%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Vidange-Septembre-Octobre 2021
2021-04-22T14:05:24+02:00
2021-04-22T14:05:24+02:00
2021-04-22T14:05:24+02:00
Adobe Illustrator 24.2 (Windows)
208
256
JPEG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:63425f94-3ea1-41fd-bb34-187284f75c43
xmp.did:d42c4ade-023b-a949-b6ce-792e51e3095d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d9855920-71c6-9845-a9f8-25ecc02df6b3
xmp.did:d9855920-71c6-9845-a9f8-25ecc02df6b3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:159d6e08-2fec-d64a-afaf-5681fb743509
2020-08-26T12:00:44+07:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:d42c4ade-023b-a949-b6ce-792e51e3095d
2021-04-22T14:05:22+02:00
Adobe Illustrator 24.2 (Windows)
/
EmbedByReference
C:\Users\Poste 1\Desktop\spanc-avec-tuyau.jpg
C:\Users\Poste 1\Desktop\spanc-avec-tuyau.jpg
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
210.001556
297.000083
Millimeters
SegoePrint-Bold
Segoe Print
Bold
Open Type
Version 5.04
False
segoeprb.ttf
ITCKabelStd-Demi
ITC Kabel Std
Demi
Open Type
OTF 1.018;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
ITCKabelStd-Demi.otf
ITCKabelStd-Book
ITC Kabel Std
Book
Open Type
OTF 1.018;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
ITCKabelStd-Book.otf
ITCKabelStd-Bold
ITC Kabel Std
Bold
Open Type
OTF 1.018;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
ITCKabelStd-Bold.otf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
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
29
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
27
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
R=0 G=49 B=86
PROCESS
100.000000
RGB
0
45
86
R=239 G=227 B=203
PROCESS
100.000000
RGB
243
227
203
R=37 G=71 B=102
PROCESS
100.000000
RGB
0
69
103
R=177 G=206 B=230
PROCESS
100.000000
RGB
165
207
231
R=139 G=168 B=186
PROCESS
100.000000
RGB
126
169
188
R=43 G=67 B=131
PROCESS
100.000000
RGB
19
65
134
R=46 G=73 B=132
PROCESS
100.000000
RGB
19
71
135
R=60 G=67 B=113
PROCESS
100.000000
RGB
54
65
115
R=254 G=153 B=36
PROCESS
100.000000
RGB
255
154
0
R=254 G=202 B=105
PROCESS
100.000000
RGB
255
203
98
R=253 G=253 B=253
PROCESS
100.000000
RGB
253
253
253
R=146 G=186 B=249
PROCESS
100.000000
RGB
126
187
251
R=169 G=217 B=255
PROCESS
100.000000
RGB
145
218
255
R=30 G=59 B=91
PROCESS
100.000000
RGB
0
56
91
R=224 G=178 B=93
PROCESS
100.000000
RGB
239
179
86
R=224 G=135 B=32
PROCESS
100.000000
RGB
249
136
0
R=211 G=230 B=248
PROCESS
100.000000
RGB
204
230
248
R=178 G=251 B=255
PROCESS
100.000000
RGB
136
251
255
R=117 G=162 B=230
PROCESS
100.000000
RGB
91
163
233
R=251 G=174 B=102
PROCESS
100.000000
RGB
255
175
97
R=251 G=214 B=123
PROCESS
100.000000
RGB
255
215
117
R=70 G=115 B=191
PROCESS
100.000000
RGB
29
115
194
R=161 G=222 B=255
PROCESS
100.000000
RGB
127
222
255
R=241 G=255 B=255
PROCESS
100.000000
RGB
235
255
254
R=189 V=86 B=9
PROCESS
100.000000
RGB
189
86
9
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=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
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
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 31 0 R/TrimBox[14.1732 14.1732 609.453 856.063]/Type/Page>>
endobj
12 0 obj
<>stream
HWmo6."N!qҠEzՋ^pPdaWv}{A 0`ig^x9;\/Y[!=d^{.bR8.lɤ;`7CciB@+Az!8/b8~-MwaSå,?li
#y(`7gߍ}z]}dzsO#:Sw[l0ɈdZҺR@HTrk᧰Pp٩^+PũVJfxI%Qj\Xr4:&Uiɰ`{!ʏR]H
LHz
lz,U`BYMyxOt<Y-3>3=Z4/zsIzrq7z%ýl\:JK
\#S%e/M
8WDYI"dnl-p~XE(kyF">dkygG4C)=Kuq,
A,ch8dXF6rȇ[[WHx7@5@TE$jPvr' !;
LzQ,v-Z=Lj2A@@\,)ڻ,MgyE&pl VP9cW2($C
JM<G2 ;,bB= QPQCJCMlFQHhMb4MЎk[$)Rj%T,[C2q,Bxdlp{
Q)L(UL7Cez0'^,rTY9[QY^R@D]bFl.zUݥ]5,}h4h}ݰ#Ÿb˫b!Yo՞y5go͊20M
CݵUÚ.86nqw-L_=ў-ʯoY7ݎs|[=3$آK *
j֕F:ThN4/-7(l+L$N-⫐,kB%.^IYAD5#4J֏O5`k&?ǞOQ
#O*COGy0OM0~Ƈ'sD ~եRv>h1K_Mӥ&zeVy(Ͽ60G!츪XҍP*
AxBG(-6ia=
A]{)&?N