%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
TAS_Pre Cursive_Wall Chart
2013-12-20T13:08:31+11:00
2013-12-20T13:08:31+11:00
2013-12-20T13:08:31+11:00
Adobe Illustrator CC (Macintosh)
176
256
JPEG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uuid:702c3696-b492-0e43-92aa-0c4e60a351fb
xmp.did:0665a4ad-d270-4043-904f-8ca24bf41169
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0d00f7a0-f2d2-4c23-b2c7-6c04012c01c2
xmp.did:0d00f7a0-f2d2-4c23-b2c7-6c04012c01c2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:263f9dd0-6f30-4fd4-b535-277ce1a1f9ce
2013-12-06T12:59:27+11:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:0665a4ad-d270-4043-904f-8ca24bf41169
2013-12-20T13:08:28+11:00
Adobe Illustrator CC (Macintosh)
/
Print
False
False
1
41.999958
59.400017
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
TASPreCursive
TAS Pre Cursive
Regular
Open Type
Version 1.001
False
EdAlive_TAS_Pre_Cursive-Solid.ttf
TASPrint-Bold
TAS Print
Bold
Open Type
Version 1.001
False
EdAlive_TAS_Print-Bold.ttf
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 1190.55 1683.78]/Type/Page>>
endobj
13 0 obj
<>stream
H|WksTb>M^(lc$qR)e%f9{
cwéԚNgnG5/nWι6\qNkK|ubPBo?juo`mlF>`
c
АRKloV'+1 PCM8x̜g~ng'|tv֙jF^ε8Qr쌳h3dAwpPCN:ӜSC.̿\+ܼX#&y2o!ʱl6W͍ymޘ,0-`#[s#w؝1lW~]~^wIG_W?2pO_ЫLI$rdKH4n/JER)rzRq>
z('OONz?g_}%$y!BP<u+h-yhYMxm~Yd8g5+iXѱK`$
?-n5Yky.i:97O.Мۗ@uӳu~oN/ޭ7>4nRkNR]i.ۗ_9B[{1yz{ʜ7]YofoZCӛݚ'&'o|Dyưߘ`W..iŭ9g'v/NWlzbjKE6'ASg F+f Z5;LrH { Kn$O7xR*ܟgd
{$PYaڸ2W`sghsm06a6
ʡ$Hu% ]:%]]w,H'<Щ =*tly3Ђ!ΧbNs"0t|An6;1q- vA(Xtޱ16_ه{ Je*~Ar4+go8dz
/ װphyżg0ҏhն?0B@k2Cy磲wnV{q_ӑBv ;cʢ}Ta,Sl=rz3鐱#͎A2?ggUD?4Bzt A u@DX SV'9F
# fauj&u0I`P=㽄6v 8˚\f(JCZS_6&4v8_7c :~n 9+$*"*@8܊@#6
\L\cv+qP{RC
áА[KSK|ib :v1RY;rrIJZHU G tta=w]WВug7d
2i#ސI 1ND@?tА4
ds!ӟ7݉$-|31HyekU
CHc
_Uѩ}XvR"P#{SR j_HfX _ 퇅H)뎀[;j5;|/o ~;Me8
{nʸP4#H)P23?K2 #Z #/P 6GR]N6pkۃ,X)f"IBov]f(rG(+ImK,/\ :qp<2l롣cs- 3K|i
u1JK'$m!aP!A$ eppCK E ӴqcG YN
6u,rbE^%XWG{˸z!Ky /M'^Zpu4C kbP;"Ij5Y >d`;҉AF sB9BCJySn|IBy*ڢ4]j^b3)9*Vj 9,#iGE4}eeM֑I@ӔAiVhWƐdqZEL>ݿcѱ|Ub)$C(pbıkh$l)Q$;0Nq)ibU7(]+>l
E"d zƆD8z#~;-ڻE,/wJ8['@H@A9R="@pmEU Łpk[-IJ(g
4->D
FLY2KdAh'C>dKwbnslG94+|[MUȉOBdzHf lS'#xţ|#N'vt Uˏ4gVfvpy<|r>sBH@̙
"N(ލWNY<]CSMP``r/"គ`bO#b¦ԁ7@hHbTpA=D*oYrUu*qiKâ>a`!+K/;!Յw6tEvH$MPKlk:~Gka6_F27pw/X &pÏacF7k8Ӆ,f]r7 |Ixax]K\W91
}UÛ]
O@iZ3$4 .dB<Se :]]a7Di|FIVSAi
cbBx6^$`Un?KYX-#p;^D!9}$q+ߘl/Hn&4,o#'LKI}jP`1nT5κHԓ||b8faCw;P>vr*G#C>RuWf
tc5grX>=k؎]NIdXWhR<
4$,3&}
6R&|kcaD##a{-ȇadup}.m;:ym_s@CZ8NhQCՃD;Dөx@gY$ ;.T`iA 4ykKr:F~:9Q
