%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 71 0 R 72 0 R 125 0 R 126 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NSW_EdAlive Print_A2 Poster
2013-12-20T14:37:10+11:00
2013-12-20T14:37:10+11:00
2013-12-20T13:15:56+11:00
Adobe Illustrator CC (Macintosh)
176
256
JPEG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uuid:81023148-7e4b-8b44-ae53-8105f2565232
xmp.did:49509a16-b9dc-43ca-ba2d-af8691d4a094
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:cef37af1-adde-499a-824f-ed959bb17f4c
xmp.did:cef37af1-adde-499a-824f-ed959bb17f4c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:263f9dd0-6f30-4fd4-b535-277ce1a1f9ce
2013-12-06T12:59:27+11:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:49509a16-b9dc-43ca-ba2d-af8691d4a094
2013-12-20T13:15:56+11:00
Adobe Illustrator CC (Macintosh)
/
Print
False
False
1
41.999958
59.400017
Centimeters
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
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
QLDPreCursive
QLD Pre Cursive
Regular
Open Type
Version 3.245
False
EdAlive_QLD_Pre_Cursive-Solid.ttf
QLDPrint
QLD Print
Regular
Open Type
Version 3.245
False
EdAlive_QLD_Print-Solid.ttf
QLDPrint-Bold
QLD Print
Bold
Open Type
Version 3.245
False
EdAlive_QLD_Print-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 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 131 0 R/TrimBox[0.0 0.0 1190.55 1683.78]/Type/Page>>
endobj
128 0 obj
<>stream
H|Wے}WLGhڱ-˒EGIkC]-sN7fU6.VqAtOwݭzw]'O!>խo{j%"}*: i1ԝ֦.ٽz:lnS1wv_}y,^^>x*S)9ɹNv_<aσ)AE J蹘jt}6~c6}O^aRL2$=?s>Q/zeke'izdK[/7܅{.íM"︰ݕ>OH/?GdBHGx=q*
F~9OY-s`>DZlwk={},\ }ar9?qh5~jে~~)gMx/&_MwS$%K~q]GR,ݿn~٦뷛n$'燃!?lzR[ѐK0
,ǫo_i,Lwf[ sr˃fAo?\WavM?pZ徺<