%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Conveting between units of mass kilograms and tonnesANSWERS
2015-04-10T16:22:44+10:00
2015-04-10T16:22:44+10:00
2015-04-10T16:22:44+11:00
Adobe Illustrator CS6 (Windows)
212
256
JPEG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uuid:f7f77ea2-af33-43a0-8ea2-e881281eb1d8
xmp.did:F16E759749DFE4119D15EB705ACD208C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:559C95C942DFE4119D15EB705ACD208C
xmp.did:559C95C942DFE4119D15EB705ACD208C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083DD6DBFE5C6B8
2013-10-23T23:03:39+11:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F16E759749DFE4119D15EB705ACD208C
2015-04-10T16:22:43+10:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
279.400172
Millimeters
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
Chalkboard-Bold
Chalkboard
Bold
TrueType
5.0d3e1
False
chalkboard-bold.ttf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.28 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWn7}㪨mnAY^ˮe65=jWq,ΐ``nF
F
Z2BM3-0&?U)0WYܷRqU`xO4RVC΅LGk=X$JvǝֆNVE i!Us.$yJn
3MREdnE'Itj+/z!Fs02"}(2FweS>wjMmvxFHat褉NU `|8>Ay1F6IT,]v!IwI܋m;#lz1gm9ȕI~xYj}B ]p (vW,ZN\!aeZqt=+tr/dvo((rDQqogt& pCe