%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CA&L.ProductionAssistant.2018
2018-07-16T14:45:39-07:00
2018-07-16T14:45:39-07:00
2018-07-16T14:45:39-07:00
Adobe Illustrator CC 2017 (Macintosh)
184
256
JPEG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=
uuid:d58ebd93-278f-de44-b8e4-bfb8c8f107f3
xmp.did:2c387140-a002-4f25-8301-18fc32fb3997
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5cdc671e-bdfb-0243-a170-0f0ff68b3a57
xmp.did:49b6aa8a-4682-4535-9539-2fd7e5815fe2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6e3dd9df-3b4a-4fc4-b1c2-18662e7c8efd
2016-10-14T16:33:02-07:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:2c387140-a002-4f25-8301-18fc32fb3997
2018-07-16T14:45:37-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/alliewashkin/Documents/Logos/microphone.sansplug.jpg
0
0
/Users/alliewashkin/Documents/Logos/microphone.sansplug.jpg
0
0
Print
False
False
1
8.500000
11.000000
Inches
BellGothicBT-Black
Bell Gothic BT
Black
Type 1
2.0-1.0
False
BellGotBTBla; BellGothic Blk BT
FuturaPT-Book
Futura PT
Book
Open Type
Version 1.007
False
.10884.otf
Lato-Light
Lato
Light
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
.15709.otf
Lato-Regular
Lato
Regular
Open Type
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
.15708.otf
BellGothic-Bold
BellGothic Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Black
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageB]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWko_bӻǒE@"E!-
VsuG`ﻏ%)EXBcgΜ8d-WCvܜٷ\F>LjV?QZYӴе6go_nLJy|>Stf~?]_.EwH̪B4YSux'2_WUfӅv˾ߺt˪udR}|$#zcnIn#}ḩif%D*}`ܴj
=z5.106q
R(t]BdwZsm+]w5S(Иr.U>}.Y^ B.[&s
_0D6s܂JWCN Y]oXdPfpjd8syɝUiq2
])Z.͵AǠDh>,ԅ/k !I$JP&(*- m>g6Tþ(tA.1XM46+Vն*[bj &9I4r jqwڲVYW8)`BSO3>"eo>, Jo ^ ]s
E%*rȠeg98Tva|ܿ``o5p#V;SI &~9 ohL~H]0'yӱ]]p7P8Esti9٨ar`-j5 5r>`GxaΚV>ȭW[g05pa^i>8ә^mF?^8id!iXd\B}$<1`:=ʩvw\
aDmL5ݷ&ݛNZX5oG릞~+{|zX}-8#ZkɈ\RF@C .TVNS':-&R?A!46dׄ-l j6+OndS)&]v\tu߯/uBܖ6ȋo;.F4qcvg~L)p[۳?5y>%x+a5o
+/v1^;/^~hM~)OPq'`Ki (L:p"BC5qgHuQ$0g c ._nL<2?red}
4DF/xO)[LÂ@Ӭ
nn` \rg:M
8A"Ef-g g$RljBO߳09a!6_vOy-^[`#31mz92"sA)H2m
6ㄸ+R&~/6v3&n%8ԴUIW$k !b*