%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PMDT-4-3-R
2017-09-05T16:43:10-04:00
2017-09-05T16:43:10-04:00
2017-09-05T16:43:10-04:00
Adobe Illustrator CC 2017 (Windows)
204
256
JPEG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uuid:5a7f56b3-1e8d-402d-aad6-9d3e7d2d2e2f
xmp.did:b0199490-a8d0-4540-88b8-18a39aadcc06
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:545e940a-d279-884d-9225-98e23866de47
xmp.did:545e940a-d279-884d-9225-98e23866de47
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0c4eccbb-1fb0-0642-9c86-5cbb3e85eacd
2017-08-16T16:47:59-04:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:b0199490-a8d0-4540-88b8-18a39aadcc06
2017-09-05T16:43:07-04:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\Amanda.LAPTOP-OAT0HKR3\Desktop\WEBSITE FILES\Tri-State_Media_Home (1).jpg
C:\Users\Amanda.LAPTOP-OAT0HKR3\Desktop\WEBSITE FILES\Tri-State_Media_Home (1).jpg
Print
False
True
1
8.500000
11.000000
Inches
BodoniMTCondensed-Bold
Bodoni MT
Condensed Bold
Open Type
Version 2.10
False
BOD_CB.TTF
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
Cyan
Magenta
Yellow
Black
PANTONE 1805 C
PANTONE 2747 C
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
37
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
PANTONE 2747 C
SPOT
100.000000
LAB
13.725491
22
-54
PANTONE 1805 C
SPOT
100.000000
LAB
40.784313
55
33
Light Flag Red
RGB
PROCESS
235
48
36
Dark Flag Red
RGB
PROCESS
137
24
26
Light Flag Blue
RGB
PROCESS
12
126
193
Dark Flag Blue
RGB
PROCESS
33
40
92
Orange-Red
RGB
PROCESS
241
128
101
Dark Red
RGB
PROCESS
163
30
34
Baby Blue
RGB
PROCESS
85
155
209
Navy Blue
RGB
PROCESS
35
48
102
C=0 M=0 Y=0 K=0
RGB
PROCESS
255
255
255
C=31 M=24 Y=23 K=0
RGB
PROCESS
177
178
181
PANTONE 305 C
SPOT
100.000000
LAB
75.294121
-27
-26
PANTONE 802 C
SPOT
100.000000
LAB
75.294121
-63
63
PANTONE 804 C
SPOT
100.000000
LAB
83.529411
45
68
PANTONE 806 C
SPOT
100.000000
LAB
64.705879
83
-11
PANTONE 351 C
SPOT
100.000000
LAB
85.098038
-28
13
PANTONE 423 C
SPOT
100.000000
LAB
58.039215
-1
-1
PANTONE 148 C
SPOT
100.000000
LAB
85.490196
13
39
PANTONE 156 C
SPOT
100.000000
LAB
80.392159
14
40
PANTONE 189 C
SPOT
100.000000
LAB
76.862747
36
2
PANTONE 2567 C
SPOT
100.000000
LAB
70.588234
21
-24
PANTONE 185 C
SPOT
100.000000
LAB
49.803921
77
49
PANTONE 101 C
SPOT
100.000000
LAB
91.764709
-8
75
PANTONE 730 C
SPOT
100.000000
LAB
