%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Math Progression Flowchart December 2023 Draft
2023-12-11T10:50:44-08:00
2023-12-11T10:50:44-08:00
2023-12-11T10:50:44-08:00
Adobe Illustrator 28.0 (Macintosh)
184
256
JPEG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==
uuid:4b2cd941-40a3-fe43-a972-c2fcbc5a493f
xmp.did:582b392c-7c79-4c7d-b4d0-c445864c8634
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ff9648fd-3159-574b-b9fe-a6b068cf495d
xmp.did:a7c50834-8e0f-4edf-a2ef-638f4ac81fd6
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3F7928D1502668118083CF24B6D8A6E8
2013-03-19T10:36:43-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:582b392c-7c79-4c7d-b4d0-c445864c8634
2023-12-11T10:50:42-08:00
Adobe Illustrator 28.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.250000
10.750000
Inches
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.01.4x
False
Times New Roman.ttf
ArialNarrow
Arial Narrow
Regular
Open Type
Version 2.38.1x
False
Arial Narrow.ttf
HelveticaNeue-CondensedBold
Helvetica Neue
Condensed Bold
TrueType
17.0d2e1
False
HelveticaNeue.ttc
HelveticaNeue-CondensedBlack
Helvetica Neue
Condensed Black
TrueType
17.0d2e1
False
HelveticaNeue.ttc
HelveticaNeue-Light
Helvetica Neue
Light
TrueType
17.0d2e1
False
HelveticaNeue.ttc
HelveticaNeue
Helvetica Neue
Regular
TrueType
17.0d2e1
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
17.0d2e1
False
HelveticaNeue.ttc
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 594.0 774.0]/Type/Page/PieceInfo<>>>
endobj
15 0 obj
<>stream
HWMs7WHL&3taLBrF3hZʮV0@F吜yVf MS.$'W菌LI͈plj̨--u̒ɢ>,z+H2zm1j$fJf#AIGHz}^0KP
KĦ25OI)-B\n!V
>5òu14_!&˛ɳٍ3ƚݳҍ54"E?-ʲ.z/=(A4,oޟF./#к崡(ٳܸ+,< 25e'$
IbKr\:Vf0\5a)
'
)\r|6)^NOaRk?e+/-L}5)%c.| Î^M}QW\ϖפ_,6IZTo!hXe1#2 B,8AvqIJh%=r>>*"0Xx ՚ܱG(Q&6P~ -@AMz賬]c!e!t!춐>o
(CV
p.ݒtT#qQ2Y+'uLAr2t
6bX̩2.4H"AkHG
HVB):UH*vr-(S$\&w\ճ1KP\a9XϠ JAUi.D~4wqS).!Q+Bu"y囃dbt:c8 }|NNsD5!Gbŏo ŢfCPSJa'%P2g(CΥvSE
>%UJz2H&e9?kx3h۹)N^FR%xJVktm(βQ]Ķ'WY1^Eu(5WW4Z*Ec䓯/ȇ+2} y1MɅ/lΫ#|w-f}#.UisՏr~ڜ$'d۶nɰ\|Y0Քg}x7z7>#ŻB*WW@>θ)5=䳧ɲ">)]r?ّ٬e