%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
PepsiCoInfographic_2015_Concept_v33
2015-04-22T18:29:25-04:00
2015-04-22T18:29:25-04:00
2015-04-22T18:29:25-04:00
Adobe Illustrator CC (Macintosh)
228
256
JPEG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uuid:4da78d2d-0b3a-7d41-8bbf-5db0203dfdab
xmp.did:baadfa9d-28cb-4d97-a110-92a7207e528f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:bab27eee-87e3-4712-bb2f-9ab8e38bff30
xmp.did:bab27eee-87e3-4712-bb2f-9ab8e38bff30
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f0f55834-d233-44d2-8659-eb0f4f55b346
2015-04-01T13:56:24-04:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:baadfa9d-28cb-4d97-a110-92a7207e528f
2015-04-22T18:29:12-04:00
Adobe Illustrator CC (Macintosh)
/
Print
False
True
1
820.000000
1200.000000
Pixels
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
Sentinel-Semibold
Sentinel
Semibold
Open Type
Version 1.200
False
Sentinel-Semibold.otf
Sentinel-Black
Sentinel
Black
Open Type
Version 1.200
False
Sentinel-Black.otf
Sentinel-Light
Sentinel Light
Light
Open Type
Version 1.200
False
Sentinel-Light.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
PepsiCo_Cyan (Primary)
PROCESS
100.000000
RGB
9
153
214
C=5 M=13 Y=25 K=0
PROCESS
100.000000
RGB
239
219
191
PepsiCo_Red (Primary)
PROCESS
100.000000
RGB
236
33
38
PepsiCo_Green (Primary)
PROCESS
100.000000
RGB
1
165
78
PepsiCo_Orange (Primary)
PROCESS
100.000000
RGB
244
121
57
PepsiCo_Blue (Primary)
PROCESS
100.000000
RGB
0
82
155
PepsiCo_LightGray (Neutral)
PROCESS
100.000000
RGB
198
199
201
PepsiCo_LightOrange (Secondary)
PROCESS
100.000000
RGB
247
148
32
PepsiCo_DarkBlue (Secondary)
PROCESS
100.000000
RGB
25
55
99
PepsiCo_Gray (Neutral)
PROCESS
100.000000
RGB
109
110
113
PepsiCo_LightPurple (Secondary)
PROCESS
100.000000
RGB
180
14
128
PepsiCo_Purple (Primary)
PROCESS
100.000000
RGB
154
0
87
PepsiCo_Blue (Primary) copy 2
PROCESS
100.000000
RGB
0
104
173
PepsiCo_DarkCyan (Secondary)
PROCESS
100.000000
RGB
4
110
183
PepsiCo_DarkBlue (Second copy 2
PROCESS
100.000000
RGB
20
19
61
PepsiCo_LightGreen (Secondary)
PROCESS
100.000000
RGB
97
187
70
C=100 M=70 Y=10 K=45
PROCESS
100.000000
RGB
0
52
100
PepsiCo_LightGray (Neutral) 2
PROCESS
100.000000
RGB
198
199
201
PANTONE 2945 C
PROCESS
100.000000
RGB
0
105
170
PANTONE 7409 C
SPOT
100.000000
LAB
77.647057
17
74
PANTONE 654 C
SPOT
100.000000
LAB
23.529411
0
-37
PepsiCo_Red (Primary) 2
PROCESS
100.000000
RGB
237
28
36
PepsiCo_Green (Primary) 2
PROCESS
100.000000
RGB
0
165
80
PepsiCo_Cyan (Primary) 3
PROCESS
100.000000
RGB
0
153
216
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
65
64
66
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
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Color Group 1
1
PepsiCo_DarkBlue (Second copy
PROCESS
100.000000
RGB
19
19
61
PepsiCo_DarkCyan (Secondary)
PROCESS
100.000000
RGB
4
110
183
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
Adobe PDF library 11.00
Sentinel
1.200
0
0
--
OpenType - PS
2340348777
Sentinel-Light
2340348777
Myriad Pro
2.106
0
0
Adobe Systems
OpenType - PS
3397569493
MyriadPro-Regular
3397569493
Sentinel
1.200
0
0
--
OpenType - PS
2236158020
Sentinel-Semibold
2236158020
Sentinel
1.200
0
0
--
OpenType - PS
3783689498
Sentinel-Black
3783689498
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 820.0 1200.0]/Type/Page>>
endobj
10 0 obj
<>stream
HW$+0G䈆 C i )K"f]C$,0Y];>ӷߴf{<}OZ=m{}4/?|ÿ^mK龙]m|KDoK}z{/ǗW*kؙEuCw|wGQS