%PDF-1.5
%
14 0 obj
<>stream
+MNst0g@Ɖ-F 1ZKU:E2DzKAXɠ̎Ʋwm4"%.ݛ8^d9TLVYԫwNӛ$S*<~}"4}u!K";|GjSA,bѹ
RVZ\#+⽋r>
endstream
endobj
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MultiplicationFactsSpeedChallenge5
2020-01-16T00:15:09+11:00
2020-01-16T00:15:09+11:00
2020-01-16T00:15:09+11:00
Adobe Illustrator CC 23.0 (Windows)
196
256
JPEG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uuid:41a47f0c-3761-4cec-a922-b8681b71417e
xmp.did:cbbb4012-c3fc-914c-b245-d54efd96ecba
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:9109f7f6-80f1-414a-868b-e96dfd8f9b8b
xmp.did:9109f7f6-80f1-414a-868b-e96dfd8f9b8b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b06ceca7-b98a-ef4f-836a-0afb7907eee0
2020-01-15T23:46:32+11:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:cbbb4012-c3fc-914c-b245-d54efd96ecba
2020-01-16T00:14:44+11:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
210.000000
279.400000
Millimeters
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 15.00
endstream
endobj
6 0 obj
<>stream
Y8KAˈ˺]ĥu
! ⼣ x`K?4G(iFwv/MtjZDNhl!jyvÈ@I xkuɪ@Y:ƙaRSdx0d1MmHZv=780K0繃YO7:*V25GV\}`"]E>!<-OQ#=Zw,߹h x/^j|b_㐪mVR`h_P5ܧ#h5#
c<m44+nye-kN~F.{#C=t7䘴#[;HNƭ/ӦPorsu9Q6p\k_^eNf`*PR#yqf-QGyxl-ί_3[C$7?HiK9Lo+Um֑uҦ;{GKWR8"qCgt9K5tuGa/:ߛZ1wQMЪ"¤./#Ew*G\J"lY#R0[5'[jw"L?[U!(ONE?v7 K0PJRmaB\%hYrpBSG\
^G;"zafI-EQGi>Ϭ#t1t.Bwj L"OcC
dv#0~NY۾ B,R<":.VtFU%
vdvL|N9k