%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Valstybės ekonominė politika
2020-01-08T11:32:23+02:00
2020-01-08T11:32:23+02:00
2020-01-08T11:32:23+03:00
Adobe Illustrator CC 23.0 (Windows)
256
180
JPEG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uuid:02a1289e-2b22-4b39-aa98-035310393a67
xmp.did:05198212-e00d-b74d-8903-6da6ed9c4895
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:191c52e1-da6b-ef46-9761-de552b53aaae
xmp.did:191c52e1-da6b-ef46-9761-de552b53aaae
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:29a42d3a-8f60-4947-b8f0-a3b14bafea41
2019-12-30T20:42:16+02:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:05198212-e00d-b74d-8903-6da6ed9c4895
2020-01-08T11:32:20+02:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\labas\Desktop\VALSTYBES EKONOMINE POLITIKA.jpg
adobe:docid:photoshop:d63d54cd-dafc-d942-967a-e881798767f3
xmp.iid:350f3c64-3170-124d-93ff-f3864270a7f1
EmbedByReference
C:\Users\labas\Desktop\VALSTYBĖS EKONOMINĖ POLITIKA 2.jpg
adobe:docid:photoshop:d86dce40-bed5-d244-9772-a109d89ad2d8
xmp.iid:c4b43a65-affd-0848-a30a-c39b88bce3b3
C:\Users\labas\Desktop\VALSTYBES EKONOMINE POLITIKA.jpg
adobe:docid:photoshop:d63d54cd-dafc-d942-967a-e881798767f3
xmp.iid:350f3c64-3170-124d-93ff-f3864270a7f1
C:\Users\labas\Desktop\VALSTYBĖS EKONOMINĖ POLITIKA 2.jpg
adobe:docid:photoshop:d86dce40-bed5-d244-9772-a109d89ad2d8
xmp.iid:c4b43a65-affd-0848-a30a-c39b88bce3b3
Print
False
False
1
210.000000
297.000000
Millimeters
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
100.000000
100.000000
0.000000
0.000000
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
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HA0~~Hm_ *CPU=QTm3ڍ8UFWFQ0m
jiϏL.y)Xb"xLB0f&/ 3s
endstream
endobj
16 0 obj
<>stream
8;Z]"4W8qq%#,9\VqrU6i"e:4Fn7;'h0P3$>c/G=g.E[@LhZC-oMH1;BD>&?mN=Rq
fM#;j5m=\If[d:sAR>uIRUQQ<++VM\#WUipnEfSr,k$j#:0+'Ld@
D%>!&R8h/@54oFYApNoP1TAGfF9OBPYt-E5@ZcA-djn/M8P>(T_l$5HS9IaVC57.nSb,[ZZ-O!W)G
Suq#.6+K)^!4^A)56~>
endstream
endobj
17 0 obj
[/Indexed/DeviceRGB 255 18 0 R]
endobj
18 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
15 0 obj
<>/Filter/FlateDecode/Height 3508/Intent/RelativeColorimetric/Length 1759229/Name/X/Subtype/Image/Type/XObject/Width 2480>>stream
H
ك FPUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUa _AUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUU 8~Ω=W^p"DP3A%UPB@
!Ɓq LZt#r\KE5骜{oUzLwC{}u^; /z۶n}=ʀ
VP&8R'm-⓶Ŭ`yZ9@Eڕ۞1~L ,^5xmoyKV3۽<8=҅by&[(]0C/&!c2 8`?Kޮ&-_USXa֏1xϺ Y;c1hngmwiY/ 8Lb>Ӝv=%K8t1z2&>4b}>vCu1W5 o-uX*:8k8Bf~ƱyST|`y֎J%=ǿv9e;|> {DU1?e Az
:5