%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 12 0 R 223 0 R 224 0 R 225 0 R 226 0 R 227 0 R 228 0 R 222 0 R 432 0 R 433 0 R 434 0 R 435 0 R 436 0 R 437 0 R 431 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Web
Adobe Illustrator 24.0 (Windows)
2019-11-25T15:11:12-05:00
2019-11-26T15:14:56-05:00
2019-11-26T15:14:56-05:00
148
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:dbd6d0ab-5ec5-584c-8208-1a3181d70aca
uuid:dfbb910b-2cff-4b89-9a68-50150d089e71
uuid:3a141a77-cec3-4feb-bd0a-5e8b46f88e8a
xmp.did:e1e755ab-d434-dd44-988c-dbdce51b1052
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:46d7ba64-e055-6749-aa10-857a5d85e01e
2019-11-21T13:45:30-05:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:dbd6d0ab-5ec5-584c-8208-1a3181d70aca
2019-11-25T15:11:14-05:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\Users\01BGG\Desktop\images\infographics\Improving Organizational Performance\Footer\Poor-Org-Performance_768x768.jpg
EmbedByReference
C:\Users\01BGG\Desktop\images\infographics\Improving Organizational Performance\Header\Banner.jpg
C:\Users\01BGG\Desktop\images\infographics\Improving Organizational Performance\Footer\Poor-Org-Performance_768x768.jpg
C:\Users\01BGG\Desktop\images\infographics\Improving Organizational Performance\Header\Banner.jpg
Web
Adobe Illustrator
1
True
False
1000.000000
1705.000000
Pixels
Verdana-Bold
Verdana
Bold
Open Type
Version 5.33
False
verdanab.ttf
Futura-Book
Futura
Book
Type 1
003.000
False
LT_1.PFB; LT_1.PFM
Graphik-Light
Graphik
Light
Open Type
Version 1.001;PS 1.1;hotconv 1.0.88;makeotf.lib2.5.647800
False
Graphik-Light.otf
Graphik-Medium
Graphik
Medium
Open Type
Version 1.001;PS 1.1;hotconv 1.0.88;makeotf.lib2.5.647800
False
Graphik-Medium.otf
Graphik-Semibold
Graphik
Semibold
Open Type
Version 1.001;PS 1.1;hotconv 1.0.88;makeotf.lib2.5.647800
False
Graphik-Semibold.otf
Graphik-Bold
Graphik
Bold
Open Type
Version 1.001;PS 1.1;hotconv 1.0.88;makeotf.lib2.5.647800
False
Graphik-Bold.otf
Graphik-Regular
Graphik
Regular
Open Type
Version 1.001;PS 1.1;hotconv 1.0.88;makeotf.lib2.5.647800
False
Graphik-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
R=204 G=0 B=0
PROCESS
100.000000
RGB
204
0
0
White
PROCESS
100.000000
RGB
255
255
255
°×É«
PROCESS
100.000000
RGB
255
255
255
dzºì
PROCESS
100.000000
RGB
236
104
65
ºÚÉ«
PROCESS
100.000000
RGB
34
24
20
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 493 0 R/TrimBox[0.0 0.0 1000.0 1705.0]/Type/Page>>
endobj
439 0 obj
<>stream
H|W]k\}ׯ
d,`vC呭DF*>眺e5G}Ƿ1|_2_go>ܟ`9?jO˜3wgN~8.3(%GZaG_@|YZğ99i/X痛Oqa~w;nsz,wX_Sac% C5~{8}m~s[R"Թ-^rw[~xs9οtw.7IX߅̴(+qAa=
?
:vy{?>\\aBpûۛs{]l2R1©E^ ;"-Z(>yםWC:lE5owoRNyaqGP1DUKؿZȣhgU^hV?sCGʭD;y3Y\R3X.8%sc_]Q-{ؙ0jɳC5&OiInwE]RJNӤeZ@D *%?LZT5* `W%R_a7o+U@P*ٚ5݁FGh@6=jv$؊oNmjrdI';3aH,hmt*e?MU>g sV-^d#
%{ʽ=9xԨœ0qd{"BlYswJs'h:Xkuс
:Zyv'ݴۣ0vnTF+};= N9·4@ќ՝7Z.x8rgb69tOqYF4mOA
bVN&Z9-JcuY*`s jgw`WJ&DI^JpͣWגvf`Z'!6E+kSE3qR[v{k'OM@~Ut&$EUY{[d ;p·^%̧lBGq1%4MSO86q*$8ƶ"8@&]@np]b<ٳsrl=4P-"[TܒSFk \ͥ^p3rI$ \ % 9YTx~}}W7Y2.b9\;U~`K 7euDu&yּt,`K^Q`Vh.وmB{zBCZ]e.I)Ry q3kE
=o3o")\#a Ƣ1d$7-dgq.MvD7`Cf$Ʋre+g,
&,^)WuE/ X*/Dr3Zv&|9Q@Rlʚ-j|XC]
H%;}"lC($ik"l`1XtI6C+|eIN>P.3
j+ȐFLjgYނr dH&R;>ڐ:u%$HNEMM8l)2J \Av㷩UaK,
DU;PQ64%=|"7z].w#kɰ3~fKI8/ C78xd4OSv
'{T
wulnl|{,g0B3\O$sU>mPINgG[6v5
SS+ƔT/f!h|jUxzRЗg⚾@45f`**ȓ6}J3ήLGD~e0[G;uWQ0{1C<8xq1V4ȈKJf7Nfþy (8grG!骳#Pӽ6`T4ss[gۮ^Qq4?
ꕵMs?{)70sp'.'øf+:lsxu罫J ց.1q2Y}:Z&N'i=o|+@E*PSه5aC.|Weڢ̛dYwT5` >t;hPͭK.jYmp5p 4mI-EWQzu==xÓu{_OrQ,sR$0\C+