%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ukraine zemelapis _web
2022-11-21T09:14:04+02:00
2022-11-21T09:14:04+02:00
2022-11-21T09:14:04+03:00
Adobe Illustrator 27.0 (Windows)
224
256
JPEG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uuid:69ea03ae-d041-4ed4-9ff9-0385b1594918
xmp.did:ec2d6738-f4fc-3a4b-a100-d29a083637fe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:e12169e9-a1b6-429f-95f2-cd4ae37831ac
xmp.did:3355ca09-742c-4708-9944-7391ad65c748
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:51ad7352-afd2-49a0-bc58-fac2d256ed46
2018-04-11T13:04:04+03:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:ec2d6738-f4fc-3a4b-a100-d29a083637fe
2022-11-21T09:13:44+02:00
Adobe Illustrator 27.0 (Windows)
/
EmbedByReference
E:\Sisteminiai\Darbalaukis\kaunastic\MФlyna Geltona\virselis.jpg
adobe:docid:photoshop:d4023e7c-fb9c-f54d-8717-432e77eaddcc
xmp.iid:3c315b9e-396a-40ac-b026-2885fcf9198f
EmbedByReference
E:\Sisteminiai\Darbalaukis\kaunastic\MФlyna Geltona\virselis.jpg
adobe:docid:photoshop:d4023e7c-fb9c-f54d-8717-432e77eaddcc
xmp.iid:3c315b9e-396a-40ac-b026-2885fcf9198f
Print
Adobe Illustrator
False
False
1
59.400017
41.999958
Centimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
Sifonn-Basic
Sifonn
Basic
Open Type
Version 1.000;PS 001.001;hotconv 1.0.56
False
SIFONN_BASIC_0.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
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
C=0 M=84 Y=98 K=0 1
CMYK
PROCESS
0.390625
83.593750
97.656250
0.000000
C=86 M=75 Y=1 K=0 1
CMYK
PROCESS
86.328125
75.000000
0.781250
0.000000
C=0 M=31 Y=79 K=0 1
CMYK
PROCESS
0.000000
31.250000
79.296875
0.000000
C=0 M=22 Y=90 K=0 1
CMYK
PROCESS
0.000000
21.875000
89.843750
0.000000
C=96 M=88 Y=21 K=8 1
CMYK
PROCESS
96.334779
88.448918
21.402304
7.669184
C=56 M=0 Y=58 K=0 1
CMYK
PROCESS
55.859375
0.390625
58.203125
0.000000
C=72 M=0 Y=36 K=0 1
CMYK
PROCESS
71.875000
0.390625
36.328125
0.000000
C=79 M=85 Y=1 K=0 1
CMYK
PROCESS
79.296875
85.156250
0.781250
0.000000
C=3 M=22 Y=7 K=0 1
CMYK
PROCESS
2.734375
21.875000
7.031250
0.000000
C=54 M=64 Y=66 K=49 1
CMYK
PROCESS
53.515625
63.671875
66.406250
49.218750
C=32 M=0 Y=27 K=0 1
CMYK
PROCESS
32.421875
0.000000
26.953125
0.000000
C=0 M=0 Y=9 K=0 1
CMYK
PROCESS
0.390625
0.000000
9.375000
0.000000
C=1 M=1 Y=20 K=0 1
CMYK
PROCESS
0.552377
0.729381
19.592583
0.000000
C=96 M=77 Y=19 K=4 1
CMYK
PROCESS
96.081477
76.766610
18.564126
4.486152
Grays
0
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
0
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 16.07
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 1683.78 1190.55]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 1683.78 1190.55]/Type/Page>>
endobj
17 0 obj
<>stream
HlIdЙDїq 8'аZшE Z@K@КНоsFvj!ёуєСЬмјы+?ЅЦxЪм-§МПќыЯЏОrЪЋ<ќлПe=љљћыќ)?§їызпјWвіHcЖђє<гШу~yљл/ЏwOmЇ№_уъоOнЉіУy;MЮэ9uољёzзЦOпЉєіМ[Ieеg^_|]ЉЖіЬJАёzgзмUвиѓy*goЖcїр2} љ:яэ>Bkq!EЅV6пaБg6SlКgjсЂо(e=x\d`Гђ`ЇЮЦ<8OЭDk,+*SЌ
Џ,l<]ерСz*емвМгF*jхd
RћHyњ fхС R%жPНЖY3[ќђЎЊPІJFьп-g"8@б[дЙбЈQYDFЭFєф
Пл
єЗeЫqP#ъбЪ ЈОBђЦц5B/'т6ЛхюлћрбJsозc Ћљ`гT бjІЋУEЭЬ"
mуh=OВЏG\<\ДОNѓЄМйИвїш&oPаXдjдEt{%mШ6iySуAы>ЈуГЦ:ЂiЈfЎjОgњ&ћЦьу"GЖбYЛbn#lбАд ЌSМ)-іmРКбыj#ЕтФ6amЩyЕр k6ёNPаv
bЌйPjf:эYHэРбњіВйыщtrЅї>fФ;ГЛЫЩЗЇУиh8 У.eхо!щОA62:@ыоHужћР
ћ)tј}1aсЂmщкVIHОиd{UrxА;isР,ё@dZмљUCїЇp ћuГCк%ЌдNъ/P'оJМлE$(ЋnSз#ЫЩЬFoбћV^SЋСинЩт ЭЭzУд
ЫЈ(C5BХ)LЗЅwbџТџi"чд:ЖЎm№уЎE>И7fO hPlіЯЇ]єd
a*љ>`[m
oI*hЛќяBNжњ@$AЭNІ`мъЯgNцFx2B Ѓ