%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 78 0 R 170 0 R 256 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NDR_2020_tavola rotonda
2021-03-13T22:38:10+01:00
2021-03-13T22:38:10+01:00
2021-03-13T21:55:06+01:00
Adobe Illustrator CC 2015 (Macintosh)
256
236
JPEG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uuid:5ecac1a8-ba47-d94e-a14c-fa3790ae0dc1
xmp.did:56b390b8-fe7b-479c-aca3-fb7546385b61
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ec31c3aa-2f67-1a4a-bc38-51a815d5607f
xmp.did:7785f37b-0b11-4e0b-8ca6-5867f9b3b1c7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:02e3f988-4d5b-4de6-a54f-07066333a69b
2020-11-20T12:08:36+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:56b390b8-fe7b-479c-aca3-fb7546385b61
2021-03-13T21:55:06+01:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
True
False
1
800.001222
400.000611
Millimeters
BentonSans-Light
BentonSans
Light
Type 1
001.000
False
BentoSanLig; BentonSans-Light.bmap
BentonSans-Book
BentonSans
Book
Type 1
001.000
False
BentoSanBoo; BentonSans-Book.bmap
BentonSans-Bold
BentonSans
Bold
Type 1
001.000
False
BentoSanBol; BentonSans-Bold.bmap
BentonSans-Black
BentonSans
Black
Type 1
001.000
False
BentoSanBla; BentonSans-Black.bmap
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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 261 0 R/TrimBox[0.0 0.0 2267.72 1133.86]/Type/Page>>
endobj
258 0 obj
<>stream
HWˊ߯\-eD
^6ad>nꊬȈ'woo{\̚x1k&4}95Bd'jmmY?.~ZHh!Wg_R^mny2+Ÿ!-İBYmM|(}fhdg}H_8?r zhYZM̰-;\?bXvan2 ߕ7j*7s.QOG[6@NiM)`W {fclÁPZ[\cm[P;pp
"cQPWbEp>{yM.A.,#$q|cRa5:wZ-!#V_y
>xFP#h㚣r.IKHk(#"=tMCR3v@΅spZ/mUhb䰘 9<&[=1PbiKqb ^^ӂx.APx#&%H>ӲbƩ()oE%[a GIr8,wBAv`j*-&4C u4vVi2Ε4 /,!gMW2I(%2jNx搌iXGGLg2"Լ,A"4J5pF,h!M'UXCrxOē4O<Oē4':|}e^b$BNvl(Jz$v֯!
va,:V6
qF'~Y8W[2^8ȧ$1R^&Wj1\ulۻjsMD_gRRi}F F3)b @
(%b9UDB[GPբfJwψW4wz]s_ۓ1.+<:l.@W@(0$v l° 'FR-"v# Q&Q7+3+M& q]"TV)vREI5ԧAfOiڢ-#bj]'P"P{y3v3/M̜nEqB ]S"dwkE^2S
dx
խAv)ckbN~oxUęD dӦ}`HK}+-$v~lVs+Yl"?P$Jg{߈En$:V!
[
I:$d w]ZrH(5c1j$FFg4-βѥRoՏ[9ö2X[MH?6k;,I0L&`W}Y+7D+I٠!RZ/F5(V ÎB9l6ѡj./fJ"f).qqF.'-ęv3@4 M2,Xfށ3$wʔɨž=
.p;-/t,ԘaiZjU}1n" ĕ mJ9\
APHUYRaB2Mg00ۃh0ԩmxV"V{JUn-0k~tbSn[0SX鉾o
CT~
pwO/wJy@
{[S@`,áK*Qw.؈_b EDQfd~Em"k^r;5ۑvvSvnĮ+
sAPJ0mC?ȶnA-ɻSTg~:O߸
2OlQPnr85=a8enlmfغ/lp檫'ω0)gSx3@^PA] aO^ma.(OO?6J.e[yPW5<plC?uBmgSp?cjtR:H{^RkhUHD=Sg./
L@! 2ueuL^58h1<^lyG1#e$+υl}:~;|'Ƨn^nglEYR(?68jbm[/~h9smw< 쓦[]ⱋJs-rA䟶r܈jk_2Z՞6uhc3YFQio
rBUē*t[T#(FY+ǎ;F˗Pi.\ɁCiVNWX@zmtUqP\ XCxAD?{7uڿ^uCkV_ZCnM1#2O<
p i(K,|>u_ܯ}60Љ[cҲW&&z1
5~-tn>|4yB/E5=5AJ/bnP$ń^:r$G@BY
%K52
` uŝU͡@b1̮<"xEZ~^t J˴֭L
]r뵮MJ֯aߛ?EB6:^p73QpZ*,
&\:iyff@YW47OC~:UFIi=P5>]o*bky"RH@iysC6=!u:Av"홾Mu(+&*p-q?of