%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
JB2020SponsorDonationFrontFinal
2020-10-02T14:11:48-07:00
2020-10-02T14:11:48-07:00
2020-10-02T14:11:48-07:00
Adobe Illustrator 24.3 (Macintosh)
256
172
JPEG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uuid:3a4d1d6a-5ea8-fa46-93fb-78ea7f6cafc6
xmp.did:31598762-86f4-48b3-bafd-c95c6019e69a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:53d663ef-745c-3542-9396-e27248546c88
xmp.did:b633f047-82a8-4d9d-a3c1-7c6bc39188cf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:632eac31-d7c8-40ef-a575-af309cdeefcc
2020-09-15T08:02:23-07:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:31598762-86f4-48b3-bafd-c95c6019e69a
2020-10-02T14:11:41-07:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
6.000000
4.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
CMYK Red
CMYK
PROCESS
0.781250
99.218750
96.875000
0.000000
CMYK Yellow
CMYK
PROCESS
3.906250
0.000000
93.750000
0.000000
CMYK Green
CMYK
PROCESS
82.812500
7.031250
95.312500
0.390625
CMYK Cyan
CMYK
PROCESS
69.531250
14.453125
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
99.218750
96.093750
3.906250
0.390625
CMYK Magenta
CMYK
PROCESS
1.171875
98.828125
1.171875
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.968750
100.000000
90.625000
7.812500
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843750
84.375000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.140625
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.390625
50.390625
98.828125
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.390625
35.156250
83.984375
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.468750
0.390625
90.625000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
0.390625
98.437500
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.390625
0.390625
99.218750
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.390625
0.390625
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.937500
16.796875
100.000000
3.515625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
33.203125
97.265625
25.781250
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.390625
0.390625
74.609375
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.906250
10.937500
45.312500
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.312500
16.015625
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
49.609375
0.390625
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
99.218750
92.968750
6.640625
0.390625
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
30.468750
21.875000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
98.046875
1.562500
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
51.171875
99.218750
1.953125
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.937500
100.000000
35.156250
8.984375
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765625
100.000000
48.046875
0.390625
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.781250
94.531250
19.921875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.390625
25.000000
40.234375
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.453125
44.531250
48.828125
6.250000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
51.562500
51.171875
60.937500
23.046875
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.296875
60.156250
64.453125
39.453125
C=25 M=40 Y=65 K=0
CMYK
PROCESS
23.437500
39.453125
63.671875
1.562500
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.468750
49.218750
75.390625
9.765625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.937500
60.156250
80.468750
24.218750
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.062500
64.062500
89.062500
35.546875
C=40 M=70 Y=100 K=50
CMYK
PROCESS
41.406250
69.921875
96.484375
48.828125
C=50 M=70 Y=80 K=70
CMYK
PROCESS
51.953125
69.921875
78.906250
69.531250
“‡ÒÒËӂ͇ 247
PROCESS
100.000000
CMYK
67.190051
39.230943
60.051876
17.209125
“‡ÒÒËӂ͇ 248
PROCESS
100.000000
CMYK
64.431214
0.000000
42.914471
0.000000
“‡ÒÒËӂ͇ 249
PROCESS
100.000000
CMYK
50.603491
29.806972
42.606241
1.736477
“‡ÒÒËӂ͇ 252
PROCESS
100.000000
CMYK
76.021969
56.154722
67.788202
58.413059
“‡ÒÒËӂ͇ 253
PROCESS
100.000000
CMYK
79.061568
65.047681
66.280609
79.494923
“‡ÒÒËӂ͇ 245
PROCESS
100.000000
CMYK
32.520026
4.818799
22.537574
0.000000
“‡ÒÒËӂ͇ 254
PROCESS
100.000000
CMYK
68.889904
48.758677
70.229644
38.684672
“‡ÒÒËӂ͇ 241
PROCESS
100.000000
CMYK
88.827342
34.232089
70.827800
21.173418
“‡ÒÒËӂ͇ 250
PROCESS
100.000000
CMYK
81.881434
19.464408
64.812690
3.131151
“‡ÒÒËӂ͇ 251
PROCESS
100.000000
CMYK
89.056224
45.767909
78.310823
51.775384
“‡ÒÒËӂ͇ 255
PROCESS
100.000000
CMYK
81.881434
19.464408
64.812690
3.131151
“‡ÒÒËӂ͇ 72
PROCESS
100.000000
CMYK
78.698403
68.920422
59.407949
71.316087
“‡ÒÒËӂ͇ 182
PROCESS
100.000000
CMYK
74.602878
70.180815
62.432283
79.787898
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
C=0 M=0 Y=0 K=90
CMYK
PROCESS
67.578125
60.937500
58.593750
46.093750
C=0 M=0 Y=0 K=80
CMYK
PROCESS
63.671875
55.468750
52.343750
27.343750
C=0 M=0 Y=0 K=70
CMYK
PROCESS
57.812500
48.828125
46.875000
15.234375
C=0 M=0 Y=0 K=60
CMYK
PROCESS
51.953125
42.968750
41.015625
6.640625
C=0 M=0 Y=0 K=50
CMYK
PROCESS
45.312500
36.328125
35.156250
1.562500
C=0 M=0 Y=0 K=40
CMYK
PROCESS
36.328125
28.515625
27.343750
0.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
26.953125
20.312500
19.921875
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
17.578125
12.500000
12.500000
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.593750
5.859375
5.859375
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
3.906250
2.734375
2.343750
0.000000
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.781250
99.218750
96.875000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.781250
74.218750
98.828125
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
1.562500
9.375000
96.875000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.593750
9.375000
100.000000
0.781250
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
87.500000
3.125000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
58.984375
89.453125
0.781250
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 432.0 288.0]/Type/Page>>
endobj
6 0 obj
<>stream
H\WImqU
ʬ~nP@
/G$O{b}i\ZS"==t/|XOC# D|kAs6M[W\h͠[seG[5mK.6`%ܗXO/=08Ag__7|d6Y8^'qȑ/
zr00l?b `
x6\:vYǢ?惢3d0THEgJiΐڗKc&"@e'y sxx`#2χ 2=QKlgk"~]"L{sF$[\.e:Yl.tѯg>e%(%v7n{`:%9,l-!X}h3C֬#:z|.u9cn$@K6@Bno\s:p.c54m+6IoCG[]EL pޤ}3|K$,nI/K"&K$PAAXsE_ Wdp}A?r;JA0sqЉSl4.)#*)5u\6V@>s*:%+7X7^_W?&mb)SOt8gz3l+ֱܝ:6YX{gYΡ;;t>w/<*ֺ
zZz6Q:_!g5+̃K,7Կ|k*1q?8BX=_QJ#LEuiGsHj)#xF&