%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Bičiulių įdarbinimo nauda pataisytas
2022-08-17T22:12:33+03:00
2022-08-17T22:12:33+03:00
2022-08-17T22:12:33+03:00
Adobe Illustrator 26.3 (Windows)
220
256
JPEG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uuid:f5ccc1db-4fea-41f6-b5b9-77d3dc5fd19e
xmp.did:1e2e67c9-bf3a-c344-a6e4-7eb6febc5d0f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6b16f41c-45c5-450d-b9f8-1d5fcb8d2529
xmp.did:226fae61-6ae5-8b4f-aebd-751751e209d3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4586c3dc-0dc3-3646-8968-201d5d91f681
2022-08-10T12:03:59+03:00
Adobe Illustrator 26.3 (Windows)
/
saved
xmp.iid:1e2e67c9-bf3a-c344-a6e4-7eb6febc5d0f
2022-08-17T22:12:30+03:00
Adobe Illustrator 26.3 (Windows)
/
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
Myriad-Pro-Bold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
Myriad-Pro.ttf
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 16.07
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[8.50394 8.50394 603.78 850.394]/Type/Page>>
endobj
12 0 obj
<>stream
HlWَ|ݬʺ%0`zEIH}GDVXvNWWo뿼߽ [jN~xZF }>=xVo\!O_{=^{o%||/wO筇ߞ߇s;|1`]
7
ܼxNE/˹=?|p߷ɽ _v?\yF{zm3Wog$wXOTKÿ;s_?7Vz/Ǜ}3n6Wlq$vUgTne/+PBxoy#p^cՐ`=2[
ߟRǨ9`}
K{E_}GPCX̽%Eh
r*wpr?p,`EV& {nϓݲR}JFc7tshbyz顠FA/r;AZFH^!@Za:QH$Q
S8Baabi媣s
iEꑌao+ZT*('T)>8
o:1"VyS`dan$F
À8e5Oo . w
3./bªu-ۏF .LDQD*FKFCL@U`~ȌcX#$9HgjE9p6IpR2"2$EIV1(Gd.Pե5m+VS0j