%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RDReasearch_infographics Estonian
2018-10-18T14:27:26+02:00
2018-10-18T14:27:26+02:00
2018-10-18T14:27:26+02:00
Adobe Illustrator CC 22.1 (Windows)
256
180
JPEG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==
uuid:43293a66-ccc5-4a0e-8f27-61f45cfb1168
xmp.did:85dcc9a0-5e86-d94e-8522-a0b513ddec4a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:29ef9428-c484-9c4a-9a6f-226a3c0d89d8
xmp.did:29ef9428-c484-9c4a-9a6f-226a3c0d89d8
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:85dcc9a0-5e86-d94e-8522-a0b513ddec4a
2018-10-18T14:27:24+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-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
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[8.50394 8.50394 850.394 603.78]/Type/Page>>
endobj
10 0 obj
<>stream
HWK$)jZ !
}` }{gdeVwB4t'._~5,m CKXݾa?n?/vhKi+O7K[cmz6>۬祗їun\g3T/
l)U8t$bf[XpdqzۀkhЯTr.C7U>pxY вvGn"?[KWþ~UiUx˳,wWh°`]NXaG#=qxZr!;M9F,U~NK|mi$C#Z| m[
h~Q+@B⢵*Bv[Wa_iy'35$3"
J
%Kzy >多-|gn ֈya?a݂Ƴ]LFulVܐicAb{dn,)@[s`\M_[$nYJƨf$ R4B`pw,u l=6/U Ac%"I^1;ji"VQZ}8tXYI$[1!~^
^ʅ
Zni"Zn.}M=Cz^