49.019608
20
41
PANTONE 300 C
SPOT
100.000000
LAB
35.686275
-10
-62
PANTONE 7642 C
SPOT
100.000000
LAB
30.196079
34
-1
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
64
64
65
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Color Group 1
1
PANTONE 2747 C
SPOT
100.000000
LAB
13.725491
22
-54
R=19 G=58 B=190
RGB
PROCESS
19
58
190
R=190 G=19 B=94
RGB
PROCESS
190
19
94
R=126 G=85 B=25
RGB
PROCESS
126
85
25
R=122 G=190 B=38
RGB
PROCESS
122
190
38
Color Group 2
1
PANTONE 2747 C
SPOT
100.000000
LAB
13.725491
22
-54
R=19 G=58 B=190
RGB
PROCESS
19
58
190
R=190 G=19 B=94
RGB
PROCESS
190
19
94
R=126 G=85 B=25
RGB
PROCESS
126
85
25
R=122 G=190 B=38
RGB
PROCESS
122
190
38
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HI$
+9dv싏Xၵ4`OeKZf6{<J2377n}ͺ{ϿC뒣ۛk)yO%OCM]\M~iuu,guɡ.4e9=drTy|YJK6'lݗfkZmi{d[w~_?swO^k/%Շ{(w]2I1rna}-ĒZFb{4)5lb#fdIϚsihDnk^djrޫSΚi!e[JAv{
9UgqFڋzkkorsȲebiLס=IkL}/\$D#WKGZw`Ck WNQ#`ܒY8j[ajsWVt^#'BQdCyGrqOdS/m|[ 2_T1)mZފe%&K|+M)ng
{:i0 F7\u5 |ᣞ/Ys]BI(.gQ%!G9ë |PAvêK]PJ*
y~oyq2L$c!Np (Q28%&SpWz 2q`IL DY [ijtW°%HփU}}Q/ {Y8i0r1E%42σZL ᬲFӵ@n|M]0>s!F&T/4ƛ>etYL/lB]?B7B=C%4R~Е(jB$EB&dPxC(
&\L ik g_Tpl5ؠ숿@'>Bf1iWbq1;$@±]L/JQba& K-ht>lVguI*>]&BN4L^G9k0hS8FW& ńheYBVPWh^aJ *[07
,;%qh .0FRvɴ۬rYb/=r$Tc -?,%(pHd$ykd7U%n'^шmc֢}laĤ0o>\o_QijK[ܾ{?-v9r("H@ouۯ%c_>3ʡ24Z9WcܜwtWjIN?c)pI=f~clJt>KpꦃicC?(S0+49Fˏ7$oyfffH-hYH*"ғaEhX=Th2ٳ${Y]Af҄7۟{ISdf0$Y|^2_ e]VS "Fv&=Afe4j/tj>k/ajVҸIln6[˽DJUz
DrG
FDgqLV5E(KtUEtL6jCVTEd<*Qw`֮~\
kBrGu
H^h9I1ϵzM~7R
Té~HP)#QnoBhm1~"c0.-(Kސ̶V㴽ɍ/ڴW۔@BI.ƹujw20:3v!fi{x>lgEi%m +O@g >=cND0X˃0MTvʹ78g2vjKH;ڧ0ŘP b}_l'CWr7}Guf"f*{Ur/ټoɔq
/(/&QqV|1fo08yݛI{`y"xDnd!ߠ\بS¯~9a&g{lx*RqY"|GLd-乸dubVlHCYCkmr@CZf$x>i&իgu?U{qKߝfƭ[>$9bl##žڌ
Z+]PfVM,'ϰe*jtƁ-7f%aTYwt>M6k֏6n?pF"q3E}*UPOZ!Dz3鹎L|$} l:7'WQɱ}Ig,\--Ll{vLCj#>"|3I{~!
5;̯Pzlf'D6d80Mjݢhk"rE&N`:#aOLjTAJb@3Z?kX_GI٠d[^5%[rp?g\f(+BzQsfjKW$MCB
<+᪔q_.9AUx'7EbyHH{gDK goD
8*+.Ӷ͟1=y T6 EygᬃǗ
UB?f.f
J@ʰ0_Ct0-74r30quxgލ3Or,~cJqhAM`9@$֯+䠎}mq ;̓hDLCC!
[%-ȕ(_0M/aI"{5b a`"*umo4.>%AIõP8iLl##0>`6><1i%n6Yo %
|^_!>@^7f$ڟSlC
70eW?FpFƲR-EkuhH'{adW0Ayy81N8PzM1%IGM;}ZKԔ>'ڌ<]zKå7^`}^ӥGXlTns)"(7\gH9"qt+%ESMXT
<ɳ- :!C_
|}7xVRYApXYTS Yc;fTF;@.@CޖE-Mϭp5Ʋ"@s<뮍%t7ymRD0X^nоI~?Ep+σ}bp
&z-5#GnGc@ڛ;"bmLYye-}õ*{p(?hBR6d$N5=Iv.[hTlW9y-q6]xP~U"+:B5)۔X?鮌Vɱ}Н⇲Э\m7y,g4H$A).k|`;Š8zI'U;).`.w,FaoLeb.{4m`WKػM?`Ko7?͜Xs(,ZjI}k]Ƕצed_J`e5*"o!$L>Idik*\вP]UWk%KuW7cҵL>vorQ9Fhl>ckB>t6.}Bc
A:B9<]+rR@sw;Bg8mRa!si=0fv" !!$5u]?V@Yw