%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ground-snap
2022-10-11T11:19:17-05:00
2022-10-11T11:19:17-05:00
2022-10-11T11:19:17-05:00
Adobe Illustrator 26.5 (Macintosh)
252
256
JPEG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uuid:44e08058-f103-2c45-9bbc-6ca4bd1adde6
xmp.did:d84d4306-8e4a-4d44-b8b3-dab9df44fde0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:92a85564-ad4c-314e-9c4e-fdcd91630cbf
xmp.did:c988d445-f9b8-42c4-9c3a-f5744d4cdace
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4f66162f-ac29-4a7b-a239-9c54ac7e93f9
2022-07-28T10:48:05-06:00
Adobe Illustrator 26.3 (Macintosh)
/
saved
xmp.iid:d84d4306-8e4a-4d44-b8b3-dab9df44fde0
2022-10-11T11:19:13-05:00
Adobe Illustrator 26.5 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
DharmaGothicM-Regular
Dharma Gothic M
Regular
Open Type
Version 1.000
False
.37229.otf
OCRBStd
OCR B Std
Regular
Open Type
Version 2.053;PS 2.000;hotconv 1.0.68;makeotf.lib2.5.35818
False
.13376.otf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.175.otf
ProximaNova-Medium
Proxima Nova
Medium
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.25136.otf
ProximaNova-Extrabld
Proxima Nova
Extrabold
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.169.otf
ProximaNova-Black
Proxima Nova
Black
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.137.otf
Rockwell-Regular
Rockwell
Regular
Open Type
13.0d2e1
False
Rockwell.ttc
RockwellStd-ExtraBold
Rockwell Std
Extra Bold
Open Type
Version 1.000 Build 1000
False
.39638.otf
Cyan
Magenta
Yellow
Black
PANTONE 7691 C
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=47 M=60 Y=50 K=0
CMYK
PROCESS
47.000000
60.000000
50.000000
0.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=16 M=76 Y=97 K=9
PROCESS
100.000000
CMYK
16.000000
75.999999
97.000003
9.000000
C=13 M=76 Y=97 K=0
PROCESS
100.000000
CMYK
13.000000
75.999999
97.000003
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=22 Y=100 K=0
CMYK
PROCESS
50.000000
22.000000
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=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=21 M=29 Y=82 K=43
PROCESS
100.000000
CMYK
20.999999
28.999999
81.999999
43.000001
C=21 M=29 Y=82 K=43 copy 2
PROCESS
100.000000
CMYK
20.999999
33.000001
81.999999
50.999999
C=21 M=29 Y=82 K=43 copy 4
PROCESS
100.000000
CMYK
15.000001
17.000000
92.000002
14.000000
C=21 M=29 Y=82 K=43 copy 5
PROCESS
100.000000
CMYK
31.000000
31.000000
100.000000
25.000000
C=21 M=29 Y=82 K=43 copy 6
PROCESS
100.000000
CMYK
31.000000
31.000000
100.000000
34.000000
C=24 M=96 Y=100 K=0
PROCESS
100.000000
CMYK
23.999999
96.108949
100.000000
0.000000
C=100 M=47 Y=18 K=19 copy 2
PROCESS
100.000000
CMYK
100.000000
62.000000
25.000000
28.000000
C=36 M=67 Y=38 K=44
PROCESS
100.000000
CMYK
36.000001
67.000002
38.000000
44.000000
C=83 M=31 Y=39 K=20
PROCESS
100.000000
CMYK
83.422595
31.000000
38.999999
20.000000
C=84 M=47 Y=45 K=17
PROCESS
100.000000
CMYK
83.828485
46.875715
45.322347
17.239642
