%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Miranda Yun LI Resume
2022-02-11T10:01:47+11:00
2022-02-11T10:01:47+11:00
2022-02-11T10:01:47+11:00
Adobe Illustrator 25.4 (Macintosh)
176
256
JPEG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uuid:5b646f26-c335-a243-af03-8562ab44e5cb
xmp.did:e0820850-83c2-43fe-850c-877984892f2c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:90a41a1f-8020-8b43-b54f-0ab8510e99f3
xmp.did:0695054d-19ad-4b06-a225-2fd821aba974
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0695054d-19ad-4b06-a225-2fd821aba974
2021-09-20T15:29:29+10:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:e0820850-83c2-43fe-850c-877984892f2c
2022-02-11T10:01:45+11:00
Adobe Illustrator 25.4 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
21.000000
29.700000
Centimeters
Calibri-Light
Calibri
Light
Open Type
Version 2.11
False
Calibri Light.ttf
Calibri-Italic
Calibri
Italic
Open Type
Version 1.00
False
Calibri Italic.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.86
False
Calibri Bold.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 16.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HW]}_GA̐ -%
b@ERX'h3s)-"PV8s_q^Mu;S+Sool}m>ޙT7[[z:}wtÃlҟmg*DS慎wlmcTU_viW˻66ۼv};{vtugk?}ޜkޝ
uLQ=?+ZӴumi)W;