%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
03 I razred osnovne skole Vrnjacka Banja 200 kom OBOSTRANO
2023-04-18T14:10:38+02:00
2023-04-18T14:10:38+02:00
2023-04-18T14:10:38+02:00
Adobe Illustrator CC 2017 (Macintosh)
256
176
JPEG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uuid:9cc04fb2-b403-f64c-b6dc-7a452063d459
xmp.did:c15cb479-6b9e-4985-a60a-542f59002484
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:76c6b214-4810-bb40-80f8-58e2b8f70604
xmp.did:2b0499c3-70bd-4a81-ad88-1f0e5f48039e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f13c6fbc-7f98-4eae-ab24-ef321a706f05
2022-04-21T10:26:44+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:c15cb479-6b9e-4985-a60a-542f59002484
2023-04-18T14:10:33+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
148.000000
210.001556
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
ResavskaBGSans
Resavska BG Sans
Regular
Open Type
Version 1.000 2006 initial release
False
Resavska BG Sans.otf
ResavskaBGSans-Bold
Resavska BG Sans
Bold
Open Type
False
ResavskaBGSans-Bold.otf
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]>>/Thumb 15 0 R/TrimBox[0.0 0.0 419.528 595.28]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]>>/Thumb 17 0 R/TrimBox[0.0 0.0 419.528 595.28]/Type/Page>>
endobj
16 0 obj
<>stream
HWMo6/0G~J>=x"NIx:Fr):i
XI$3o!=xs!xx~!FaΧ/74s;
ǍX6dw6)c)e8-e-.rBBE^]F]͑LR j跻
m@k .9Yrb}{
Mt >"N@#AGe>O}LF
/b?O#sl8lލ'tvp!ZcVA}p-1Yx5(^q'z,_f(U@J?L)s#eu㉺3sPI~N ysA=\(dZEi!esO1G
,{Y^b)XsXi,b~(G>KNL}Xk`xjŁ)qq3y |!s5DGhh#^#a!a,1Bي)X:c:۳}a'%oؒ\h+\a U4)m*:y/ʙFa(Q4$ IAN4_8*.<.&b`FgmQق9