C=87 M=54 Y=41 K=18
PROCESS
100.000000
CMYK
87.237352
54.003203
40.869763
18.045318
Glenn Blue
SPOT
100.000000
CMYK
100.000000
50.000000
0.000000
15.000001
C=55 M=60 Y=69 K=33
PROCESS
100.000000
CMYK
55.000001
60.000002
69.000000
33.000001
PANTONE 7691 C
SPOT
100.000000
LAB
37.254902
-14
-40
C=77 M=37 Y=15 K=42
PROCESS
100.000000
CMYK
76.999998
37.000000
15.000001
41.999999
C=24 M=25 Y=47 K=28
PROCESS
100.000000
CMYK
23.999999
25.000000
47.000000
28.000000
C=74 M=27 Y=31 K=16
PROCESS
100.000000
CMYK
73.907071
26.678872
30.960554
16.000000
PANTONE 7693 C
SPOT
100.000000
LAB
28.627453
-7
-33
PANTONE 7656 C
SPOT
100.000000
LAB
39.215687
44
-21
PANTONE 7418 C
SPOT
100.000000
LAB
53.333336
50
24
PANTONE 176 C
SPOT
100.000000
LAB
80.784317
31
9
C=24 M=25 Y=31 K=28
PROCESS
100.000000
CMYK
23.999999
25.000000
31.000000
28.000000
C=59 M=17 Y=18 K=0
PROCESS
100.000000
CMYK
58.999997
17.000000
18.000001
0.000000
C=29 M=77 Y=38 K=36
PROCESS
100.000000
CMYK
28.999999
76.999998
38.000000
36.000001
C=47 M=96 Y=100 K=8
PROCESS
100.000000
CMYK
47.000000
96.108949
100.000000
8.000000
water
0
C=93 M=62 Y=15 K=34
PROCESS
100.000000
CMYK
93.209732
62.000000
15.000001
34.027618
C=90 M=34 Y=75 K=21
PROCESS
100.000000
CMYK
89.999998
34.000000
75.365829
20.999999
C=64 M=7 Y=58 K=0
PROCESS
100.000000
CMYK
64.376283
6.881818
57.732505
0.036622
C=64 M=7 Y=58 K=12
PROCESS
100.000000
CMYK
64.376283
7.000000
57.732505
12.000000
C=84 M=47 Y=45 K=17 1
PROCESS
100.000000
CMYK
83.828485
46.875715
45.322347
17.239642
C=29 M=6 Y=13 K=0
PROCESS
100.000000
CMYK
29.013503
5.780117
12.826733
0.000000
C=70 M=15 Y=0 K=0
PROCESS
100.000000
CMYK
69.999999
15.000001
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=73 M=12 Y=91 K=1
PROCESS
100.000000
CMYK
73.165482
12.457465
90.652323
0.973526
C=81 M=47 Y=19 K=1
PROCESS
100.000000
CMYK
81.020826
46.936750
18.826580
1.312276
C=70 M=18 Y=36 K=0
PROCESS
100.000000
CMYK
69.991606
18.039215
36.255434
0.167849
C=74 M=27 Y=31 K=1
PROCESS
100.000000
CMYK
73.907071
26.678872
30.960554
0.753796
C=80 M=27 Y=19 K=1
PROCESS
100.000000
CMYK
80.000001
26.678872
19.000000
0.753796
Grays
0
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
0
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=70 M=23 Y=100 K=0
CMYK
PROCESS
70.000000
23.000000
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 16.07
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 76 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
16 0 obj
<>stream
HKo۸giÇHJ4u34Dt0pm9ԖSi:IQr]xcMau^9?N.8~sF/#Nd56wj0~r~|+No֣Đc>e-;)ߜQYV6L3T^P9~wy/__~x& d4>Mq9B|r1y_4h|UΛNpg?g3@&8PUT&YoӖ֫Uݶ!44Zo]8ͪj%0]i^m۪M[*Xfs;$CC3L
]L
8:-Vp:v3g4n>JoզYܾlm4V
iN:߬SI}E3Uxaejnfˇޭ7[zAf1U,{upp&_r!6}X^f1xzAuۈf:[:OfkiSdCv%".=pYդA\Y''2eUi)Ue/H2kOrzEy.>bjJ)j:8*A>d&+ϣ/u!QqZj0.,:]'np~o/:KP~U8aF˝mSro`h.[tబ!"s1jH.1>O_n;ȫȔU7`@
p.k/rLh~= zEaE
)5I3/r.ї^/,uz
ξC4>$MyNV!֬m;9.}¹x6 mQW9E7~VA_|l,Q:}a3Ln֭ӹx>4,C텁m{uy8]U&@K[D?+N7gG<&sy(@V R#4,a^lJxf|ӁǴCq߷Y*a4Sc?}[~(E(/~ʷ!PX$x֩\39
P4 )QO}ω)TJ(<[ƻfȌ;: