%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Division of a large number by a one digit number Activity 1
2013-12-09T16:24:42+10:00
2013-12-09T16:24:42+10:00
2013-12-09T16:24:42+11:00
Adobe Illustrator CC (Windows)
196
256
JPEG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uuid:766c448c-22e6-45b8-a83f-4ca0d1e7b7ac
xmp.did:a3925336-67cc-684d-b4c0-14ca57242bf7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ac93131a-e42e-48b3-960f-a622925133b9
xmp.did:9b8d2232-aa49-8e4f-b708-a2b87e00e2b2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083DD6DBFE5C6B8
2013-10-23T23:03:39+11:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:a3925336-67cc-684d-b4c0-14ca57242bf7
2013-12-09T16:24:38+10:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm 10.png
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm9.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm8.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm7.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm6.png
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm5.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm4.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm3.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm2.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\lgm1.bmp
Print
False
True
1
210.001656
279.400176
Millimeters
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.28 792.0]/Type/Page>>
endobj
11 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)6+]b>貈~䋑A @ӄQE"W"%e{DSdlٝss=I3GdBk(eBk=Νr.rC'3Ap)C%}JPK37ussmνdR(sӎUK-cؚc؝bmv۴5hU)ZσS!"6tS1sWbX%Ju#g'Oͫ3Gɽo4JO~-=_*vs춬ـlv;_Uswhcx(#XOCg?-, DZY[if`{u3qBIGH)% 4s鍦2l+O76]l/S@bDtHjTǣaFRܺrw1DjdQeq<S3}0y;y,Eڷ)