%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
scheda_illustratifa_frangisole_65
2019-04-12T17:48:50+02:00
2019-04-12T17:48:50+02:00
2019-04-12T17:48:50+02:00
Adobe Illustrator CC 2017 (Windows)
256
180
JPEG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uuid:5b70b890-0643-4376-8796-995d6f252228
xmp.did:5499f440-90f7-3d40-9688-713f1ff0fc33
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:122a586e-3ff0-47ac-9305-c2e8012b4a7a
xmp.did:bbffabc7-60ed-8845-83b9-a23281aac743
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5499f440-90f7-3d40-9688-713f1ff0fc33
2019-04-12T17:48:43+02:00
Adobe Illustrator CC 2017 (Windows)
/
Print
True
False
1
612.283997
858.898010
Points
Calibri
Calibri
Regular
Open Type
Version 6.21
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.21
False
calibrib.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
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
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Vivaci
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 612.284 858.898]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 612.284 858.898]/Type/Page>>
endobj
159 0 obj
<>stream
HWK,
U^>$WAFA` 1x`d?U<'F%os}*_/?|o}HO|7ͷ}Vo wq6CiBQCr\v8#hs#shinˎ
dkoeX"$Z.XZ^DT7'>A9@]|k<c@y a@;숻T{:L#X]=}V&=r ]Qp;HR#c3
I,uwp!Eٱ-[2?}qE=c佡
O;NT=4̖N4
@(3j';{jϑ=YFORBo2CABP;@R|9 $%W6ux,Smyp3){ΑƉ`y5K}bjk!ф`LocH{2*-by Wzl[h!sgٖ 3-^%7̇ {ЧڌBa8ˌBz\Bq.Jo>}a[ŔS#!ФGn?ڛޣnP9xAV(3Ld 4'pYq9BF7':(yF;iȑt9-i4$"!y%X[rآjdcrKj`U-*?a!-W4<ķrpm{+ME ^M[xС}P4e*Qwxūg1[G 4_er?
'dXQ\-;+)ÅDeGa76̄ehͫ0,GA#"oh`7'/|[%]t'Zќٖ3s%{ZZė>~}];sP^4n!rǐrsդKGKY?:'Cs u{huy~[ˍER훲?HcQ2wD; FeybH!Em%{@*s_8F^Hi7G'ah]q"V0;`"Dbfq8Ծ-*YEozdsF}} F2i
Us<1rĭ47Քk4hXL^~N9_olM f7]"19c}-q v
dIV݀ %[ȋg_.;ksHP
unk ;rk 0KpwɱM"G̮pʸq;=]
clR=\hH"|7ntq3 Xd << D+ KFx=AcǎCZ=h
˗;Gg~w_+{}jp:oUb/{ƪG:LqpvP"ER1މfoP`
pWx +37E;#aEɅ]8k?RvSU7/Ns$ρz8bgT0Bs@y aguw;KʎK4յ:J 4xZ!T 7@&uN8넠yn\z ' <?O? H.7̇ {ЧڌBa8ˌBz\Eͧ/lB;{?|KHH!-4i[(EƏ@7QŢ$Y'g#lƴ[;":!dT{#xHg |١N#ђFCrz!XDTJ1^1l ʫ`rpm{+ME ^M[xС}P4e*Qwxūg1[G 4_er?
'dXQ\-;+)ÅDeGa76̄ehͫ0,GA#"oh`7'/|[%]t'Zќٖ3s%{ZZė>~}];sP^4n!rǐrsդKGKY?:'Cs u{huy~[ˍER훲?HcQ2wD; FeybH!Em%{@*s_8F^Hi7G'ah]q"V0;`"Dbfq8Ծ-*YEozdsF}} F2i
Us<1rĭ47Քk4hXL^~㟿p4xr}kȔvy vX/\3n
Xcm%KJ|] /ڤFal>c$va]K~Xpb.A9$"6$fԥ,UK*i}{سB}k@| .{~yp>0z?_&ߟ(O|pcVr =#ۃ_Suxj\zG8ֿ3 "x=)BlqUvwtx?QN y31{)Dﬓ띆ȯWD$=9 +|;߾r?~\x8HX}gۯ?¹o%үdz6{gxois-d7Eqz
JAPpkU?i2q3Ͼ*XO{*[_
J_u/ڭ>8__nPկ{;ɟ%O1ְt'5\_ϑI5-k<uK,MQ]98/dلWōwZN?gџ:m7~G<'sg?sxӂ@OɧhK
75G=[,6Mp[.Fؖǘ#,Lj#) YsӺꪴ)RkckcK 0>pys kAYXo0?w4'sI%c0F {8UwAE
5 flQ?f8.; #Vb9b"]{[V1*V]YVյ~qřxs9_'j[7fI"kZW=Ea/dߗ{l~xDIbVq{!>ĐľpւBά\z+m|1fo_ǘŏ1Ib煮)zJUNs\WLk[9f qYhA4-rʂU@dVUO][9fcbǘ"eUeٳXUVf=rЁE'*"Gzڌ{4iPKq9Dv%Cp֫
VdjPŃ2*jacFxgE1á5uh꺢
`yNY>x^aQEOYl
, xCRXC7ǙatvlRγxܒe!NZ`kP;4C.0M
i7tB$dr't(˯dLP>Xy}(lhVTfŊlkגtI1֖tHP:K