%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LeggeBilancio-19
2019-02-11T11:39+01:00
2019-02-11T11:39+01:00
2019-02-11T11:38:59+01:00
Adobe Illustrator CS5.1
200
256
JPEG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uuid:abf7a6bd-e2f4-124e-9f6f-87636a0581e0
xmp.did:F77F11740720681188C6CADD10909C3B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9b97fc5d-c743-d14f-bcd3-96c01952dc63
xmp.did:0180117407206811822AEDCF389BF6E9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AEDCF389BF6E9
2019-02-05T10:33:18+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F11740720681188C6CADD10909C3B
2019-02-11T11:38:57+01:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/stefano/Desktop/logo_radici@2x.png
Print
False
True
1
14.800096
21.000165
Centimeters
DIN-Regular
DIN
Regular
Open Type
001.000
False
DIN-Regular.otf
DIN-Bold
DIN
Bold
Open Type
001.000
False
DIN-Bold.otf
EurostileRegular
Eurostile
Regular
Open Type
Version 1.51
False
Eurostile
EurostileBold
Eurostile
Bold
Open Type
Version 1.51
False
Eurostile
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 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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>
endobj
12 0 obj
<>
endobj
13 0 obj
<>
endobj
24 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 419.53 595.28]/Type/Page>>
endobj
25 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 37 0 R/TrimBox[0.0 0.0 419.53 595.28]/Type/Page>>
endobj
26 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 419.53 595.28]/Type/Page>>
endobj
27 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 419.53 595.28]/Type/Page>>
endobj
28 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 419.53 595.28]/Type/Page>>
endobj
29 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 53 0 R/TrimBox[0.0 0.0 419.53 595.28]/Type/Page>>
endobj
49 0 obj
<>stream
HWneݿKi+Vm l<0:DC1קN=
O<wG_+~APBxLlχI|6mk,Ev3?v|8\ĸ<nX繋n]rLhp5P ˗헻Ǜ'lj\̡%*/nuj/n4xtR/~LO1hޮLl3ۻCw~dݢ{T6+eOv+\vpdOֶ+ݥ nW[5w$|4~3|3[EI
|䃤)?G\n=puP3CZ]WҠk/T;D}GU
scͥyrpw}pkm^Pws/$c붐 tNa2z !3`3B.OYh~ukXl\
a2ct/p!be $GsmpxK4̭g5}U}δ='
=rò1-gD4䰯3 ϗN>GUn!+uv{,}tEimgs;=AunpcjĜO/r҃ҽa,uWM?""q(DYIoחs%@UG: X n9,
*O5DQqxy:E<}cVe`U
4t0"Cs ]J
2r+Sѐ]bF=&>hPXB8fAGe!W .PDz(j'~V-aEBfp2Ӕ2zPFpSxHtY
-J=@F-9֍8!yCrC|(ѝ̐5XY<M,ٿz`拂67:4T/mWgHs赆6S_Astlzx꿂,
j 5x2p5I& gkF4QzbQ*b ٔ ЦIp@'<<1i&Mxh0HB9H@k="A1LZDi[s^=پfhl|aXnde[:,dSr'w,&Tr4kȈs=Dbxs^x](nYs670SIMZYTS:!iмL5:ђyh?snLibOEE;Nv ^nՇ{#Y9u0n67
lqr[rb?8xxɈF<5LX5zW#ARNHsff
Y[JbEPrզ)4AvxGhdxVCmw'
J2piIPWC!-6&`gsUQURgh>DMX#.I5Ԫ*3 "8ET62U#VFIKe>y<)kFllPE6۔Rǻ5*WLNY1/1Ɓ75X4ڱޙkLOS:Hyu0|a)`F|dEe:c5k[ʼn)~;"愔C%ǎRMMRj$X}( GBmL
k%
5flRfBP