%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Mighty_Oaks
2021-07-22T22:45:31-05:00
2021-07-22T22:45:31-05:00
2021-07-22T22:45:31-05:00
Adobe Illustrator 25.2 (Macintosh)
248
256
JPEG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uuid:794a2bcb-5738-d940-9d8a-7f8a4935a7a5
xmp.did:cc7d2487-7a53-42ac-a21f-a2e4bccb92b9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:474bd143-be5c-fd4c-b1db-396e967c95ee
xmp.did:f57b2278-cea2-477b-b5fa-86d83f45ba6f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e43a32c6-8f16-414d-b53b-2dcce7bbd6c4
2019-02-18T13:31:31-06:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:cc7d2487-7a53-42ac-a21f-a2e4bccb92b9
2021-07-22T22:45:28-05:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.000000
8.000000
Inches
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.16353.otf
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37462.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37466.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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
98.828125
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
84.765625
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
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
98.828125
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
99.218750
87.109375
3.515625
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
58.984375
89.453125
0.781250
0.000000
Color Group 1
1
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=32 M=35 Y=31 K=0
CMYK
PROCESS
31.958494
34.998092
31.198594
0.152590
C=32 M=25 Y=36 K=0
CMYK
PROCESS
31.543449
25.293353
36.047912
0.012207
C=18 M=0 Y=22 K=0
CMYK
PROCESS
17.956816
0.000000
21.530479
0.000000
C=47 M=42 Y=13 K=0
CMYK
PROCESS
46.726176
41.763940
13.006790
0.009155
Color Group 2
1
C=26 M=56 Y=49 K=3
CMYK
PROCESS
25.680932
55.992979
48.877698
2.801556
C=2 M=77 Y=72 K=0
CMYK
PROCESS
1.812772
76.922250
71.996641
0.000000
C=41 M=72 Y=68 K=39
CMYK
PROCESS
41.095597
72.109556
67.632562
38.962385
C=76 M=35 Y=94 K=24
CMYK
PROCESS
75.783932
34.750894
94.164950
23.831540
C=53 M=0 Y=73 K=0
CMYK
PROCESS
53.368425
0.000000
72.982371
0.000000
C=55 M=0 Y=98 K=0
CMYK
PROCESS
55.190355
0.000000
98.449683
0.000000
Color Group 3
1
C=29 M=40 Y=81 K=5
CMYK
PROCESS
28.534371
40.469977
81.399250
4.608224
C=9 M=16 Y=37 K=0
CMYK
PROCESS
8.715953
15.518424
36.734569
0.000000
C=46 M=58 Y=97 K=38
CMYK
PROCESS
45.621422
57.701987
96.523994
37.979704
C=88 M=55 Y=45 K=23
CMYK
PROCESS
87.991148
55.040812
44.654000
23.172350
C=69 M=18 Y=18 K=0
CMYK
PROCESS
68.639654
18.280308
17.590600
0.000000
C=32 M=2 Y=6 K=0
CMYK
PROCESS
32.217896
1.705959
6.289768
0.000000
My Color Theme
1
C=22 M=43 Y=58 K=1
CMYK
PROCESS
22.113374
43.350878
57.824063
1.095598
C=18 M=49 Y=52 K=0
CMYK
PROCESS
17.706569
48.523688
51.512927
0.442512
C=26 M=56 Y=49 K=3
CMYK
PROCESS
25.992218
56.105894
48.978406
3.024338
C=17 M=63 Y=37 K=0
CMYK
PROCESS
16.632333
62.966353
37.213701
0.311284
C=21 M=66 Y=7 K=0
CMYK
PROCESS
20.569161
65.865564
6.552224
0.000000
My Color Theme
1
C=22 M=43 Y=58 K=1
CMYK
PROCESS
22.113374
43.350878
57.824063
1.095598
C=18 M=49 Y=52 K=0
CMYK
PROCESS
17.706569
48.523688
51.512927
0.442512
C=26 M=56 Y=49 K=3
CMYK
PROCESS
25.992218
56.105894
48.978406
3.024338
C=17 M=63 Y=37 K=0
CMYK
PROCESS
16.632333
62.966353
37.213701
0.311284
C=21 M=66 Y=7 K=0
CMYK
PROCESS
20.569161
65.865564
6.552224
0.000000
My Color Theme
1
C=22 M=43 Y=58 K=1
CMYK
PROCESS
21.811245
43.271533
57.744712
1.046769
