%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 52 0 R 53 0 R 96 0 R 97 0 R 140 0 R 141 0 R 184 0 R 185 0 R 228 0 R 229 0 R 272 0 R 273 0 R 316 0 R 317 0 R 360 0 R 361 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
21-892456_McDonalds_Journey1
Adobe Illustrator 25.0 (Macintosh)
2021-08-10T12:33:11-06:00
2022-02-25T11:19:29-07:00
2022-02-25T11:19:29-07:00
204
256
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:09d9ae7f-1e50-4588-92bb-02afb2b81b3d
uuid:3ef3c7d7-325b-ee4e-81a3-3a1c99b2ed6e
proof:pdf
uuid:b403a5f6-a809-cb4b-858e-2d5b0a979b00
xmp.did:1917e116-b791-4614-9edf-2866e9ab0909
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
default
saved
xmp.iid:a48d7c3b-8353-42df-8210-e1e10e1be65c
2021-03-25T12:34:08-06:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:09d9ae7f-1e50-4588-92bb-02afb2b81b3d
2021-08-10T12:33:09-06:00
Adobe Illustrator 25.0 (Macintosh)
/
EmbedByReference
/var/folders/qv/85q5_x7j65g9wt07vb70h62w0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/p26npY.tif
EmbedByReference
/Users/derek.saunders/Dropbox (ϴ Marketing)/Transfers/Derek/_CoronaVirus_WFH/21-757251 - HOT! McDonalds Partnership_Presentation Graphics_DS_20210317/McDonalds Personas/Slide1.jpeg
0
0
/var/folders/qv/85q5_x7j65g9wt07vb70h62w0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/p26npY.tif
Basic RGB
Adobe Illustrator
1
True
False
11.000000
17.000000
Inches
FuturaStd-Light
Futura Std
Light
Open Type
Version 2.070;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
Adobe - FuturaStd-Light.otf
FuturaStd-LightOblique
Futura Std
Light Oblique
Open Type
Version 2.070;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
Adobe - FuturaStd-LightOblique.otf
FuturaStd-Medium
Futura Std
Medium
Open Type
Version 2.070;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
Adobe - FuturaStd-Medium.otf
Cyan
Magenta
Yellow
Black
R=246 G=190 B=0
R=60 G=135 B=175
R=99 G=10 B=106
R=80 G=158 B=47
R=134 G=38 B=51
R=151 G=153 B=155
R=246 G=141 B=46
R=198 G=146 B=20
R=0 G=48 B=87
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=0 G=48 B=87
SPOT
100.000000
RGB
0
48
87
R=246 G=190 B=0
SPOT
100.000000
RGB
246
190
0
R=246 G=141 B=46
SPOT
100.000000
RGB
246
141
46
R=60 G=135 B=175
SPOT
100.000000
RGB
73
134
160
R=134 G=38 B=51
SPOT
100.000000
RGB
134
38
51
R=80 G=158 B=47
SPOT
100.000000
RGB
80
158
47
R=147 G=50 B=142
PROCESS
100.000000
RGB
147
50
142
R=198 G=146 B=20
SPOT
100.000000
RGB
198
146
20
R=217 G=217 B=214
SPOT
100.000000
RGB
217
217
214
R=151 G=153 B=155
SPOT
100.000000
RGB
151
153
155
R=99 G=10 B=106
SPOT
100.000000
RGB
99
102
106
C=100 M=57 Y=12 K=66
PROCESS
100.000000
RGB
0
42
78
Cold
1
C=56 M=0 Y=20 K=0
RGB
PROCESS
101
200
208
C=51 M=43 Y=0 K=0
RGB
PROCESS
131
139
197
C=26 M=41 Y=0 K=0
RGB
PROCESS
186
155
201
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 373 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
363 0 obj
<>stream
Hܗ͎+I~zʛ2!<@f5H3w"n0$G-]v:߉_|_[NY8~?ǿ_R_n}-ض3N>vCٲ֖e͔K^OqOs6Tekv{TЯYsdzv?_GoG?rKuԒ\yw%xI˩zyhly|7} n~̓a3UԔOW:7szP[%H$dY|[G8O e7