%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Subtracting large numbers Answer sheet
2013-11-14T10:06:03+10:00
2013-11-14T10:06:03+10:00
2013-11-14T10:06:03+11:00
Adobe Illustrator CC (Windows)
204
256
JPEG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:348eb7a1-825a-436d-bfba-808c6449fade
xmp.did:1fcdccdb-4cb9-bb4a-8790-9f0dbb920ba5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:fbbc4064-4a82-dc42-8cf6-5e5dab698fa1
xmp.did:fbbc4064-4a82-dc42-8cf6-5e5dab698fa1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083DD6DBFE5C6B8
2013-10-23T23:03:39+11:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:1fcdccdb-4cb9-bb4a-8790-9f0dbb920ba5
2013-11-14T10:05:59+10:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\sub j.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\subi.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\subh.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\subg.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\subf.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\sube.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\subd.png
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\subc.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\subb.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\suba.bmp
Print
False
True
1
210.001656
279.400176
Millimeters
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
CenturyGothic
CenturyGothic
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Chalkboard-Bold
Chalkboard Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
CenturyGothic-Bold
CenturyGothic Bold
Bold
Unknown
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 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 595.28 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWَI}GR_}q< MBhdlbĘ.SQYU%"9o|8O?ͻo|_;+N!x~kc^MxKP6=~8շǿJ|z`Pχ?ۯ_9Ы6䏏8bzO|F
wN"*< FNo?G?m~ߔ۷*(nqzߴyi]=&q~!4E_@@8Xlbh MQڞga~;:
O34/$babxp^gP(RN!Nfs$aZ@0p|
EGي0@!|
Lrp6-2LJƇi:z05fr0~&p+j}V-fBkچjtJ=)S]S$#>~oC exR >z+$g`.C R|uBY_r
a>ztЌ3m+M\n" rɩ#$ŸWHnWq9_r9
HΡ`uS2┳[ky$WȋsFa暒0)uPqk(~)T
*u&
`^9E[kINm9.gs4\n/mqԏmDK^r40ÅMڝ$1KCD@3M2Bi419Zx!҆
;O9&Իa$Iՠ~` üUf`6?ԞG?ӐϋxZg aksR5@{@×@ܜE%LEc0C C~7s@ue^0+yT
e6VGPF-1ϊ+vမK0qIRܞJ0%92te&@5Ck6867^Eϰx趀#BDMg
i
\oFajüc^b*" 2l"`Dw*} nOkO lշ=&Vv܋|{]q/*'51rw6ߏ*
JK۱As~Z|v"uz2J^'Iߺ܊QJxo¯:؎!AbNeH`Xb`}MQ,܇|Tw=uN:,Zs?,X|3x.Ger.ϗC<{`.CEho YTY4ӑ9tKj9a(KX\t`Ѻ2W:!ayP
JJ|BɇPJ|qhζ?+-c8`; a\xl#cAg lhaa`-ǚM!混^E[C$2n%8mHU}[0ZPշ[E>>oSa;Qs'%KUlQv{]Sf@~ZUt.H`%i7YE^TD{Q0=)%~TQPZrdߎjZE9d~ TO u%i:1_uC'ƝʴM{On#:D;Σ:Y@]6{5tXs?,X|dܠj{H 9WSV ܜC%Lt`] |#+M 78XB~a {0<&D%xmv I{2Rr4g[`WaGf10sbW0.H۳X fp6g RFNH60U@cͦۛjE "
Jy#BDMg`
\kDAjü^c܇^nb#*" 2j"` w%} nkjM҅ lյ=}&{Lv܇|sx]q*7'5!rp6ߋ*
JN[Q
\_5Lεׯ{ Du=a [>B6~cH݄Si6 5VW)ɯ6#zWAê}E&<v8@I4ÿ5aqX:YV9!jeE!)jm76rZi攗U8Ԟ#2*O,UV"-#lM"w2w[WKkS/9G79FR#1RUKGϢ3y-^wgo3)DBGMZΚj䔉E W
-YPK~%L[y9z_#,厝BgbԨ]U2{YF%ЊjẈ1q#LU9*y=RʷCQDH$g
߮g7Mv`<`*%zN`؞GX&h=]CS!crکxtJ% ڝ5qNQHʔiQIEO Gf[ȉS6b`mQ,F[S.~ti