%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Seattle Q1 2019
2019-04-10T13:30:16-07:00
2019-04-10T13:30:16-07:00
2019-04-10T13:30:16-07:00
Adobe Illustrator CC 23.0 (Windows)
200
256
JPEG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uuid:735ad4f5-8163-40b2-87f1-050da5053952
xmp.did:06da78a3-e776-f544-9feb-9d23ac1f24e2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0457c5d6-2245-c043-9fb8-609c61609d86
xmp.did:0457c5d6-2245-c043-9fb8-609c61609d86
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ee4c91fc-4a8a-47b2-bb19-610241d1601e
2018-09-21T14:33:22-07:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:06da78a3-e776-f544-9feb-9d23ac1f24e2
2019-04-10T13:30:13-07:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
BentonSans-Medium
Benton Sans
Medium
Open Type
Version 2.000;PS 2.0;hotconv 1.0.70;makeotf.lib2.5.58329
False
BentonSans-Medium_sOT.otf
BentonSans-Bold
BentonSans
Bold
Open Type
version 1.0
False
BentonSans-Bold.otf
BentonSans-Book
BentonSans
Book
Open Type
version 1.0
False
BentonSans-Book.otf
SymbolMT
Symbol
Regular
Open Type
Version 5.00
False
symbol_0.ttf
Cyan
Magenta
Yellow
Black
Xpressdocs
PANTONE 289 C copy
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
Xpressdocs
SPOT
100.000000
CMYK
100.000000
81.999999
10.000000
63.999999
C=9 M=88 Y=96 K=1
PROCESS
100.000000
CMYK
8.984375
87.500000
95.703125
1.171875
C=4 M=36 Y=100 K=0
PROCESS
100.000000
CMYK
3.906250
35.546875
100.000000
0.000000
C=72 M=9 Y=29 K=0 1
PROCESS
100.000000
CMYK
72.265625
9.375000
29.296875
0.000000
C=64 M=31 Y=82 K=13
PROCESS
100.000000
CMYK
64.062500
30.859375
82.421875
12.890625
C=40 M=0 Y=15 K=0
PROCESS
100.000000
CMYK
39.624625
0.000000
15.353628
0.000000
C=44 M=15 Y=59 K=0
PROCESS
100.000000
CMYK
44.452581
14.599831
59.429312
0.173953
C=4 M=21 Y=57 K=0
PROCESS
100.000000
CMYK
4.229801
20.810254
56.539249
0.000000
C=0 M=0 Y=0 K=34
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
34.000000
C=60 M=51 Y=51 K=20
PROCESS
100.000000
CMYK
59.771115
51.183337
50.771338
20.129701
C=17 M=13 Y=13 K=0
PROCESS
100.000000
CMYK
16.980238
12.579536
12.637521
0.000000
C=100 M=75 Y=14 K=3
PROCESS
100.000000
CMYK
100.000000
75.000000
14.000000
3.000000
C=23 M=24 Y=68 K=6 copy
PROCESS
100.000000
CMYK
23.000000
23.999999
68.000001
6.000000
C=14 M=16 Y=48 K=0
PROCESS
100.000000
CMYK
14.001678
15.649652
47.840083
0.000000
C=67 M=49 Y=5 K=0
PROCESS
100.000000
CMYK
67.000002
49.000001
5.000000
0.000000
C=45 M=30 Y=0 K=0
PROCESS
100.000000
CMYK
44.999999
30.000001
0.000000
0.000000
PANTONE 289 C
SPOT
100.000000
LAB
12.941176
0
-22
PANTONE 289 C copy
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
H|WnH}W +G1nlXmi"D7?[m9ju;U]u+qJwttqu+|'y;;^wq02VHaŃbݍ?UN?W7b