%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Resume - SL
2018-09-02T15:08:39+02:00
2018-09-02T15:08:39+02:00
2018-09-02T15:08:39+02:00
Adobe Illustrator CC 22.1 (Windows)
156
256
JPEG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uuid:0c2c481c-083e-44e9-97a5-849591329a90
xmp.did:35945800-b203-1648-9620-4844f76cf198
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b6eb74c8-4a67-4661-b774-f7212e3c2177
xmp.did:5cc0409a-8ad3-6d43-95e5-2675c9f0bbef
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7A6D6FF17054E6118A0BBA2A2B028A38
2016-07-28T14:46+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:35945800-b203-1648-9620-4844f76cf198
2018-09-02T15:08:36+02:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Users\Antonio\Downloads\Mama-slika-done.jpg
adobe:docid:photoshop:8f9d8332-ac7d-11e8-9069-f9f8d2998cea
xmp.iid:aa9a4798-48a9-3849-809a-15c92b63177f
C:\Users\Antonio\Downloads\Mama-slika-done.jpg
adobe:docid:photoshop:8f9d8332-ac7d-11e8-9069-f9f8d2998cea
xmp.iid:aa9a4798-48a9-3849-809a-15c92b63177f
Print
False
False
1
21.000166
29.699993
Centimeters
Calibri
Calibri
Regular
Open Type
Version 6.21
False
calibri.ttf
Oswald-Bold
Oswald
Bold
Open Type
Version 4.100
False
Oswald-Bold.ttf
Oswald-Medium
Oswald
Medium
Open Type
Version 4.100
False
Oswald-Medium.ttf
Oswald-Regular
Oswald
Regular
Open Type
Version 4.100
False
Oswald-Regular.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
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=85
CMYK
PROCESS
0.000000
0.000000
0.000000
85.000000
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
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
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HWndIWrR$e#@h4K,16h`ѿ9'2-i7ToFfdfdnww#iӂ3~ť{__vI\osv[p̏?ưpp !42)CH>-_SJL)qoGkΧ|9ۏy䆌/gb\~9w6W-.O/b|A':3x4Ei#J*iG!r'ήնDu< -
rG[܈`|O{
ks6O{RxHN}AִxICT)E95R5K+<
zz0/žo'/Wuߝ'~ֲ%RW4|[x{ˤRq.*&V\@/{8 ( pDؚ8:YLJ
Q16zIǾ.i*)uL/]L%v