C=17 M=48 Y=51 K=0
CMYK
PROCESS
17.233539
48.477912
51.335925
0.399786
C=26 M=56 Y=49 K=3
CMYK
PROCESS
25.656518
56.115049
48.868543
2.816815
C=16 M=63 Y=37 K=0
CMYK
PROCESS
16.211185
63.042647
36.710152
0.253300
C=20 M=66 Y=6 K=0
CMYK
PROCESS
20.059510
65.798426
5.767910
0.000000
My Color Theme
1
C=22 M=43 Y=58 K=1
CMYK
PROCESS
21.811245
43.271533
57.744712
1.046769
C=17 M=48 Y=51 K=0
CMYK
PROCESS
17.233539
48.477912
51.335925
0.399786
C=26 M=56 Y=49 K=3
CMYK
PROCESS
25.656518
56.115049
48.868543
2.816815
C=16 M=63 Y=37 K=0
CMYK
PROCESS
16.211185
63.042647
36.710152
0.253300
C=20 M=66 Y=6 K=0
CMYK
PROCESS
20.059510
65.798426
5.767910
0.000000
My Color Theme
1
C=22 M=43 Y=58 K=1
CMYK
PROCESS
21.811245
43.271533
57.744712
1.046769
C=17 M=48 Y=51 K=0
CMYK
PROCESS
17.233539
48.477912
51.335925
0.399786
C=26 M=56 Y=49 K=3
CMYK
PROCESS
25.656518
56.115049
48.868543
2.816815
C=16 M=63 Y=37 K=0
CMYK
PROCESS
16.211185
63.042647
36.710152
0.253300
C=20 M=66 Y=6 K=0
CMYK
PROCESS
20.059510
65.798426
5.767910
0.000000
My Color Theme
1
C=22 M=43 Y=58 K=1
CMYK
PROCESS
21.811245
43.271533
57.744712
1.046769
C=17 M=48 Y=51 K=0
CMYK
PROCESS
17.233539
48.477912
51.335925
0.399786
C=26 M=56 Y=49 K=3
CMYK
PROCESS
25.656518
56.115049
48.868543
2.816815
C=16 M=63 Y=37 K=0
CMYK
PROCESS
16.211185
63.042647
36.710152
0.253300
C=20 M=66 Y=6 K=0
CMYK
PROCESS
20.059510
65.798426
5.767910
0.000000
Copy of Bildschirmfoto 2019-01-22 um 14
1
C=31 M=61 Y=52 K=8
CMYK
PROCESS
30.566871
60.854501
52.193481
7.736324
C=29 M=40 Y=81 K=5
CMYK
PROCESS
28.534371
40.469977
81.399250
4.608224
C=78 M=46 Y=100 K=52
CMYK
PROCESS
78.121608
46.146333
100.000000
52.019531
C=27 M=21 Y=25 K=0
CMYK
PROCESS
27.490652
21.057449
24.991225
0.000000
C=17 M=34 Y=27 K=0
CMYK
PROCESS
16.739146
33.981839
27.496755
0.000000
Copy of Bildschirmfoto 2019-01-22 um 14
1
C=31 M=61 Y=52 K=8
CMYK
PROCESS
30.566871
60.854501
52.193481
7.736324
C=29 M=40 Y=81 K=5
CMYK
PROCESS
28.534371
40.469977
81.399250
4.608224
C=78 M=46 Y=100 K=52
CMYK
PROCESS
78.121608
46.146333
100.000000
52.019531
C=27 M=21 Y=25 K=0
CMYK
PROCESS
27.490652
21.057449
24.991225
0.000000
C=17 M=34 Y=27 K=0
CMYK
PROCESS
16.739146
33.981839
27.496755
0.000000
Copy of Bildschirmfoto 2019-01-22 um 14
1
C=31 M=61 Y=52 K=8
CMYK
PROCESS
30.566871
60.854501
52.193481
7.736324
C=29 M=40 Y=81 K=5
CMYK
PROCESS
28.534371
40.469977
81.399250
4.608224
C=78 M=46 Y=100 K=52
CMYK
PROCESS
78.121608
46.146333
100.000000
52.019531
C=27 M=21 Y=25 K=0
CMYK
PROCESS
27.490652
21.057449
24.991225
0.000000
C=17 M=34 Y=27 K=0
CMYK
PROCESS
16.739146
33.981839
27.496755
0.000000
Copy of Bildschirmfoto 2019-01-22 um 14
1
C=31 M=61 Y=52 K=8
CMYK
PROCESS
30.566871
60.854501
52.193481
7.736324
C=29 M=40 Y=81 K=5
CMYK
PROCESS
28.534371
40.469977
81.399250
4.608224
C=78 M=46 Y=100 K=52
CMYK
PROCESS
78.121608
46.146333
100.000000
52.019531
C=27 M=21 Y=25 K=0
CMYK
PROCESS
27.490652
21.057449
24.991225
0.000000
C=17 M=34 Y=27 K=0
CMYK
PROCESS
16.739146
33.981839
27.496755
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[18.0 18.0 594.0 594.0]/Type/Page>>
endobj
15 0 obj
<>stream
HtWr}W#QY@s_[,o$k+I`i"s )K.
0ӗӧ/sryJ'^>
jொ%ԞD~lh>99RtMuUtR 衝|(
o#m-~Yf1ߞY+zWx&'?4] cjQ9
;į:V>xGWօH_ןLVGJ|Ţ0gΨJ+szׅ6UM?Hӗ'etax ź6d!u](,@t;kvBiYʛ>.ҳ9[鿌1b3hMپ-+_E,ݖN|{KkR(GZWiYo2tV˱ѬeznϻEX/ 9+XϦr{xlX<Dc0ajXF}<`V>첹b D;:-eKͲP '--ô*!fm{zwV5K^p.-'
Lj7K1jEM=lewnێ<
JYxpdމJ7oF:eTJ
3_VjC91A*)/i(wvcd;QImr{R
v\%=mS8/|g-}jvN
J
#ʼn7P4|{7goV|+r/rnWZ̔5~4̊1'-ml#<5]mB,kyXޣn$?ڳ-}ڡR̠Ad#X'hO | WpWO