%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 182 0 R 355 0 R 558 0 R 762 0 R 966 0 R 1170 0 R 1374 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BD_VeritorTM_tests_francais
2022-11-23T12:35:48-05:00
2022-11-23T12:35:48-05:00
2022-01-17T13:06:49-05:00
Adobe Illustrator 25.2 (Macintosh)
200
256
JPEG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:0c66faad-9815-8e45-9fce-7dc799b6391e
xmp.did:78f685a5-b793-4b44-a57d-1aea6b70f83c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:cbc73cee-256d-42c2-b84f-c57c8df78cf3
xmp.did:cbc73cee-256d-42c2-b84f-c57c8df78cf3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:44303d6d-363b-4e85-ab62-609dee610574
2021-12-17T13:22:45-05:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:78f685a5-b793-4b44-a57d-1aea6b70f83c
2022-01-17T13:06:48-05:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Users/micro/Desktop/Nunavik_Job/regie/logo/logo_regis/PNG/Vertical/NRBHSS_logo_vertical_black.png
0
0
/Users/micro/Desktop/Nunavik_Job/regie/logo/logo_regis/PNG/Vertical/NRBHSS_logo_vertical_black.png
0
0
Print
Adobe Illustrator
False
True
1
215.900000
279.400000
Millimeters
Nobel-Regular
Nobel
Regular
Open Type
Version 1.0
False
.31229.otf
Nobel-Bold
Nobel
Bold
Open Type
Version 1.0
False
.31231.otf
Nobel-Black
Nobel
Black
Open Type
Version 1.0
False
.31233.otf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rouge CMJN
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Jaune CMJN
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Vert CMJN
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMJN
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Bleu CMJN
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMJN
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 J=100 N=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 J=85 N=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 J=100 N=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 J=100 N=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 J=100 N=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 J=75 N=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 J=45 N=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 J=25 N=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 J=0 N=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 J=0 N=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 J=35 N=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 J=100 N=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
91.171128
78.686196
61.953151
97.448689
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=84 G=84 B=84
PROCESS
100.000000
CMYK
60.286868
50.438696
48.871595
43.375295
R=246 G=251 B=255
PROCESS
100.000000
CMYK
3.982605
0.045777
0.000000
0.000000
R=200 G=109 B=108
PROCESS
100.000000
CMYK
17.709620
65.600055
48.230714
6.039521
R=189 G=103 B=103
PROCESS
100.000000
CMYK
21.084915
66.128021
49.185929
9.948882
R=54 G=54 B=52
PROCESS
100.000000
CMYK
67.476916
57.943082
57.341874
64.748603
Gris
1
C=0 M=0 J=0 N=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 J=0 N=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 J=0 N=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 J=0 N=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Couleurs vives
1
C=0 M=100 J=100 N=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 J=100 N=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 J=95 N=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 1467 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page/PieceInfo<>>>
endobj
1376 0 obj
<>stream
HWˮ$
W2^(QI8A`^zqaq0 sHգ{z<MwJ(|۫ᯯW%Xڊߜ+Z"*imCB?^m_߭@JQbLX.eХRB}VdY[JooiUHP+,Et")aOo?WݟfՏUeҠ[[j7% C'
(yAۥ9uVd9%3/uVzٵ3qxZv5ͼ?b[VCsDڵ#[ _)
<)u_/ H@GrqqZOīG,V>")\Co,=OmJt)Xusyǯ<)hl)!͂#GpƎ%(R>hT:~kxk~<ꩻPKsw