%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 66 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Parenting Class Schedule 2020
2019-10-16T15:39:23-04:00
2019-10-16T15:39:23-04:00
2019-10-16T15:38:31-04:00
Adobe Illustrator CS6 (Windows)
196
256
JPEG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uuid:750affcf-cbab-4d55-a84c-4b141927bb3f
xmp.did:96AA646380EFE911A036E069C1F3956C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1fabfca6-c259-4c48-a6d8-3a56576b7598
xmp.did:6668F9BD57EBE911B406EF69D180AD9C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5F0CE9DE8F0AE31189C8EECBD048E748
2013-08-23T10:18:49-04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:96AA646380EFE911A036E069C1F3956C
2019-10-16T15:38:31-04:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
E:\Keith's Projects\Public Health\Public Health Flyers 2013\Final images\bigstock-pregnant-african-american-woma-42311308.png
EmbedByReference
E:\Keith's Projects\Public Health\Public Health Flyers 2013\Final images\bigstock-Happy-Young-Attractive-Mixed-R-32404478.jpg
Print
False
True
1
8.500000
11.000000
Inches
NewsGothicBT-RomanCondensed
NewsGoth Cn BT
Regular
TrueType
mfgpctt-v1.57 Monday, February 22, 1993 4:25:44 pm (EST)
False
NEWSGOTC.TTF
NewsGothicBT-ItalicCondensed
NewsGoth Cn BT
Italic
TrueType
mfgpctt-v1.57 Monday, February 22, 1993 4:28:55 pm (EST)
False
NEWGOTCI.TTF
NewsGothicBT-BoldCondensed
NewsGoth Cn BT
Bold
TrueType
mfgpctt-v1.57 Monday, February 22, 1993 4:32:22 pm (EST)
False
NEWGOTBC.TTF
NewsGothicBT-BoldCondItalic
NewsGoth Cn BT
Bold Italic
TrueType
mfgpctt-v1.58 Thursday, March 4, 1993 10:40:01 am (EST)
False
NEWGTBCI.TTF
Wingdings-Regular
Wingdings
Regular
Open Type
Version 5.00
False
wingding_0.ttf
Cyan
Magenta
Yellow
Black
PANTONE 1205 C
PANTONE Medium Blue C
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 Medium Blue C
SPOT
100.000000
LAB
47.451004
-33
-54
PANTONE 1205 C
SPOT
100.000000
LAB
89.803894
1
43
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 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 76 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
68 0 obj
<>stream
HWnH}WԾnlə"v<yF,)&4$R>u݀.n#i=3 Y*)iO
I.p16soSshRup\z!i.FKN: M[DT3Yeהg2?0!r22* YbRR
i1I wxO۞A2)rW$bt6ef]J&_FLBaqphɜSyƝ3/ov
"_o@f 9,3}> 5ӖbF <
VqVV`{-JYOndd"
Ȳq`\6E>S')28'g!8D[/O&A<ݜLIN\@rGe1Fpswu&-s$-ݟ6dt3
^7c:}ߨGz B 9"VySe%eՌ/yVt3[OUQWg?"{
o}AV/4̟f̫shT
|$ ć'3 :K(`?j}(vUWY]<|yNwNpKKMs$o..=/rxR#¨N!t ϴWV!2^D"G4ROcA,-R8-I1xgNiEq_+iNXq
S뽼꽪߭CP*GAx:D2آ'Nq;W$4%Kr};&}zxw?B
6\=NQz@z\Pc>ݍ}/EA2h|H^j!
