%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 68 0 R 128 0 R 188 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2019-06-01T15:39:45+10:00
2019-06-01T15:39:45+10:00
2019-03-27T12:51:45+11:00
Adobe Illustrator CC 2015 (Macintosh)
256
196
JPEG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uuid:d3576edf-28e9-9645-9da4-968700088486
xmp.did:6036f1a6-0495-45ad-8d9f-a30529cd5d46
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:205ae061-afbd-4e7f-8990-8a14a6d8e1be
xmp.did:205ae061-afbd-4e7f-8990-8a14a6d8e1be
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:205ae061-afbd-4e7f-8990-8a14a6d8e1be
2019-03-27T12:01:38+11:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:6036f1a6-0495-45ad-8d9f-a30529cd5d46
2019-03-27T12:51:45+11:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
False
False
1
5.850000
8.270000
Inches
AHAMONO-Monospaced
AHAMONO
Monospaced
Open Type
Version 1.000;PS 001.001;hotconv 1.0.56
False
AHAMONO-Monospaced.otf
Aleo-Regular
Aleo
Regular
Open Type
Version 1.1
False
Aleo-Regular.otf
Aleo-Bold
Aleo
Bold
Open Type
Version 1.2.2
False
Aleo-Bold.otf
Nickainley-Normal
Nickainley
Normal
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Nickainley-Normal.otf
JosefinSansRegularItalic
Josefin Sans
Italic
TrueType
False
JosefinSans-Italic.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 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 193 0 R/TrimBox[0.0 0.0 421.2 595.44]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 195 0 R/TrimBox[0.0 0.0 421.2 595.44]/Type/Page>>
endobj
194 0 obj
<>stream
HWێU}_яetWuq Î(lBOU{s8²<>}˪U_>LôJzurUN?ge:r=7_tȚw˫vw/V~f)2Ծj*3m{//}s]<勿~^.$ϵ&tfIGnОLtmGnOsE>m*ڡTYg~5Ez]]^nNwkioSPg]:NX^d?{_yɬ>[
$Y| YR^F?