%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 54 0 R 107 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2017-06-05T17:50:37-05:00
2017-06-05T17:50:37-05:00
2017-06-05T17:46:12-05:00
Adobe Illustrator CS6 (Macintosh)
256
164
JPEG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uuid:e6780a85-ec0b-f348-a14b-f56931bd80bf
xmp.did:0180117407206811822A9E4740425295
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1e9fe3cf-bac1-48ac-8341-771a4bda1c27
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A9E4740425295
2017-06-05T17:46:13-05:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/yanezi/Desktop/BrandZ Global/Arte/BrandZ_Top100_2017_Logos/BrandZ_Top100_2017_Logo_forLightBG.png
EmbedByReference
/Users/yanezi/Desktop/Captura de pantalla 2017-06-05 a las 17.33.26.png
EmbedByReference
/Users/yanezi/Desktop/Captura de pantalla 2017-06-05 a las 17.33.45.png
EmbedByReference
/Users/yanezi/Desktop/Captura de pantalla 2017-06-05 a las 17.33.36.png
EmbedByReference
/Users/yanezi/Desktop/Captura de pantalla 2017-06-05 a las 17.33.26.png
EmbedByReference
/Users/yanezi/Desktop/Captura de pantalla 2017-06-05 a las 17.33.26.png
EmbedByReference
/Users/yanezi/Desktop/Captura de pantalla 2017-06-05 a las 17.33.16.png
EmbedByReference
/Users/yanezi/Desktop/Captura de pantalla 2017-06-05 a las 17.33.06.png
EmbedByReference
/Users/yanezi/Desktop/BrandZ Global/Arte/BrandZ_Top100_2017_Logos/BrandZ_Top100_2017_Logo_forLightBG.png
Print
False
True
1
21.590000
27.940000
Centimeters
KantarBrown-Bold
Kantar Brown
Bold
Open Type
Version 1.001; build 0007
False
KantarBrown-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
29
29
27
CMYK Red
RGB
PROCESS
227
6
19
CMYK Yellow
RGB
PROCESS
255
237
0
CMYK Green
RGB
PROCESS
0
150
64
CMYK Cyan
RGB
PROCESS
0
159
227
CMYK Blue
RGB
PROCESS
49
39
131
CMYK Magenta
RGB
PROCESS
230
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 118 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 123 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
119 0 obj
<>stream
HWˮ5Wx,. J !bDE.XSew<"g.q黷۷;}:4Wĕ|IRӏwl{}h'){
#4gJԚܢ~ ?NOT}I@LI瞝csvH-wZ2<9yg<}aT6ʀG7{yccy#%5 ŤTd^(0nׂc՝chGWT]UTU˭air͏,צZ#pyCw?Zz|1RC_7O{~w:h)Kյ}mϯuyl9Wϯkxǟ.oN_y[Oꍟ"(Շ0:嗗AZy9ъdg@@ߠ#%)9"a}kd&kpzGȏ#SG.CNT "
Ck!;}5l0$5NՆHִ7tc3tlH+I>֑
f0ioT|@LX9Nqs{wDM3RmCy%U|JRb