%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
multiplication-table-6-third-answer
2011-12-21T14:51:18-08:00
2011-12-21T14:51:18-08:00
2011-12-21T14:51:18-08:00
Adobe Illustrator CS5
200
256
JPEG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uuid:2b7c98cd-2e1e-a34d-8671-1a02fb668784
xmp.did:381A6684092068118C14FDC60FF1F7EA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:371A6684092068118C14FDC60FF1F7EA
xmp.did:371A6684092068118C14FDC60FF1F7EA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:371A6684092068118C14FDC60FF1F7EA
2011-12-21T14:51:06-08:00
Adobe Illustrator CS5
/
saved
xmp.iid:381A6684092068118C14FDC60FF1F7EA
2011-12-21T14:51:16-08:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/rachelpoage/Desktop/Worksheets:Answersheets/Paula Stacey/Multiplication Basics 3rd Grade/multiplication-table-6-third.pdf
Print
False
False
1
8.500000
11.000000
Inches
TrebuchetMS
Trebuchet MS
Regular
Open Type
Version 5.00x
False
Trebuchet MS.ttf
MarkerFelt-Wide
Marker Felt
Wide
TrueType
6.1d19e2
False
MarkerFelt.ttc
WGQBAA+Futura-Heavy
WGQBAA+Futura Heavy
Heavy
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
GOABAA+Futura-Light
GOABAA+Futura Light
Light
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MPKBAA+Futura-Medium
MPKBAA+Futura Medium
Medium
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
LANBAA+Myriad-Roman
LANBAA+Myriad Roman
Roman
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 378 M
PANTONE 368 M
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
PANTONE 378 M
SPOT
100.000000
CMYK
34.000000
0.000000
100.000000
60.000004
PANTONE 368 M
SPOT
100.000000
CMYK
57.000000
0.000000
100.000000
0.000000
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 9.90
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWۊ%}?_Q?5́LB`B:!y쵖TN8ӥu$mßz>nO6kƿeˇ?5l|x-nO]rCqosޭ5kOo !C(={6>7_cޣ=77C.WӾp8s>^GC6,I8tu}6 `Hgpw^}r5O>iKӰz/TZ@"9X !\}KS=SSXK8\c`d1:rHzMG]IT%
Ѷ6l_m?2?:?\~uq+%)?o3J/NZڞ/Bu=o/7ݭ{*b>| R<w^n,L"rweu2]Y:@д@+=^ ?谏A\o7
`A#[6\%VWXԃ;hCLY8)Q*iHetŢ9̮zhO=.]oUꔲq͵)TV6M0DB8pH.(r /k-;/usg0tX!eq5mG⾝[v7ϗ@̃f [GV))$aXWC=@.
(J`r@Q'NFO
w]
3օ.i
8J^2RA82Eԥ2 8W7{U':@
u+1{䝳Y{hw@BX9Hqwu[Eڦu&ºQNݲH;,Q^&&rx12y舴WL@:x!"
c@ض$
[t:3{Uj~884VZe@clhï41\pP O~'SHN`$u*]c`ɱqK-qʍ"r讆pkقtF?/$s,l9B҅?Q@GIGeoood\Rl,Ǧ㠐cl<}/&OGvǸP,1תfk+uI (b7"ɦϺ6M`b뎄:9IdhJ[=6QMqQ(2U8:Ky2x9i=*zVuY]Wʮ+m_vv~dz-!¹X=W'}[01^SbK_Dn@"Boq^Ȱxt(oQ/>kZWxB GV/Leq5zjrF+P'HnNR\d4/RCYBTЕ'@=jJ9U]@r,ʾq @|h?CNϠJNA3hu&7r
jJyiOP{7SV\MwFMN>-WGjZq>pc{HeoTXdj P6)g*(#4cQ ϗ^Άixꃂ
LGDK:+&UǏ4aNa:Hl2K̍djG*42'&eo䭾)MNyޠ75M@a<ҴiZwaqΏen3ݦTҰʱp\Y-УF(B+F=]uj;n-Nxj,8lpc=D"`G=hݚi/gQ}kêsբsu.wբT8^WrZQ-BewBT-Э3G]R72S zpy=۪!o:j'd @ llViE쬀CC$sl#ˢvcnfc.=(j$u52t`\;P?|2{KDG(dU7==՛q3[(!_|=`}pv><,}KbQ0j@
&cNhGD\;撳庬ȱr0e1O
͋np>Q︵lY+UQ+c+%gFZ?3`.G_~Y;(B5VbΡebOf7ϧ||mq/Rk\y+[,\}uX, ׇ8,2mdrpڒc:&Gy&G:2b|
6+CXh[xT}39ۗxxJ~"ێˎ˞˖<߶<<i~9~XCO1oAى&;X:-ї"2}2~mW;ۗ:wt߿.-HO\?W j?qopu^}w{V
4oǷxSSV
#^+ Ům"',ȅxSI˺gJ%rqCk&gZ+4"e|jPe$/\zt2xЁ!
=}AFk#?}A_+aXGIVԊ_"ḆU?+=o
:za, ·~g
*4%33 8P9WƁzԫu
!fVs{\:;bjr8Suh*Tc]BL:i 8I
юǕuBޱϻQ6IJf'A?
?VR,cpV5)ktt/M^4jƛ!̤q^)w){1Pko:0mx:rϊpnK*n"[P7B)j;865zB\
rS(/
f.\%Dѭި桻2ڈxmTnNE@fC T _ꌡȿdY` z\^$(kr*JUUS -7T9.䡶ePƥңIĞEɟ(Q3S5%l/&2woVe?ᒧIq6"gÞHń[܉wf,VRm$DZӢJE
x!:ʔPҶf_q6>f,\Q"j61Kg'ka,Z "7d"^Td ]'v&?chH<9fXɏcs#T)H`b*KV˃I2isp`S'-dZ@|N[Qg%`fo=&8"'ft&:BpbۊEǎ2Ϊ iI
Qղfۨ}1{LdvqJ~@߰
4k͛ŌJL-lv{/}tilzh˧\Cѓ'1)00KVWB
`T
2/Y0
&}jq1IF*|tk N
7e4GIޘsHHr֑1:13<