%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Kasia Stelmach Acting CV 2019
2019-08-24T21:30:27+10:00
2019-08-24T21:30:27+10:00
2019-08-24T21:30:27+10:00
Adobe Illustrator CC 23.0 (Macintosh)
172
256
JPEG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uuid:9135eb05-524c-d64f-b9dc-383afda23ecf
xmp.did:8a26aff5-bc05-4fcf-9c0f-765e16f315e3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2f428073-2210-4a86-b1d9-395c5b1786db
xmp.did:2f428073-2210-4a86-b1d9-395c5b1786db
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4DDBD4B976CEE711ADE0FF191B3C575F
2017-11-21T16:16:32+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:8a26aff5-bc05-4fcf-9c0f-765e16f315e3
2019-08-24T21:30:25+10:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/kasiastelmach/Documents/ Kasia Stuff/Screen Shot 2018-08-25 at 4.01.20 pm.png
0
0
/Users/kasiastelmach/Documents/ Kasia Stuff/Screen Shot 2018-08-25 at 4.01.20 pm.png
0
0
Print
False
True
1
21.000166
29.699994
Centimeters
Montserrat-Light
Montserrat
Light
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37460.otf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37464.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37466.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
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/ImageC]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWr}WL!Es,{zERq*S$d\E[)%TE1ӧ/sé8<٩}yfs[BZюTYf^'_|Lz|:;_-XI.nQ˴VV7f%QZ(\+'q8{1sq֍~?)]T!(.qћғ(ct4//#¨ZLgS
|ۺ]IjJ1\q*3[h1Dj1~L ݸ `IkqLh8:i%7jIkOn7Y18jzꓴ@Li!?v4&XX3gLnYS0ά8*1ӄO}䁇