%PDF-1.5
%
164 0 obj
<>stream
mU_ܥUz P>w!
ffHބHrʀ{bi3rW$ھz BTcav _r7É7&>&*g avJIA@6Vj?C0PܠR̘ U9uNih=z Lmb/;U
qpHSǘ=bb<|pYlN1 {Oǝ$g7Z$twndo3hPvMAQZ*1\xR[7юgk2(xL@G*Ӂgp[;@sUEunQfbNf;^Wѣt>b
endstream
endobj
165 0 obj
<>stream
fƩ YS2# U}{k[5=&L6rH_+ н?BCa?;0:BtQ2.zP[&1̘!U)q9)mW|۞1D̦Lf;Otj!bi78qDЎs(-&}
5\GIҀǫS j?+2 Q)F4 bAc>r:Lj
(ƶP1k*D`挢*.o4 IwT/Pd1՞xdĮR~00:q}5QwhBݾNidhyՀ1AځQS}\` S%\اE>&0_\
{<tUw0<8[ammE<o;<#P5{=
Jn~V:@^q0vQOt
endstream
endobj
1 0 obj
<>/OCGs[99 0 R 100 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Percentage Global CO2 Emission
2017-01-30T08:48:23+11:00
2017-01-30T08:48:23+11:00
2017-01-30T08:48:23+11:00
Adobe Illustrator CC 2015.3 (Windows)
196
256
JPEG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uuid:6f02a335-509d-4574-ad6a-971b52ee1d62
xmp.did:7266998d-0469-5449-b234-29653e5fa0ea
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:42882fcb-0f6e-45e6-9073-832fcf09c6bb
xmp.did:f10e57bd-e1f3-3f49-ae02-49c46e7f8c6f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bc10ccf4-9bf5-1645-8c6b-36cec0a4d30e
2016-10-19T12:06:12+11:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:7266998d-0469-5449-b234-29653e5fa0ea
2017-01-30T08:47:51+11:00
Adobe Illustrator CC 2015.3 (Windows)
/
Print
False
True
1
210.001556
279.400000
Millimeters
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.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
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.otf
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
endstream
endobj
9 0 obj
<>stream
5jInHQG||H(D̯jAESEDOTꜸ~E?tq@}w[ |V=WhV(sFb?|?Ip*I(jG}? $Eg6FT ˛ I29rvINwMY%O͝9n I4zvku>Ј̦8j JP'z7*`Hԯ1JMul%.'Y%
UL,