&2mQ!100qgj糢zn7Qyr/F|^5E(<7,U׳KAwM
tGehv#@*ߢ.yN2ϟi<;Eܼؗ_YS/כ``&l(_
Cev-wc5&uh)5ډmuu7]OƓѻ3Tuû4=t=S1-pI[Z9jDCuCmWҪ2ϚǢ,nvC !sh;!h]3t.>բ)30hcF2
wCq3,{i{pȏT<[2**׀>8uDtxrrM4
b\¹T[Q[es|ˬ,;4
jTA2hIڧgp|]WuPLxཡ-Z<\37ʝnV͟hUb\`kWA|LJ]7MМ}ErB$1mQU:qߑdqpMӧl|4CѮEEhYn&s$Z)ⱚJp{х,SƐb4fP ڬ
endstream
endobj
69 0 obj
<>
endobj
76 0 obj
<>stream
8;YQW]m?G5'S`/nV]+>Y,'qB)T2u)6b4`].!IM7FO0p9,:`2D
b#IHiFE)C-+c)*,&h/%SkI.SlF(LETrj.$+OI]arV11eA?h65cSanc[0%Knr)lDXN
1KI.md4/OheCWGreK'pYQI#49V;Z`qi/)odSE/+B@I0VW$?_L^`=qo->fp[tnt!`W
70Rf\=%Z@G+N$Z)gh8X9Mks6EYXt]``J.VHb8=ePoD?$DRo`'aN&/TH-F2(RQj-PN
Sseoc)'a_fAr6H64.F3SD($a$Y]c\uZGF/X8M8ND^DN`91580UNR"Xe?^@5rUIJl\H,]Hl4j<
@T"(+;T]su]o&^FKSo4)\QkJ8\D9?,kIqkS=LO9GI8@%J:%cs<9?;N$=$gp;>b,'s
el+?C:#BqR4^,"2'Ve/4AMb')k,AO/Z?6%ce9Cn0NTkot?sZ3r*"o-7Iu>?:p9Y
kI:jnV7@_uHMt7Q.EOPAU1F4gX#q30FaPrDZ/LS(!*%#frItpf_42DjH[1#uNk<$s
QPCQ1>-VTI*C=HCn+L\`lEO9h<=a:Gi_E@k`L,bE/QY=W9ou@Hfr8D/h^N(Q]mfAG
Mf/b8=_tW4+iLVl1J4Yc398*Cq)0d,!oJ8#TXD7cO>a'f5q02'm'AKK(CQBV:@nuajusK5ocu(/5,AM[GsE"JMATB
$)e#g&COgGX.-6D9(t`")R]NiTGL]D&i3,G.UGOE"DM&]+P>b=fk\l?/>FK%r/C'O
@R9K4=p@8,!*rRmk]Y,g79jF`$CP4W7fK-DQnoL^`R5k0`P*5?i'.gf4Z#s)g!ugn
;9JOsAbT^nl_m0^']$f2d1pQKJg8p8lUai8O(dT-n2\\M713pg$,a7Z(K:t0^r6_i
](]%@g.L<9Ji!N$!.i(S1XA_*ZqmOAXoj0=8T7&hCXuH(PWXkVB%lou(Ts\,=I[&L
Qs.92D:l-&)CQ=0o]`Z.mg\4PCLs"N-^S1mS)5?E%N)LQ6HLdTI"2)c=19"">;8I:
56V(tNJ-fT"c)cW4s"<^>S$duVs+O<:0/sU%"8_)K!3o$3j6ic;-9u##LW2[Y:f;G
2%PcYf$@T>lLk#:.^^#KC9esc2SkPYSU*49n^m3["EARh#i)=YU%V*Lb$D^Cr7,`e
R@[rq?T"\S0(cGul",;#?RbEA/hV+GF=h=1l">!4S\K(0)W%XF"mC5?68bV&Tei$(8jRH6#A=JRPMG?3%L-[I]Vc+.<3+8NRq@Pe?Qe>EluAT^YOUD-9$/,R2q"5\
j&egh[<0%+Y5-iP@;3`9pB6-II;cS)(\OBUS118f/'>8pqg4[Ks)jfuaErgA*\oO+
PJ145(<:"KM]3D\3F@aj0'-t0?Y-2uS,,m-K1cZf(/KB,cJ`eNZ-'J\a\HoJLXu@*
otOkk+o]hqpjGdpi(EOL^7,L7,2@<)LeD1>ZaU;U,UEPqG8;O8KFOqBk-)&%:@hKF
Guk>=B(uboe&'X5Lf+S/GO0VA\E4M4Th6Ks:3!rbKS2>'MM4Gh.2a*"rg^iE8/C[r
'S8Mu^LORuX2p2T6\SK9i*$C5"]WKGXu:'r2LD'VKd"D+")p!75r%mP]tB5Bqi5[H
;f!^#W'l?dA;gfhoW5QC>l/!&mL*:d[Dt>#RBrY=.RQu!@-p@<.<%lSTTnIdnk!mC
?WVj<,>l6'rd)DJKZ`kG$^dT$,#-Mb9s*SJG.j)uJj1[p0nE^C9XS+Q9RdaL>\b\3
7Ab:`j?!dX>Y5G]KHiT_Wr)m9=@VrG/&Bi%1`%\ZkZ*/RVXEkBdXGYnTN\I:5rL3:
>uJZ0UfEum.Y47Ur!sZOVr;*i
J2Q+u?Jm1\+<0Wh]UHsYigV1%+i3gjfSemWSRUHWUVh3,Wh8h++r3j,V0B1)`&%g$
RqiZe2krR'fge_7_%sPC3<-Tg\nWu@14RErMoYKkaj!PGMuBq3pQ4R-r)Yu%HsZfP
@C;o##Y_?U<,,M%.MJbk15?7'>q\@r,CtAEN^Ms&L6@kh`Gp=MDABj/5Pa3'Ig,nb-Jg6~>
endstream
endobj
77 0 obj
[/Indexed/DeviceRGB 255 78 0 R]
endobj
78 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
74 0 obj
<>/Filter/FlateDecode/Height 600/Intent/RelativeColorimetric/Length 827931/Name/X/Subtype/Image/Type/XObject/Width 972>>stream
Hs?ә:Wjue,iju_lcccNc&N Hg
$re!@ 42C`MCJc!)mLzKһz