%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KCKA-Logo-r1
2020-01-27T08:23:38-06:00
2020-01-27T08:23:38-06:00
2020-01-27T08:23:38-06:00
Adobe Illustrator CC 22.1 (Macintosh)
256
256
JPEG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uuid:ed624b75-ba0c-654c-a50b-960ba7be8dfb
xmp.did:87344936-5607-43e0-94fa-fa2ae5b47d9d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:adee3f67-6efe-4684-93b5-e102b8642db1
xmp.did:adee3f67-6efe-4684-93b5-e102b8642db1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:516674fe-b126-48b7-a1a8-7dbe452102cc
2019-05-16T14:57:41-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:87344936-5607-43e0-94fa-fa2ae5b47d9d
2020-01-27T08:23:36-06:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
False
1
5.319444
4.263889
Inches
Cyan
Magenta
Yellow
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
C=90 M=65 Y=0 K=5
PROCESS
100.000000
CMYK
89.999998
64.999998
0.000000
5.000000
C=100 M=90 Y=20 K=10
PROCESS
100.000000
CMYK
100.000000
89.999998
20.000000
10.000000
C=20 M=100 Y=100 K=15
PROCESS
100.000000
CMYK
20.000000
100.000000
100.000000
15.000001
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
7 0 obj
<>/Resources<>/Properties<>/Shading<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 383.0 307.0]/Type/Page>>
endobj
8 0 obj
<>stream
HlWK%
ܿS*G(Qzxe>@=ƾ?]h1S)O?wzjWoyկ7^w_v㿯_/S=FFǒoh=KZXyY{Z|[ܽO/}}aO''!6"1p7fmc=>yTpK|ޟ8