%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RDReasearch_infographics Greek
2018-10-25T10:11+02:00
2018-10-25T10:11+02:00
2018-10-25T10:11+02:00
Adobe Illustrator CC 22.1 (Windows)
256
184
JPEG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:8c630366-75db-4c30-9c6d-31380b69a7ad
xmp.did:bafbc203-1b1c-8b4e-b805-1d39d8269995
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:23413514-5c13-af4f-93de-fcc64774008c
xmp.did:23413514-5c13-af4f-93de-fcc64774008c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c02f2808-60a7-0142-bbea-21f5cd36c9e5
2018-06-07T16:19:41+02:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:bafbc203-1b1c-8b4e-b805-1d39d8269995
2018-10-25T10:10:58+02:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
M:\01 Logos\04 Projects logos\Rare Barometer\1 - Logos RGB (with baseline)\Rare Barometer Voices - verti - with baseline - RGB.png
0
0
EmbedByReference
C:\Users\berjonne\Pictures\Rare Barometer Voices - verti - with baseline - RGB.png
M:\01 Logos\04 Projects logos\Rare Barometer\1 - Logos RGB (with baseline)\Rare Barometer Voices - verti - with baseline - RGB.png
0
0
C:\Users\berjonne\Pictures\Rare Barometer Voices - verti - with baseline - RGB.png
Print
False
True
1
297.000083
210.000144
Millimeters
BloggerSans
Blogger Sans
Regular
Open Type
1.2; CC 4.0 BY-ND
False
Blogger Sans.otf
BloggerSans-Medium
Blogger Sans
Medium
Open Type
1.2; CC 4.0 BY-ND
False
Blogger Sans-Medium.otf
BloggerSans-Bold
Blogger Sans
Bold
Open Type
1.2; CC 4.0 BY-ND
False
Blogger Sans-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
83.126569
94.921792
8.676279
1.174945
CMYK Magenta
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
Purple
PROCESS
100.000000
CMYK
80.000001
89.999998
0.000000
0.000000
Blue
PROCESS
100.000000
CMYK
69.999999
0.000000
0.000000
0.000000
Cool Grey
PROCESS
100.000000
CMYK
72.000003
54.000002
46.000001
22.000000
C=0 M=10 Y=25 K=0
PROCESS
100.000000
CMYK
0.000000
10.156250
24.609375
0.000000
Pink
PROCESS
100.000000
CMYK
10.000000
89.999998
0.000000
0.000000
Green
PROCESS
100.000000
CMYK
60.000002
0.000000
80.000001
0.000000
Grays
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
Brights
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
Color Group 1
1
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=32 M=35 Y=31 K=0
CMYK
PROCESS
31.958494
34.998092
31.198594
0.152590
C=32 M=25 Y=36 K=0
CMYK
PROCESS
31.543449
25.293353
36.047912
0.012207
C=18 M=0 Y=22 K=0
CMYK
PROCESS
17.956816
0.000000
21.530479
0.000000
C=47 M=42 Y=13 K=0
CMYK
PROCESS
46.726176
41.763940
13.006790
0.009155
Color Group 2
1
C=68 M=62 Y=58 K=46
CMYK
PROCESS
67.870599
61.602193
58.211643
45.648888
C=42 M=82 Y=59 K=40
CMYK
PROCESS
41.797513
81.869227
58.843362
39.908445
C=51 M=49 Y=89 K=30
CMYK
PROCESS
50.749975
48.627448
88.879222
30.109102
C=55 M=0 Y=70 K=0
CMYK
PROCESS
54.970622
0.000000
70.028228
