%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
afficheAuditions2018
2018-04-18T08:53:44-04:00
2018-04-18T08:53:44-04:00
2018-04-18T08:53:44-04:00
Adobe Illustrator CS6 (Macintosh)
208
256
JPEG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uuid:05087d77-024b-1f4b-a815-e683a94b5134
xmp.did:FC7F11740720681183D1A999C728FD65
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:df5c0b1e-571f-5e47-b22b-74809ca8d6ba
xmp.did:F97F11740720681183D1A999C728FD65
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FB7F117407206811822AAD10B8E20B49
2016-04-21T21:50:17-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:FC7F11740720681183D1A999C728FD65
2018-04-18T08:53:32-04:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.ttf
AvenirNext-UltraLight
Avenir Next
Ultra Light
TrueType
8.0d5e6
False
Avenir Next.ttc
Calibri
Calibri
Regular
Open Type
Version 2.00
False
Calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 2.00
False
Calibri Bold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 1245 CVC
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 1245 CVC
SPOT
100.000000
CMYK
0.000000
27.058802
100.000000
18.039200
C=9 M=39 Y=100 K=0 1
CMYK
PROCESS
9.375000
39.062500
100.000000
0.000000
Black
PROCESS
100.000000
CMYK
69.842102
67.354797
63.976501
73.806396
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
C=65 M=30 Y=21 K=0 1
CMYK
PROCESS
64.843796
30.468798
20.703102
0.390601
K=60 1
GRAY
PROCESS
152
C=43 M=78 Y=87 K=64 1
CMYK
PROCESS
43.137299
77.647102
86.666695
64.313698
C=75 M=34 Y=21 K=0 1
CMYK
PROCESS
75.066795
33.725502
21.161198
0.494403
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWko_qu~ YJSq,.
blH}Pk@lssg朙;{ݽxymkx^>gl_Jo9ŷyXqf{cos}K&gn