%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 77 0 R 143 0 R 209 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FORMAZIONE_Acconciatura_associati
2019-04-29T12:34:15+02:00
2019-04-29T12:34:15+02:00
2019-04-24T16:11:58+02:00
Adobe Illustrator CC 23.0 (Macintosh)
256
152
JPEG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uuid:8bc3b380-16ea-ca43-b84f-f687ad4ce0e6
xmp.did:315a49e9-3e06-4dee-b47c-826ff26a5cdb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5de731dc-288e-354d-8fc7-668a0c880259
xmp.did:51489371-a318-452a-bc77-04be299df2bd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:51489371-a318-452a-bc77-04be299df2bd
2019-04-24T15:51:07+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:315a49e9-3e06-4dee-b47c-826ff26a5cdb
2019-04-24T16:11:56+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
297.000000
210.000000
Millimeters
Lato-Medium
Lato
Medium
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
.22708.otf
Lato-Bold
Lato
Bold
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
.15705.otf
Lato-Black
Lato
Black
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
.15700.otf
Cyan
Magenta
Yellow
Black
PANTONE 282 CV
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
PANTONE 282 CV
SPOT
100.000000
CMYK
96.079999
81.569999
36.080000
31.369999
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 218 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
211 0 obj
<>stream
Hdˊ%
&31?@U7=cz2P(?~/~z+wm*wSK_oro*gm?{ۿyׇ͂^
W{u{s:w}j`ޥ[]n3>Iɹod2l{ƹEc;{5쩝F}b]찢އ@nwmy͑}pas@w=;il)!q+ozӖ@z:G Vp=|(|MQP8RӾ2N{TbG7gm<_n*m/pSg~| zS, ^ۺJ2#{'wmd=Th> ,9yA_WBLOJodW.ڸOf͋zZv AA݅2Riz0c?T?i ӫ9=ĬWӪeK1rUZ^?5
qr.:kpm1Q?1D2μO>y-eGoɒ:nؤd*p^&Bayņv!C*Dg$)و!\X^HP#铐(>dAL٤!|+ HtEsI8@>1r1o7ãT8T*G0/t):H9X(F3)!jN?~wZ%tbUơXT'ƝZ)}WdzѢEܗc7cC
bo6ə9yԒ<6Ovf'k.J5|,'jIW@(x#G1
2ԐI$#&HjWs&.C;D_'zHn