%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
45_Reconfinement_en_France
Adobe Illustrator CC 2015 (Windows)
2020-11-13T10:10:45+03:00
2020-11-13T10:10:45+03:00
2020-11-13T10:10:45+03:00
256
248
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:47e73c4e-41b4-1641-bda5-731b02b15e31
uuid:6bc85e72-a306-4acd-9936-6a60c3a013f2
proof:pdf
uuid:06c964d3-b40a-489d-b794-dc26a102633a
xmp.did:a01c0e27-159f-4347-b689-8fd718d49a70
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:558e93ac-f91c-be4a-907c-2ea10909be09
2020-06-18T15:43:23+03:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:47e73c4e-41b4-1641-bda5-731b02b15e31
2020-11-13T10:10:38+03:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
D:\JUSTIFIT\Justifit_infography\Step_processus_infographic\500_F_276348792_gYNLnVZAMuwj8ekMsgXwxJ8F0QJFBn7i.jpg
0
0
D:\JUSTIFIT\Justifit_infography\Step_processus_infographic\500_F_276348792_gYNLnVZAMuwj8ekMsgXwxJ8F0QJFBn7i.jpg
0
0
Basic RGB
1
True
False
77.233345
181.957235
Centimeters
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
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular_1.ttf
OpenSans-Bold
Open Sans
Bold
TrueType
Version 1.10
False
OpenSans-Bold_3.ttf
OpenSans-ExtraBold
Open Sans
ExtraBold
TrueType
Version 1.10
False
OpenSans-ExtraBold_2.ttf
Roboto-Black
Roboto
Black
TrueType
Version 2.137; 2017
False
Roboto-Black_0.ttf
Barlow-Bold
Barlow
Bold
Open Type
Version 1.101;PS 001.101;hotconv 1.0.88;makeotf.lib2.5.64775
False
Barlow-Bold.otf
BebasNeue-Bold
Bebas Neue
Bold
Open Type
Version 1.003;PS 001.003;hotconv 1.0.88;makeotf.lib2.5.64775
False
BebasNeue-Bold.otf
Caros
Caros
Regular
Open Type
Version 1.001
False
cretype - Caros.otf
CarosBold
Caros
Bold
Open Type
Version 1.001
False
cretype - Caros Bold.otf
CarosExtraBold
Caros
ExtraBold
Open Type
Version 1.001
False
cretype - Caros ExtraBold.otf
CarosHeavy
Caros
Heavy
Open Type
Version 1.001
False
cretype - Caros Heavy.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.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=0 G=0 B=0
PROCESS
100.000000
RGB
0
0
0
R=64 G=123 B=255 copy
PROCESS
100.000000
RGB
0
123
255
R=16 G=38 B=88
PROCESS
100.000000
RGB
15
38
87
R=192 G=214 B=255 1
RGB
PROCESS
192
214
255
R=64 G=81 B=121
PROCESS
100.000000
RGB
63
80
121
R=143 G=69 B=39
PROCESS
100.000000
RGB
142
68
38
R=19 G=39 B=89
PROCESS
100.000000
RGB
19
38
89
R=59 G=22 B=22
PROCESS
100.000000
RGB
59
22
22
R=255 G=201 B=118
PROCESS
100.000000
RGB
255
200
117
R=23 G=40 B=102
PROCESS
100.000000
RGB
22
40
102
R=40 G=70 B=166
PROCESS
100.000000
RGB
47
73
158
R=253 G=94 B=90
PROCESS
100.000000
RGB
253
93
89
R=252 G=117 B=117
PROCESS
100.000000
RGB
251
117
117
R=101 G=56 B=112
PROCESS
100.000000
RGB
100
56
112
R=56 G=26 B=63
PROCESS
100.000000
RGB
56
26
63
R=241 G=90 B=36
PROCESS
100.000000
RGB
240
89
35
R=190 G=213 B=245
PROCESS
100.000000
RGB
189
212
244
R=223 G=234 B=250
PROCESS
100.000000
RGB
223
233
249
Amber 600
PROCESS
100.000000
RGB
255
180
0
R=215 G=238 B=255
PROCESS
100.000000
RGB
214
237
255
R=101 G=157 B=239
PROCESS
100.000000
RGB
100
156
239
R=139 G=180 B=242
PROCESS
100.000000
RGB
138
179
242
R=211 G=232 B=255
