%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Managing_Expectations_Trifold_2018
2018-12-14T10:34:02-08:00
2018-12-14T10:34:02-08:00
2018-12-14T10:34:01-07:00
Adobe Illustrator CC 22.1 (Windows)
168
256
JPEG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uuid:7c4c2074-a8db-40de-b1b5-65013e328516
xmp.did:bb56f228-34ef-0145-8db9-e6595ac28baa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fa6502aa-4520-443d-90c1-6a0373e29c03
xmp.did:2f283fe0-e4a7-7644-a50d-4cef4ba8532a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:80b91deb-f977-3f41-8cb7-3a0da7386296
2018-08-10T14:38:08-07:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:bb56f228-34ef-0145-8db9-e6595ac28baa
2018-12-14T10:34-08:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
O:\Communications\Managing_Expectations\Fotosearch_k34047397.jpg
0
0
EmbedByReference
O:\Communications\Managing_Expectations\waters-3085701_1920.jpg
689EAFEE1CC9A00D7838348FC55E44CD
xmp.iid:b36caaf5-f46d-d142-bb92-d3f29fd4e5f5
O:\Communications\Managing_Expectations\Fotosearch_k34047397.jpg
0
0
O:\Communications\Managing_Expectations\waters-3085701_1920.jpg
689EAFEE1CC9A00D7838348FC55E44CD
xmp.iid:b36caaf5-f46d-d142-bb92-d3f29fd4e5f5
Print
False
True
1
11.000000
8.500000
Inches
Calibri
Calibri
Regular
Open Type
Version 6.21
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.21
False
calibrib.ttf
Calibri-LightItalic
Calibri
Light Italic
Open Type
Version 6.21
False
calibrili.ttf
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
Calibri-BoldItalic
Calibri
Bold Italic
Open Type
Version 6.21
False
calibriz.ttf
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.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
PANTONE 310 U
SPOT
100.000000
LAB
76.862747
-30
-23
PANTONE 304 U
SPOT
100.000000
LAB
83.137253
-22
-17
PANTONE 317 U
SPOT
100.000000
LAB
88.235291
-20
-7
PANTONE 331 U
SPOT
100.000000
LAB
85.882355
-31
0
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
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
30 0 obj
<>stream
H|WMd7˰;.l36 $2z$Cȼ`Sv{LPK]v.ǩwㇲvRaunW_oû߽.Ƨ쫬1Z~ゟ7
>n(Wk{~prj{+X}W[eRvخ+va{LhͶWHm):_T_Ǎ[jzeF5v/adjȍ}oޮ=ח-??>N;.k<Vvo/?Ì?ҽD
}{Kͪ5Ź];~P3}!Z}͑kLRT).]}1!Msm0}}ҙm1qeᦣ&vlIa#n?ny=nO|ןͿ'~[~`~{P@f
1F(]{Ey3""ڣ}%/@dxP>QxKcX
j>^ƶ:AtkwfPI
^Mj}X82b6Uҩ_n<{3Չ'z.<ۮ}H (SBXltzH8SC&x$ -Bk/wN7-=?* M)zrP Cڈ-hFf+I 3t'8$
6\eʀYJD(2v/.'_Ymc>U
z} O"!`ͣp4^mԩ%ѓ$u >/1vC
x\c;$TM/[XձwӔ W`.9]5,V!|* %6X1ĀT ɊXQuћHtƊƽ; x. ;E$cɈ`
\wpl[q(`+y E'C _8.B:I6%*.kA0]NK"oES vz]vB]f&آf/%q`:) 5,
G p1c.#ّYc8AK@Fz2\!0D p
sDZ=230J5 *"|G~VrkZ"WArO\
_ JޜzUIvؒ"PpjXÕMPٛ٣W>$&]>Pq,@]p%}h .&WhuTmDr/=Hل <(J72ЋZѕr[bO!")4c˻r#|1Bc$/UI!;3لܐiPe˂F!WV
aose:/`d,p$8\jIPbut:-Kee%< ݅RPTOC*HKxZ'5P^9)o8Jl,xMXi=.ljz2jg[/jbi|^>jIơh ,4%ԯ]]d)O~?QºDc@ʏ9v)hNH6^yⷳOSKL(1ȀB.vo"
z1EQ5w%,#0H,#*)ԉ|[!v- BBW8QEbes/ p4%2Z=Na|ϙeOLQ5.-gb`+)P=ly3Hpgyz%Y IG;[TMpAmqI.aW1s3'29WeQWY#0bk@x\-Ě=]GW6-Ɣ@f 1ZkGnS[>t lڛ(~mh'}
sRnX&F"oխ#.27®84ٺ#u#Ϝ:i-cp8r#zׯuh`<drHV[5K`lI^$lLbի^_SY=ˉ5W4xѡP=*: #e?0ڜo9:|dh%hI3
bX 䁪?d,[[:^U4#H1NL5.'^</8+p kz~nP'qy8;5=ԑzL>172.K@ЩpXo8Ì
γhDCc[GJuKƝV64\хaPؿ$"qa,H#yXl5 o$fh--FGMM5gUbQ\`@; %kƕn
@y`[{O60\ސ3XU<ЁՎℎXPXv㾡o
@3Cg0zRُȎxC8PtOX뻳͟>,tp>Ƿzx{yLO ?UK^Cȟ#4}yǻ5vt\ono+"P?Sc
X:t;=4e>aPC
.wB*G[L?"?+^kG[y6f[<`L-a5xBm3WO@Nb[[q!BKBBwbX !(0gwƔ]?u-%lq68ULJ##@>Eu% 9oȉtv6S\/鞱C&9{0 F.*+k>4>R$EEY稰䅳4ҧ%HL TmJ(
- r>,y0Vw,>co>7_TNͮO`(3c.FMgFLbjG^Z5K@b
e̲z^6D)=<ұx7 `,kxLKIkG8Fs$OSƔ0^{^PH~M[1f#
1QJs8Xg@T%N33ֲaIkDӹc٬k(]AJkP0BѓnYkp66noQWy7ĭjo7oZ&/]>ȹC(,\qIz1āM-B`vӨyRHr/b_fi\iD(}KQ-juߕ,TE|nHLAfkaZa0s$Jq/6眚ZG3T#;2&bf;`O(Z "/ ny)%>*3ӡ"(3k>-5l^qrțr-ÓuD(ۦZ0tKbKäM+'.y
sx^Ue٤k^(Ux54Q+\qyIK1NONj-bf.\]kǣW]V;5/}ji!K9.*Xa½^?hF"C|uDr(79.dz똿d{c?$NJ#@'mM6T
,02\iӄ;aci^<w~s䄐ol\MpܧK>R*;5hZ06tS'^qs"aW'rܕcLU0-HLCTk`A*c[p[C9
S&3dϭtHDiKH`tA69ŢD(m.
䱼k%٬8'!t}ޘ٘ZZհMՊ$$ɖ23 $m5