%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Standing Committee- Roles and Functions
2018-01-24T10:49:21+12:00
2018-01-24T10:49:21+12:00
2018-01-24T10:49:20+12:00
Adobe Illustrator CC 2017 (Macintosh)
180
256
JPEG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uuid:1aebb079-b072-e947-b05b-fec929468bf6
xmp.did:bb2d2ba6-8578-457b-9e9a-faa0a4bed8a4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b8ae011b-f4b6-bf41-b5f1-1424ceb0bc73
xmp.did:919f211a-1783-4d3b-b156-7e9a34da17b4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3452DBFD20E4E411939CC23710C4EFB8
2015-04-17T01:22:36+12:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:bb2d2ba6-8578-457b-9e9a-faa0a4bed8a4
2018-01-24T10:49:18+12:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
FOLLOW US TWITTER.png
EmbedByReference
FIND-US-ON-FACEBOOK.png
EmbedByReference
CEMU-LOGO.png
FOLLOW US TWITTER.png
FIND-US-ON-FACEBOOK.png
CEMU-LOGO.png
Print
False
True
1
210.001656
296.999942
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[14.1732 14.1732 609.453 856.063]/Type/Page>>
endobj
11 0 obj
<>stream
HWr8}W*ak$dcUC II@Ŏ~OD]2ӧO7^y^}ٛwl{a0ӈq{mۉ{I44LY.4al&oV?-Xf^; /cqV,IM[ޭf[> b/O̮wQe(ayzad`7P,]_lun5y$G,K2ϏG^9]Kvfo4RCeD+ɫ>{'ӄψW
e)0y!}<=f2,=lFx1\d
`oVEyŀw0:\ƀT;K/#v^L[kpn0av`6)&;@`c ,ʉGet'8wF-N:+؈3\DV[,}GRmGK^T[>"H ɔE!y5z#'QD6ֈELgK=o<
8N>V.)n]U%ܸ8AexBÔ?8yT>!ez&ӊ+5ul&͆˦5\2e!GؔlQV1k&xSA^ۜ9)gXxg#W5WAuRQ֏P{m7 ƒMo vs&ʾ0nYkhE," 4"O_뾙%15gE_u=1ԢT
8|ipl_?Yg@@`9̲umsjnA~zVK٢ %oGh_Ro~|]E{ T`J|6`nܭzoY4&