0.000000
C=86 M=80 Y=32 K=19
CMYK
PROCESS
85.552758
80.059505
32.394901
18.802166
Color Group 3
1
C=45 M=37 Y=38 K=2
CMYK
PROCESS
45.221636
37.183183
37.769130
2.063020
C=27 M=34 Y=75 K=2
CMYK
PROCESS
27.325854
34.073395
75.036240
2.059968
C=65 M=0 Y=78 K=0
CMYK
PROCESS
64.599067
0.149538
77.563131
0.000000
C=42 M=38 Y=0 K=0
CMYK
PROCESS
42.212558
38.428319
0.000000
0.000000
C=27 M=67 Y=15 K=0
CMYK
PROCESS
26.959640
66.582739
14.673075
0.009155
Color Group 4
1
C=45 M=37 Y=38 K=2
CMYK
PROCESS
45.221636
37.183183
37.769130
2.063020
C=27 M=34 Y=75 K=2
CMYK
PROCESS
27.325854
34.073395
75.036240
2.059968
C=65 M=0 Y=78 K=0
CMYK
PROCESS
64.599067
0.149538
77.563131
0.000000
C=42 M=38 Y=0 K=0
CMYK
PROCESS
42.212558
38.428319
0.000000
0.000000
C=27 M=67 Y=15 K=0
CMYK
PROCESS
26.959640
66.582739
14.673075
0.009155
Color Group 5
1
C=45 M=37 Y=38 K=2
CMYK
PROCESS
45.221636
37.183183
37.769130
2.063020
C=27 M=34 Y=75 K=2
CMYK
PROCESS
27.325854
34.073395
75.036240
2.059968
C=65 M=0 Y=78 K=0
CMYK
PROCESS
64.599067
0.149538
77.563131
0.000000
C=42 M=38 Y=0 K=0
CMYK
PROCESS
42.212558
38.428319
0.000000
0.000000
C=27 M=67 Y=15 K=0
CMYK
PROCESS
26.959640
66.582739
14.673075
0.009155
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[8.50394 8.50394 850.394 603.78]/Type/Page>>
endobj
13 0 obj
<>stream
HW˪,WVe{k?`-Б@6s$¹UY/_K_{ҿno~~-z/ַG?7[ijoi~1o[?|{8X\
&m-6V֞oe}n5m>}Ա #?2iD
krblp@vf̓p.pݑ%՝W*N,8d*L\萷YA#@[pprb*a~SScHmX֎ܯӏ8#OO7uG[-yS~6aQu'EA䁭{
[DtڌP;8N1;N=$ V0'6XӚ>&zD[Dio z'nu$OtvfwMK-32<Ʉ,jB`Z+pޒ*n%;zN~ű`:⫰[#2nbk>N[C9֫LZ)'<و7kћcpiKyQ7ڟy(Lx_(CE!(~1^1@u 3eQŏ< ְPQ%E Y>>|M͡8Dp:Y?iypk^
}F'-B(Lv]4,O46`hplD8zd閅W{' Ady;%F> \RpM8vdҌ1lZ:Jx4B9z*3;b"Hq<NAsίdM+܅;#i=Hg<j^O|]q&.h?3N=ݘKהFoXAFLIW%Ųx8aoA?wEͧΕ%~.G҅0@d%|vKi-Kφ^\-8줙0VʋjF+՝^I
7?QS3ƪD([4
&)M3k+=x;K?#Wb52S44oW__J?wgD|2%i,>\٧$A,eqZoY=XLs2U$
^wmiQ}|S?
%'666)>VP|/P^2!?fYeYYCY!Bh 2Bi/IvSH(Ͱm.MR*Mnj.TCS8uf!tɜEBp搬۪8^1_05W|,[P
әXqSFьHh9|8MQy%f;jmDJ0GEI*Z4zAuT*U3ȑQT)Cǭj -=WpI~n p/*p0aP{OMS8̑8O%e
3{rMD7=XҚw(uik;Yܥ'32]=5
SpnɎye+o5DunOԥtt|^ʪ9Ci}*/c.{dpJd*<3E>UQnDO$&sfw 9Te\ZaADަ~Å
?\!~̰
l.{*s2E!"_(Ge$2} Xy=mdN7삧1ejh'v.uc{ϕu#ߋ4WMA))p^b?;W;AMr\@;.po$h0왠[I ؍"j%Qȩfp>vU4rPcIo"sȻAD5.KBm gڠw&EӇKL3JmqRɯ +B"Qb]oX]Ķ:aL"P8ؿ8䐒-
s.;^|
_
Fn5]a-Z7
RVW:;%\jeu)j QVMABʥkk|gXHf;@E<_9XkeEX9?bXȌvQEBLQ/Ԉ1ɢ9)89Y!z~ih_lCcGf8kع&uTHrxRk@nڍJm1O
SagsMkX*+<Τ#SA*ozKY^7/EuKITԵt*k5]\K1?\⍿3riq̀^:h
7A0v)(iºr-
W`XN添_[gɚzwρMwWg 8?x~?3J64wGKs.V^;_2)8άge'fv鰜b+Ã蜯 '~&s.{bgǒq=7q<6172iWBޏx0&wg8Ǥ9.5ܫ{eg(K>s]ngßm#Afl?\&eIN
vRD@-))sȚOԡ|ȁˬQN@L\( /\n3;,d~`<wN)JDC'CO;!$1çO%/CcOHQ/W|Z2q^ޞ]
Ӏ&ȬBs5{uaӇ)zsz3s{7}a
#%kwv 9jzi&~6jq@64BioF/D
W
39Ӣ7EzN?X!hmzƀsp=} k`Wk.8-aȁ-8
,GYX\k4*XV.V P\T(zXČS\켒Iu>0S!{Uo~^:c&^@@_ 35{80Ǘo>^U{#>N/fȡηe9 A65g@R-3!AJxh,ۖu)wƃe|qgC5q|Q3uA{0uH%J4|֡dSg([iЀ!c/푱Kdoщ3sueq7YpC1*هv~P1=n/Yr֓hˎ!u+m_BM6:Lٵ벓A(UVMv.ڋ&fUeu\6:CxIN~IFYkl@X=OXsi$8O+7e8-))BRK3eʎfpj]@&ӮXyv
9ݟ`
Op!taC70otjfȎwtB+^QoސV"}J6!r.pnPD4|2'q̞W0 2]fxpo,6g7qix:jjb9/@Q B@8Dpk!=$/g\Xm覤YƮRv