69!&M-_C2fkc+/),],Q5i2'54U7/krTdL='^[$i]pbP^'-U!akJ_(XcTkpVY
Y+69^6AO<;TCo!t*ZI"Rf^KIqgo'G0O2c;7:d#'`:77k]oQJtgVXJlZRp);1/~>
endstream
endobj
13 0 obj
[/Indexed/DeviceRGB 255 14 0 R]
endobj
14 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
11 0 obj
<>/Filter/FlateDecode/Height 1040/Intent/RelativeColorimetric/Length 464828/Name/X/Subtype/Image/Type/XObject/Width 832>>stream
HiPUpigu;L¢tj;M5
1Uc4iԦml'&NE@l"*rDAYAYd]Ye.{g?Dcj7Y,s^ X.%GXx?-rr`^F^/^6 xB1eH;RD+|4#+T'8U
u0m5RӤ)T+zK'xf4'Ҥ
-}LHͨ
צnjBʨx dbl#gi%]S5؉ۜjՑPm&L=Jrbj:v%j'yNmPmB9_mB̫a!MR_
oK2K4CtG%"##]Q30p1ҟNI|"Q]jV
AJ$0]WoL[Nt@5R\NE9RJk$̪Oa[Gx5 &,`J>666:jȳOr.ΫԸO51}b^qRd(n[Y!nM$H 4]UC44-inNrzOzp !!lŶξt?Xepζεʵ?\cQ~+7S#mi>6li]L:"/&;ʉeM#'&)BM
WB
Lb"-#KJ%q?#9)NL )_C ďN .XgʳYkLֵy@߳.L=2ER8#sMwGFgJ%G&.e1E%cݽbyNHAIevzCMMVw1