%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 Bulgarian
2018-10-22T10:26:07+02:00
2018-10-22T10:26:07+02:00
2018-10-22T10:26:07+02:00
Adobe Illustrator CC 22.1 (Windows)
256
160
JPEG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:9b53db87-7f41-47b7-bac8-2a8147eb5da9
xmp.did:dff33813-f3b1-774d-97ee-e6c6fea772ee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ac691cc9-5340-c449-8e5c-f8d59dbd29f6
xmp.did:ac691cc9-5340-c449-8e5c-f8d59dbd29f6
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:dff33813-f3b1-774d-97ee-e6c6fea772ee
2018-10-22T10:26:05+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
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
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
HW˪++Է?@Wc.ȮV39pُ/|װ懯%fq CKX]a?/?-;iM}FYK7/|%ıa.?m|ƞ^G_?|w8ipfM¡#S%ƼUvGfX\ZZK4{]W*y]h-V>pEhb|#Fcർ6um)svᓾϸj==ܓݟ'oyϲ7a+[ja^w-[9
UlwmxZr!;MlQDgl|5v?gL|i$C=Z| mk
h~U+@B⢵*Bqբȅ
tÿnm>]I_%pTò#Jzy >多-en
X#eD4$E4դ,)?LAԱ["ӆ7@]Yy
́Es?7F>PZ%EQ dkQ0(p3˄3ql A=6/q@fJpE
I^4+!?Zm+DDSFdϫK0T1y#w} Dkھ
Pr 0H8?5DWT-Z%o˕ @&qㅇʷQA;b;9 6HӷdA`CJRqmiާ@Mv>H36#T`AuXԠ@b2
lqiX."eL
$`IU"g
i1f^94Q踙&i%DI)EwϖX\>mGlG@H1`ES 5d){]6S&Az_
:W)SgOmw哓Gb.;;<C*ΏafU$ly)j+t3C~XON(MV훂([Rn<5[K*쯓!r
((pTqKVTw|Yobt:$''wP9ƸqICt!MY&(
\|{7})6OK49`"X⑷@P^f҈J>Uz aSŢ8PXr&_D