%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tuboflessibilecalzato
2016-03-08T15:50:34+01:00
2016-03-08T15:50:34+01:00
2016-03-08T15:50:34+01:00
Adobe Illustrator CS5.1
256
208
JPEG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=
uuid:fa66b398-0524-6848-bbf0-d035e7f7e07f
xmp.did:58E17448252068118A6D9C64F35AEFD1
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e57a6f1e-1093-ef44-8ccc-c7cc6d127936
xmp.did:FB7F1174072068118A6DCE67B42A8762
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118A6DF1ACF3723454
2016-02-27T11:07:14+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:02801174072068118A6DF1ACF3723454
2016-02-27T11:10:24+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FB7F1174072068118A6DCE67B42A8762
2016-03-02T12:09:39+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:58E17448252068118A6D9C64F35AEFD1
2016-03-08T15:50:32+01:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/Micio/Desktop/SCHEDE 2 FAST/tuboflessibilecalzato.jpg
Basic CMYK
False
False
1
29.699996
21.000165
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 0.0 841.89 595.28]/Type/Page>>
endobj
8 0 obj
<>stream
H1
0='hd8GppUĵ2^>B"
nr<[AYCgI= Λr3Ƈv֖ n`
endstream
endobj
12 0 obj
<>stream
8;Z\7]oLi$$r4.!DmFlqne,sY-UZi&7:/BLm-Pi^Su>5/JYGfb8R^g9N&6:=]$;Q:)<@;-?g7"[as&i"(ruqRX!lm
+iHfnHhcfR-:H;4oAquP_qg9t*(LiN/TFHX0)UhRhRh*jFi$:)I=40>e@;WRX\"Y=
SGRbs*4;a@Y3PTm9u:IiF9M0:'`A+LM5*Fi\Vf7e>%G/$:'g(e^+:^l0[9f"kb1T7
9=2SBJb-$Scr>p^0g/B`Ha[leI*pa9*E`)\0$N[Pn<:Nq'/l&X\V+Z4@?(^2RGHe`
Zlegs^sgZhL[6;A%*+__,o8@/H0\''J(\];n]b`OaTn/gi6NO_0>NilbB9$=Aer&\
Id`8g?aji3^COlnkbW+n34g:&LUKKP;/\JaRaK9VU3UpV'IcV9>a)B?__X\/$Z2#f
H]-mhUDC9/f(Y/.;SBnf/Q]FdnGcmfF`j1A`p_=(>V6EY/t9?,Ju,.uo:##6BiGZE
a=,0Dp'cg/'#k"PmLa37$>g`a/Ed^^/-t1VhU+lZpMtYLOkc-abni;H-N=^bYi:,M_AatD'V[A2'hrHrbH8&
2+I>G(B%'EjQM_5!<'%=i.7>A*;d-u7VH"HM@s3AGoaO3O#f=k-3CSretK%i=`oi'
(:H?=CL^=@[H^"2(4=VA0rFX#Qjp!#H=K.HM5Y3Y6'eb]f"Qn:5d3<-%#FdO)2U:V
9-NCsh\"Ab#otdRO1qJZkAp2(pNI-io:3I,Z%h*s(a6HoXXQ'!SAS)9`YHUp74';`1mgD&Krr\O0+k+#eT[_#Cp=REEDn&JbRgu'P7V'
ZlMb%o\r%qKlp",ju[#R"*g:Q0LJptNW\iB%#,:&a*=4<[LIjXkc83NqA5cj7ENa:
pZ5<1UDn*\iJ&:hGW"]Krg])K)"ggKrYjV#2SL%-$inJH#g!~>
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 832/Intent/RelativeColorimetric/Length 405069/Name/X/Subtype/Image/Type/XObject/Width 1040>>stream
H엉WTD9iO%fhԺ@M4%&Z5p,ǸGYTJ 0