PROCESS
100.000000
RGB
211
232
255
R=182 G=212 B=255
PROCESS
100.000000
RGB
182
212
255
R=147 G=187 B=249
PROCESS
100.000000
RGB
147
186
249
R=37 G=34 B=58
PROCESS
100.000000
RGB
33
28
56
R=109 G=129 B=199
PROCESS
100.000000
RGB
100
129
202
White
PROCESS
100.000000
RGB
255
255
255
R=224 G=224 B=224
PROCESS
100.000000
RGB
224
224
224
R=240 G=240 B=240
PROCESS
100.000000
RGB
240
240
240
R=38 G=50 B=56
PROCESS
100.000000
RGB
25
46
53
R=35 G=30 B=50
PROCESS
100.000000
RGB
31
23
47
R=152 G=70 B=22
PROCESS
100.000000
RGB
175
45
26
R=249 G=159 B=109
PROCESS
100.000000
RGB
255
185
145
R=227 G=119 B=85
PROCESS
100.000000
RGB
255
119
82
R=199 G=95 B=34
PROCESS
100.000000
RGB
226
70
33
R=108 G=56 B=202
PROCESS
100.000000
RGB
122
53
206
R=145 G=87 B=236
PROCESS
100.000000
RGB
163
86
240
R=249 G=255 B=248
PROCESS
100.000000
RGB
246
255
247
R=230 G=230 B=230
PROCESS
100.000000
RGB
230
230
230
R=245 G=245 B=245
PROCESS
100.000000
RGB
245
245
245
R=235 G=235 B=235
PROCESS
100.000000
RGB
235
235
235
R=61 G=48 B=39
PROCESS
100.000000
RGB
63
43
33
R=255 G=205 B=43
PROCESS
100.000000
RGB
255
206
0
R=255 G=109 B=51
PROCESS
100.000000
RGB
255
109
42
R=136 G=82 B=65
PROCESS
100.000000
RGB
152
81
62
R=242 G=171 B=126
PROCESS
100.000000
RGB
255
172
124
R=148 G=62 B=106
PROCESS
100.000000
RGB
170
59
107
R=114 G=138 B=216
PROCESS
100.000000
RGB
103
138
219
R=51 G=60 B=92
PROCESS
100.000000
RGB
43
57
92
R=143 G=185 B=76
PROCESS
100.000000
RGB
122
186
64
R=197 G=82 B=79
PROCESS
100.000000
RGB
225
81
77
R=83 G=120 B=184
PROCESS
100.000000
RGB
57
120
187
R=27 G=43 B=128
PROCESS
100.000000
RGB
26
42
128
R=11 G=23 B=66
PROCESS
100.000000
RGB
10
22
66
R=249 G=180 B=6
PROCESS
100.000000
RGB
249
179
5
R=54 G=58 B=104
PROCESS
100.000000
RGB
54
58
103
R=255 G=151 B=57
PROCESS
100.000000
RGB
255
151
56
R=255 G=218 B=136
PROCESS
100.000000
RGB
255
218
135
R=98 G=101 B=168
PROCESS
100.000000
RGB
98
100
168
R=192 G=180 B=254
PROCESS
100.000000
RGB
191
179
253
R=96 G=62 B=107
PROCESS
100.000000
RGB
96
61
107
R=255 G=203 B=87
PROCESS
100.000000
RGB
255
202
86
R=15 G=29 B=91
PROCESS
100.000000
RGB
15
28
91
R=194 G=214 B=255
PROCESS
100.000000
RGB
193
214
255
R=111 G=129 B=166
PROCESS
100.000000
RGB
110
128
165
R=153 G=200 B=242
PROCESS
100.000000
RGB
153
200
242
R=35 G=42 B=85
PROCESS
100.000000
RGB
35
42
84
R=64 G=123 B=255
PROCESS
100.000000
RGB
0
123
255
R=250 G=250 B=250
PROCESS
100.000000
RGB
250
250
250
R=255 G=151 B=151
PROCESS
100.000000
RGB
255
151
151
R=237 G=86 B=86
PROCESS
100.000000
RGB
237
86
86
R=27 G=55 B=83
PROCESS
100.000000
RGB
26
54
82
R=177 G=204 B=243
PROCESS
100.000000
RGB
177
204
242
R=38 G=50 B=63
PROCESS
100.000000
RGB
38
49
63
R=163 G=211 B=221
PROCESS
100.000000
RGB
163
211
221
R=41 G=82 B=124
PROCESS
100.000000
RGB
40
82
124
R=252 G=252 B=252
PROCESS
100.000000
RGB
251
251
251
Global Color
PROCESS
100.000000
RGB
255
0
0
R=147 G=28 B=28
PROCESS
100.000000
RGB
147
28
28
R=151 G=201 B=253
PROCESS
100.000000
RGB
151
200
253
R=61 G=64 B=61
PROCESS
100.000000
RGB
57
61
58
R=0 G=11 B=114
PROCESS
100.000000
RGB
0
4
116
R=203 G=224 B=249
PROCESS
100.000000
RGB
195
224
250
R=0 G=197 B=159
PROCESS
100.000000
