%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Coomera Campus Map
Adobe Illustrator 24.0 (Macintosh)
2019-12-04T09:06:30+11:00
2019-12-04T09:06:30+11:00
2019-12-04T09:06:30+11:00
256
240
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:fb2a3c34-48d8-498c-ba58-59130d6f2460
uuid:752b84b8-b610-e24c-b245-863da69338dd
uuid:9473d5a1-269a-5b4c-a082-8f705e19c669
xmp.did:f7fefc2a-d2e7-4f67-acda-7fa3f83b5cee
uuid:65E6390686CF11DBA6E2D887CEACB407
default
saved
xmp.iid:f7fefc2a-d2e7-4f67-acda-7fa3f83b5cee
2019-12-03T13:00:03+11:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:fb2a3c34-48d8-498c-ba58-59130d6f2460
2019-12-04T09:02:53+11:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/jwaddell/Library/Application Support/Adobe/Creative Cloud Libraries/LIBS/1EE82D554366DE1D992016B6_AdobeID/creative_cloud/dcx/3eac6710-2859-404b-b2e3-76e99a8b1110/components/a4b5dc6b-5938-4fb3-ac1d-ba58c39b706b.ai
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:d2e44ae5-ab1a-9348-a3ed-871b3fe6cf01
EmbedByReference
/Volumes/Marketing/Studio/~ Art Room/Maps/Coomera Campus/Screen Shot 2019-12-03 at 1.26.57 pm.png
EmbedByReference
/Volumes/Marketing/Studio/~ Art Room/Maps/Coomera Campus/Screen Shot 2019-12-03 at 12.56.26 pm.png
/Users/jwaddell/Library/Application Support/Adobe/Creative Cloud Libraries/LIBS/1EE82D554366DE1D992016B6_AdobeID/creative_cloud/dcx/3eac6710-2859-404b-b2e3-76e99a8b1110/components/a4b5dc6b-5938-4fb3-ac1d-ba58c39b706b.ai
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:d2e44ae5-ab1a-9348-a3ed-871b3fe6cf01
/Volumes/Marketing/Studio/~ Art Room/Maps/Coomera Campus/Screen Shot 2019-12-03 at 1.26.57 pm.png
/Volumes/Marketing/Studio/~ Art Room/Maps/Coomera Campus/Screen Shot 2019-12-03 at 12.56.26 pm.png
Web
Adobe Illustrator
1
True
False
1080.000000
1080.000000
Pixels
Graphik-Semibold
Graphik
Semibold
Open Type
Version 1.001;PS 1.1;hotconv 1.0.88;makeotf.lib2.5.647800
False
Graphik-Semibold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
R=226 G=224 B=223 1
RGB
PROCESS
226
224
223
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 1080.0 1080.0]/Type/Page>>
endobj
14 0 obj
<>stream
HW]o\}ڇ8c$m~('Jԉ}ϙ])V8i|qΙߞӯOv NB>o.
NXrӯ.zy|51)ϖ{YozoQH*xJ։S1.cJR^.PҳO1oa]-"{Nd+) %Wru狤[WJ1$'%HKZbQkPV1J)\5T33t
.碞䖽`T+V'CwI&w?z81-1-3ᨐ>!-ЇkC5/n[j{13D0+x9IKI*/e;N3e-B|y[gyY:u9S~jۺ>4vR)QRo]]eIv>,fɴ/<!;݂maF:#sAp Nvh_=4TDL4 j^Dď:?!4
#cbZ5`5[dMMA%u̧xvP,1>(Θ&%k]8$۲϶iQ <9S$69@=Gb/}Iρ?ԫ?*`!U+w(Wq@3/6s~ӰD<.E`9Ii 1$#K]O?03i'0QwJ Ά90p0:8b8LRPEYfu1@ҫv>4X"S)ܙ :(.
F, Ľ-ÑFfbWJmMrB4h M"msL3HP>KƾD(p1hG$VQ.|CA4PjYO:OEJ
]5
6j1mdgL[ؿI!UԮ`'I|Uѯ*۪=60>ƾZ**405{YւD#5U=uL֭V+g`+3j֢`S4c$Gq"(@hIȸbj(@uʴ;|a*+VFJ0k̳IZiBM4r`C4dqXfJj.V\erҬJ3L1U2ǀkA9O;NSyT;NSyTXʷ*w& ݼ9[
B\kHgDZv瓶nt$ 4ZALc]+ZXIl<ʊ@h+.iJzmP}3GZ{S
|ʛ &@YڙO@tcQhY{"
n|Tɴ~Z &R|z5??_-89KG~Sc߮T:3|&M[bcf+*"dh+nٰ5?G2#R`7Rhb/ܰbe+U}>эч