%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PATR19_infographic_ENG
Adobe Illustrator CC 23.0 (Macintosh)
2019-06-07T14:55:36-05:00
2019-06-07T14:55:36-05:00
2019-06-07T14:55:36-05:00
144
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:35f73533-5d68-4ccf-aef5-0b35fbbbed5e
uuid:f5bf55e5-2c0c-b847-95f7-a91d2c0969cc
xmp.iid:a3e58d85-1c4b-43d1-a19a-c50e4b51a2b6
xmp.did:a3e58d85-1c4b-43d1-a19a-c50e4b51a2b6
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:a372c25e-6b5f-4ad8-8a38-09660607876f
2019-06-05T09:14:33-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:35f73533-5d68-4ccf-aef5-0b35fbbbed5e
2019-06-07T14:55:35-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Web
1
True
False
8.500000
26.736111
Inches
Cyan
Magenta
Yellow
Black
C=0 M=80 Y=100 K=0 copy
R=124 G=135 B=142
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
C=0 M=81 Y=100 K=0
PROCESS
100.000000
RGB
240
89
36
C=0 M=80 Y=100 K=0 copy
SPOT
100.000000
CMYK
0.000000
80.000001
100.000000
0.000000
R=124 G=135 B=142
SPOT
100.000000
RGB
124
135
142
C=62 M=0 Y=13 K=0
SPOT
100.000000
CMYK
62.109375
0.000000
13.281250
0.000000
R=75 G=195 B=224
PROCESS
100.000000
RGB
75
195
224
R=36 G=55 B=70
PROCESS
100.000000
RGB
36
55
70
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 1925.0]/Type/Page>>
endobj
8 0 obj
<>stream
H|WK$K)2OHâ7#!q{#2RWXÿoK~˗-l6b٪?%l~`_Wn߿`f+E-sihC5?ƿn'r)G7}aom)8n{LF2ݻqǽ|̦=BK^(w.u5Q08
aG[S'<=Yy뎹R|\Fn|`XӚ3\ Q\P*'Lj2Rp,Pqx@7j-28a\ ?zJ|Z0wJpB\=