%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Multiplying two digits by one digit - mental strategies Answer sheet
2013-12-02T13:58:05+10:00
2013-12-02T13:58:05+10:00
2013-12-02T13:58:05+11:00
Adobe Illustrator CC (Windows)
196
256
JPEG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:ad80bf62-cdb1-4935-98a7-23521fc6a205
xmp.did:f5502309-eca1-8946-9614-31c210c09472
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e8bd8049-e95a-4c5e-948f-84cbfba7d41c
xmp.did:f0782496-4a94-d54e-ba17-e760500fa044
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083DD6DBFE5C6B8
2013-10-23T23:03:39+11:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:f5502309-eca1-8946-9614-31c210c09472
2013-12-02T13:58:01+10:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi10.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi9.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi8.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi6.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi7.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi5.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi4.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi3.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi2.bmp
EmbedByReference
C:\Users\Paul\Pictures\worksheet pics\digi1.bmp
Print
False
False
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
CenturyGothic-Bold
CenturyGothic Bold
Bold
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
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 24 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$2n%8mHU}[0ZPշ[E>>oSa;Qs'%KUlQv{]Sf@~ZUt.H`%i7YE^TD{Q0=)%~TQPZrdߎjZE9d~ TO u%i:1_uC'ƝʴM{On#:D;Σ:Y@]6{5tXs?,X|dܠj{H 9WSV ܜC%Lt`] |#+M 78XB~a {0<&D%xmv I{2Rr4g[`WaGf10sbW0.H۳X fp6g RFNH60U@cͦۛjE "
Jy#BDMg`
\kDAjü^c܇^nb#*" 2j"` w%} nkjM҅ lյ=}&{Lv܇|sx]q*7'5!rp6ߋ*
JN[Q
\_5Lεׯ{ Du=a [>B6~cH݄Si6 5VW)&r>eɲy[,MQE-KHfHs$l'wfzc_fZھё<+3TB|J(rNJY$5váhv8`˂Z
;$=MbA{2"в^w5}%qM96'PKgb-!6eݹitdb5HYӗRUKM)DZ&@UPr*3IIUP%4n|RW=8UO[(|S,a^w3^w9U$D)X$HW<b櫝$@
yǢiE}42=Zb
lõ~NOprkKB%&}QCR2qo30@Ȳ~/7&H]*!6Rkq` 3PcL@ZhIHB>Ls7X06>;M [ɖu??tD~qŭZ¥{[Ꮵg~X3~E8GE<+ B|A(n!N{a˄y dǒQ-K9XI1%A2!J# K~Rl]Z華4",0 r3CvxED=,b1R1]~bL> @,\?©M Fٮ<9MOS
z^<×}_+{+'b-reN wAshX(
r#*b2yT{?od20e4r\)#z$C)ɟH[-Ezt飴KD%8ŏuR2MDҦ#)f u3 )b͝WUZ]9ҙѳlREtς,v8Ͳ
ľ\n$/{^}1U7|_Fo^?<[