%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 59 0 R 109 0 R 159 0 R 209 0 R 259 0 R 309 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Gratify Menu 11.4.21 Full
2021-11-16T15:09:49-06:00
2021-11-16T15:09:49-06:00
2021-11-04T17:38:24-05:00
Adobe Illustrator 25.2 (Macintosh)
156
256
JPEG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uuid:de2bd4fd-0c48-7140-be3d-be669053c05e
xmp.did:57e20005-9f8c-4721-a136-076c7ae76dcf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:786e1478-59c9-d94b-a68e-c7b3dea0ffa5
xmp.did:9e2b2fff-1109-4c7a-ad55-4b892e124eb5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3594aa20-537b-4186-804a-e7d914a8dbda
2021-06-03T17:33:53-05:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:57e20005-9f8c-4721-a136-076c7ae76dcf
2021-11-04T17:38:22-05:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
14.000000
Inches
Waymar-Outline
Waymar
Outline
Open Type
Version 1.006;Fontself Maker 3.0.2
False
Waymar Outline.ttf
AlberobelloSerif
Alberobello Serif
Regular
Open Type
Version 1.00;October 25, 2019;FontCreator 11.5.0.2430 64-bit
False
Alberobello Serif otf.otf
HVOliveandFigs-Regular
HV Olive and Figs
Regular
Open Type
Version 1.000;FEAKit 1.0
False
HV Olive and Figs Regular.otf
HVOliveandFigs-Italic
HV Olive and Figs
Italic
Open Type
Version 1.000
False
HV Olive and Figs Italic.ttf
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=93 M=75 Y=22 K=47
PROCESS
100.000000
CMYK
92.513919
75.000000
22.000000
47.000000
GRATIFY NAVY
PROCESS
100.000000
CMYK
92.513919
75.000000
22.000000
47.000000
Gratify Brass
PROCESS
100.000000
CMYK
44.406804
51.714349
100.000000
27.484548
PANTONE 126 C
SPOT
100.000000
LAB
52.549019
9
55
PLUM
PROCESS
100.000000
CMYK
38.724345
100.000000
57.213700
45.484090
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 319 0 R/TrimBox[0.0 0.0 612.0 1008.0]/Type/Page>>
endobj
311 0 obj
<>stream
HWˎWr:mk+`#_Q2D@:Ⱦw Ms&8u/gzx.˳?~֟-/az2^|X5!ײJ({aMzjS|~{_o/-v-=fChkMN-߭͘.y
{ŏ!k{uyc4ZRn=,i'7I):(.';kq@̇Xͪۅ1(LMMʹ=J.GތZV2G|$Z}!~IԲ|PPe27=f,jQV{|BCwRO컩9nR6;ߡ%f[#y*5zHªd3d |/HWs?CL+ڰ1Z6)Hx,˂Й6HSG9jH9\sd)G,*KGP{<5 qJeftz}蟬#<ȔD-YA'iti`ե(҉9ξ8ՒDTEl_k9e,Dd@A< yb'"mdIH#z2\H>0H3!r:Ӆf^KBơCQ@̸ .cVehqxqxѵ<ϤriW3NQѤ\