%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 118 0 R 119 0 R 120 0 R 121 0 R 122 0 R 123 0 R 124 0 R 125 0 R 126 0 R 127 0 R 128 0 R 129 0 R 130 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Resume-ZR
2018-03-06T18:53:02-08:00
2018-03-06T18:53:02-08:00
2018-03-06T18:41:47-08:00
Adobe Illustrator CC 2017 (Macintosh)
176
256
JPEG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uuid:1916cb09-c721-e748-88e5-74fe4dc686e4
xmp.did:4ee9963e-e8c7-4150-9e70-1c481d1adcf3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:220584ef-9940-f64a-a648-872da63f9878
xmp.did:3596f1d3-f11f-4acc-9de9-8628b14f7a5f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5fb53a63-5e71-42bf-8bd6-2ad06dfa0300
2015-01-18T01:43:21-08:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:4ee9963e-e8c7-4150-9e70-1c481d1adcf3
2018-03-06T18:41:48-08:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Roboto-Condensed
Roboto
Condensed
Open Type
Version 1.00000; 2011
False
Roboto-Condensed.ttf
Roboto-BoldCondensed
Roboto
Bold Condensed
Open Type
Version 1.00000; 2011
False
Roboto-BoldCondensed.ttf
Roboto-Medium
Roboto
Medium
Open Type
Version 1.00000; 2011
False
Roboto-Medium.ttf
Seravek
Seravek
Regular
TrueType
11.0d1e1
False
Seravek.ttc
Abel-Regular
Abel
Regular
TrueType
Version 1.002
False
Abel-Regular.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
12.0d0e2
False
HelveticaNeue.dfont
HelveticaNeue-Italic
Helvetica Neue
Italic
TrueType
12.0d0e2
False
HelveticaNeue.dfont
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=39 M=90 Y=73 K=60 1
CMYK
PROCESS
39.472038
90.060270
72.948802
60.195315
C=82 M=63 Y=67 K=79 1
CMYK
PROCESS
82.499999
62.900001
67.000002
78.899997
C=64 M=31 Y=0 K=0 1
CMYK
PROCESS
63.839167
31.195542
0.000000
0.000000
C=46 M=7 Y=29 K=0 1
CMYK
PROCESS
45.914397
6.894026
29.300374
0.000000
C=23 M=3 Y=100 K=0 1
CMYK
PROCESS
22.903791
3.085374
99.575794
0.000000
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
26 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 136 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
132 0 obj
<>stream
HWˎWq6٤dI::kڄ$!@@_Ȍݵ`0阩ʌ|D֓o'7wu!8?|䐷Kp-ߞ^]y}ww=ߺ_^w~u[sW?_{v7a=_NW z(nѯ?ɟ\JWW