g8FFlp[$yekߎfEVObQZq@"kP*ƃZnL 1Q|b(`e?z)SlfR1 ",D2n_!aG-жK)a+'a hP|2;}AvV}S
t1Wm]ثa
(W T9\jlm,EC-6/cO}yMVROVi%(R)j:0LC&s 1O{, 3+L xҌ @<>R_/` +\E
endstream
endobj
16 0 obj
<>stream
8;Z\7>E\"h$s^;-nhhe^i[;>;!K!+q*@L2imF848[K4RGJ^u'is5g9-\o^SV
)+tT9a!ue1p5?u(doADd1R1@r''K*RJ#mLh(?o]
n'V,dC1I1Oh=oa"C=mn[m;*221q`9Lh45Q,b?4*!:V2btB6R4eQ;7ut0n%4o!&-Dp
^JHuZj[kpOFO)NN1_ALR:%L\o,Xe%
g.=C=^!G4[qTTYFN;OqbBcPRt-u"qhaB4A4gnN8P3h)-PGtc1.+H[FiqVaD.oZX2m
0s/Q$DF%FLG9DAF'ClH*J;PM#4N#"?`Ik=M(#h!HQ3E\f&SL6j"JRl
jh!e\N(Yd8-2>rX<2Wh^@K,cA(>h-H>!?N=HQ&_d&WpS[nb#iZ.+TH5*$P&gMQ)Q)
(3:'V/Ei3K5)oL!h6o^B2JF5n3sm#u1,e].2Rn67rNmb$5/H3on^#XA%;*P=:CR.Y
a)B25(8(,RBbm\mGQCHMq$s1o?oMR8K:P0KG@3uU>4:D$fL.n
endstream
endobj
17 0 obj
[/Indexed/DeviceRGB 255 18 0 R]
endobj
18 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
9 0 obj
<>
endobj
10 0 obj
<>
endobj
21 0 obj
[/View/Design]
endobj
22 0 obj
<>>>
endobj
19 0 obj
[/View/Design]
endobj
20 0 obj
<>>>
endobj
7 0 obj
<>
endobj
8 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>
endobj
26 0 obj
<>
endobj
27 0 obj
<>stream
H̗lǟ8s`s$^MKA&n6@m6N; H͖
cERXZ'U !1Ф-&h' Q1h
d|e
Ϗ{oF|#_W;zBty灑Py.jx|x}C"Qϯ{{2c%[ZPo?.Fr8=;{GWcO=9q
٥D?){z;$JIݎ2Q~EzfcGBZep5gL_3otȃc$Sș~H8.')TA䢯<{䦅"|W'/-&)@A%TMKa#LȠTCTGVR5RNMVfj5JQz7h1&=KIqz
%[mf#%Ezhm-2(M[=FnA=}ډ(DفhG - N BPUy>}mz
מ9Z_3rx=&HԘ(Re2;Ay(LHKJȩؽ=R$1v82ĚK)#ʇ2P<ߓ)H5;>ͧBJeqݔ
ao:4Hdɧa+xD &S/
cB{G::璩¹`8]O>Y>+ٹT=Xt>_X>9y}iA//[(tј#lg]٘Jup:D.7P,K"nG؇baq#ynA(tz*ACȽ-J@q^Iv܃wNP-
š-Pt :NBe&t2{#*Q`HUvg
5K(#q]z$5`]BGS(,(2!tC|'1b>}8`hj8eukZlWi5)Nݳ̢ݣ1kH&l"HM=cooݜ;?1uk P~Gʺ ZkZV/¦a9¸SW#L!*uBi,Il7>bAp7V@k
PBq]o;OP[3[g{^y_lE<"
bQ9ĕ|˫T==~(z-T.BAAfĈG)1xiy1GĽMZsMaG6j5;uS՛x,n!0 Q#vt:K
f=FGuEGZtEGZtEGZtEGZtEGZtEG{tT{܍ЦQu35k4.WP1*`
4ԞP{jOCi=
4ԞP{jOCkv݈U]نW
R,h+/`dAxޛkȉGK b> b> b> b> #E]>nCIpN+3`̊JƉM؇4[<7/_@Oz:ӑ@@Oz:Ӂt=W_W6 #,"Fndk5ԟ*v֘GO2rza;eSWLwe&/}co8ڋ'!Z({|0Z8@cIt݄CYcFg
21iج*6
0S` 3)Lf
0S` 3)`UYrO-nV2FlUkfp`ʖJ6X$&5 I`MkX$&5 I VXV2ztgEq]v`⼮nNfјMh&N|3O{\GjEUyxvpXx欋3眻u!U"7.{0?eөûGkџn3R0(5GFu5jV(mat:].C7U's7bՉVj % @ @ @ @ qZ/A&C88>?ٹuuFonnϭ3n%]״Hڒj*m?#IA{-TI I$EBDmC[l "IZi{Z<7{z&{<*&cMYf.$ؐK\:!tȥC.rK\:!tHB721yF'K{hԘ<<ǞS{cO}a>ǞS+&nmKMH"AD @"AD F:$H0êeH^nSeϮM~_["0}{F79ޮ'^46Z;5.^;S-{8KeSlJM)Q6%ʦDٔ(eSlJM)Q6%ʦJ:$G՞/S.-۳HJ>#\lPl\]Y}A.OYYI?=T7Nj=ptlc#NL
JEӬ3٭}^ETƵTt6ђQ%ZEi
-V^7VDc{`,f10Yb`,f1;D6wˬk(e8 8 8 8 (e相[P0-wSf^^hVʅm5_kO:w_UtY[j(gXxUV,Pm_ݿb>ҽdbb"H^c㻒sbj\=y"ؽ>Cɳc{ᆧܐ!~ٿhj'(om]Q
U,U P( P( P( P( P( P( d)(tIF"K,5Z۷ B|Oi\_ЌKt"NdЉ:A'2DȠbЉmSr7.iii-㳌/2͘`|#ƫZڴ7f#m#;DГ:GShjMͣy45