RGB
0
196
158
R=235 G=233 B=244
PROCESS
100.000000
RGB
235
232
244
R=46 G=49 B=146
PROCESS
100.000000
RGB
40
45
149
R=249 G=187 B=145
PROCESS
100.000000
RGB
255
188
144
R=72 G=72 B=204
PROCESS
100.000000
RGB
70
70
208
R=38 G=38 B=158
PROCESS
100.000000
RGB
32
32
162
R=63 G=60 B=191
PROCESS
100.000000
RGB
61
57
195
R=32 G=131 B=175
PROCESS
100.000000
RGB
0
132
178
R=41 G=171 B=226
PROCESS
100.000000
RGB
0
172
228
R=61 G=68 B=163
PROCESS
100.000000
RGB
55
66
167
R=201 G=129 B=80
PROCESS
100.000000
RGB
223
130
75
R=255 G=199 B=161
PROCESS
100.000000
RGB
255
200
160
R=102 G=72 B=52
PROCESS
100.000000
RGB
111
70
47
R=239 G=175 B=132
PROCESS
100.000000
RGB
255
176
130
R=20 G=109 B=140
PROCESS
100.000000
RGB
0
109
142
R=149 G=179 B=198
PROCESS
100.000000
RGB
135
180
200
R=242 G=242 B=242
PROCESS
100.000000
RGB
242
242
242
R=237 G=28 B=36
PROCESS
100.000000
RGB
255
21
31
R=114 G=151 B=170
PROCESS
100.000000
RGB
94
152
172
R=171 G=201 B=216
PROCESS
100.000000
RGB
158
202
217
R=157 G=226 B=244
PROCESS
100.000000
RGB
116
226
245
R=137 G=216 B=244
PROCESS
100.000000
RGB
79
217
245
R=140 G=98 B=57
PROCESS
100.000000
RGB
154
97
51
R=199 G=178 B=153
PROCESS
100.000000
RGB
207
179
153
R=198 G=156 B=109
PROCESS
100.000000
RGB
213
157
106
R=226 G=226 B=226
PROCESS
100.000000
RGB
226
226
226
R=198 G=174 B=131
PROCESS
100.000000
RGB
207
175
129
R=158 G=136 B=100
PROCESS
100.000000
RGB
167
137
98
R=188 G=188 B=188
PROCESS
100.000000
RGB
189
189
189
R=119 G=99 B=71
PROCESS
100.000000
RGB
126
99
67
R=226 G=206 B=166
PROCESS
100.000000
RGB
234
207
165
R=251 G=176 B=59
PROCESS
100.000000
RGB
255
177
41
R=157 G=214 B=51
PROCESS
100.000000
RGB
156
214
51
R=123 G=177 B=22
PROCESS
100.000000
RGB
123
177
22
R=51 G=51 B=51
PROCESS
100.000000
RGB
47
47
47
R=95 G=167 B=211
PROCESS
100.000000
RGB
94
167
211
R=140 G=199 B=229
PROCESS
100.000000
RGB
140
198
228
R=241 G=60 B=25
PROCESS
100.000000
RGB
240
59
24
R=24 G=112 B=178
PROCESS
100.000000
RGB
24
112
177
Blue Grey 800
PROCESS
100.000000
RGB
25
46
53
#92E3A9
PROCESS
100.000000
RGB
89
227
167
000000
PROCESS
100.000000
RGB
0
0
0
ffffff
PROCESS
100.000000
RGB
255
255
255
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
Color Group 1
1
R=55 G=125 B=254
RGB
PROCESS
55
125
254
R=21 G=76 B=177
RGB
PROCESS
21
76
177
R=177 G=21 B=110
RGB
PROCESS
177
21
110
R=254 G=187 B=106
RGB
PROCESS
254
187
106
R=143 G=177 B=74
RGB
PROCESS
143
177
74
R=255 G=255 B=255
PROCESS
100.000000
RGB
255
255
255
R=225 G=235 B=255 1
RGB
PROCESS
225
235
255
R=91 G=201 B=236 1
RGB
PROCESS
91
201
236
R=255 G=186 B=42 1
RGB
PROCESS
255
186
42
R=250 G=50 B=123 1
RGB
PROCESS
250
50
123
R=249 G=80 B=69 1
RGB
PROCESS
249
80
69
R=13 G=30 B=128 1
RGB
PROCESS
13
30
128
Color Group 2
1
R=0 G=42 B=116
RGB
PROCESS
0
42
116
R=19 G=82 B=193
RGB
PROCESS
19
82
193
R=193 G=19 B=119
RGB
PROCESS
193
19
119
R=129 G=81 B=26
RGB
PROCESS
129
81
26
R=143 G=193 B=39
RGB
PROCESS
143
193
39
R=255 G=215 B=39 1
RGB
PROCESS
255
215
39
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 119 0 R/TrimBox[0.0 0.0 2189.29 5157.84]/Type/Page>>
endobj
16 0 obj
<>stream
H̗K[\6ond7{N0c}C^IWjؘZ8UuTo_,~aNٜw1d>k/Oa ֺݖlǿ>آV]%.1wJ}y8~