%PDF-1.6
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Vasaros pavojai
2021-07-08T11:14+03:00
2021-07-08T11:14+03:00
2021-07-08T10:17:52+03:00
Adobe Illustrator 25.3 (Windows)
256
116
JPEG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uuid:eb655e01-a83b-4525-98ad-3da9230126dd
xmp.did:6f48d2d5-98e2-374e-9be2-a7b8bf71a178
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:36c114bd-115a-4f05-884c-0148bcd39e58
xmp.did:e60af48e-fb35-f949-af4d-d772165ddf3c
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:9b859d72-0739-4246-9f35-d3e57c8d471d
2021-06-08T14:12:13+03:00
Adobe Illustrator 25.2 (Windows)
/
saved
xmp.iid:6f48d2d5-98e2-374e-9be2-a7b8bf71a178
2021-07-08T10:17:52+03:00
Adobe Illustrator 25.3 (Windows)
/
EmbedByReference
D:\!!!!_Darbai\Siauliu R VSB\2021 06\nesciuju manksta\pikniko-krepc5a1ys.jpg
0
0
Print
Adobe Illustrator
True
False
1
297.000000
210.000000
Millimeters
Resolve-Semibold
Resolve Sans
Semibold
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
RESOLVE-SEMIBOLD.OTF
Resolve-RegularNrw
Resolve Sans
Regular Nrw
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
RESOLVE-REGULARNRW.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
14.843750
100.000000
89.843750
9.765625
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843750
84.765625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921875
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
34.765625
84.765625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843750
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
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
84.765625
9.765625
100.000000
9.765625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
29.687500
94.921875
29.687500
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
79.687500
9.765625
44.921875
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
14.843750
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921875
4.687500
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
34.765625
100.000000
34.765625
9.765625
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765625
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921875
19.921875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843750
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843750
44.921875
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765625
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765625
64.843750
39.843750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843750
64.843750
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765625
59.765625
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843750
64.843750
89.843750
34.765625
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843750
69.921875
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921875
79.687500
69.921875
C=0 M=39 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
38.999999
100.000000
0.000000
C=35 M=45 Y=12 K=0
PROCESS
100.000000
CMYK
34.999999
44.999999
12.000000
0.000000
C=36 M=27 Y=94 K=27
PROCESS
100.000000
CMYK
35.686275
27.450982
93.725491
27.058825
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
89.843750
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921875
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765625
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
39.843750
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921875
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765625
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765625
94.921875
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765625
9.765625
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843750
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765625
89.843750
0.000000
0.000000
Adobe PDF library 15.00
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[33.0 33.0 874.89 628.276]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[33.0 33.0 874.89 628.276]/Type/Page>>
endobj
40 0 obj
<>stream
HWێ}] C
%1`b,K
dÿSvN Afyb]NUyC~ӓg/˽ɻPNy],a7)xi6˷!vtL>ã/ E)xEcqךk4S!GAuhK
5r1PO̿Z!9CF-8M`Cw1E^?VruI?%8UZ(u0D"!
-}y$Гc?926Csٕi>>L?7q|ӿͳ߆4|1cW) ɮo:>s?/ԣr)sHՍ6"&iN>Ozd/^~[8+}*ơ3(hYׂ"
}8/\%~)94|)O8NUG5yY\l|زl|ñ3ɵHz+*J*CZK\zv@Rػ^BBdlmY,P._W45Fv=Nv sk%Pu_!0t.*/5I̍%MU)Q!.$+8
.YșMVkGPFXY`pj%E[ti] xJ KȳzS A1 ֩)f+/=E80dI~/ڋ4!QkD6KTe^)46RyNe@V
xUS3e+wԯy{ӹگ_]9ȥFgڢD8hü"7D0sVχh[SdYfMHAmo$Y==nVbb\,=7GHk]&Fh{t]|U,7t>O m+|{TCg3@Ufgj?dp9.qÀ
DG7c(`:ht:qߔWT9 SS@|щ>JY\l^%|ͶƲt4)/(u"$~