%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Sheep Map 2022 FINAL
2022-12-10T22:03:12-06:00
2022-12-10T22:03:12-06:00
2022-12-10T22:03:12-06:00
Adobe Illustrator 25.4 (Macintosh)
196
256
JPEG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:77f4469e-3116-2f40-be3a-cd4367ce143d
xmp.did:7a84ce8e-8d0f-49f2-9e5c-768838487f2c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:cf1466ee-0562-494b-8030-13b8e9b83b76
xmp.did:eb79ca6c-51e5-46ed-8e5c-cc230531401d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d6ae0e16-fda8-4bcf-aeb0-739bbaa66645
2022-02-08T18:28:11-06:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:7a84ce8e-8d0f-49f2-9e5c-768838487f2c
2022-12-10T22:03:06-06:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/alexisgoodwin/Downloads/qs printing logo2.png
0
0
EmbedByReference
/Users/alexisgoodwin/Documents/Downtown San Angelo Inc./IMG-7097.JPG
EmbedByReference
/Users/alexisgoodwin/Downloads/pngwing.com (31).png
0
0
EmbedByReference
/Users/alexisgoodwin/Downloads/IMG_2FB91FD155F3-1.jpeg
EmbedByReference
/Users/alexisgoodwin/Downloads/IMG_2634.jpg
EmbedByReference
/Users/alexisgoodwin/Downloads/North_North_East_San_Angelo_Section_2.jpg
EmbedByReference
/Users/alexisgoodwin/Documents/Downtown San Angelo Inc./Sheep Map/Downtown_SA,_Section_1.jpg
/Users/alexisgoodwin/Documents/Downtown San Angelo Inc./IMG-7097.JPG
/Users/alexisgoodwin/Downloads/IMG_2FB91FD155F3-1.jpeg
/Users/alexisgoodwin/Downloads/IMG_2634.jpg
/Users/alexisgoodwin/Downloads/North_North_East_San_Angelo_Section_2.jpg
/Users/alexisgoodwin/Documents/Downtown San Angelo Inc./Sheep Map/Downtown_SA,_Section_1.jpg
Print
Adobe Illustrator
Adobe PDF library 16.00
1
True
False
17.000000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
DINCondensed-Bold
DIN Condensed
Bold
TrueType
13.2d2e1
False
DIN Condensed Bold.ttf
Futura-Medium
Futura
Medium
TrueType
13.0d1e3
False
Futura.ttc
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
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 1224.0 792.0]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 1224.0 792.0]/Type/Page>>
endobj
19 0 obj
<>stream
HKo+zI.\Rhv"JY0VX2`phaWWߺsN}aBym#?|X~bMzؖ߯?V6_/ō_'bLŵ}i9VP֏aD7Jg)k)vZa[c6WK[!]q= trYtizR,.DTfÅT,J!O|<*K([Re;+)ӘR ΓC+JM8ԁ=ƕB7,|MT%zwa/-Jom52.{c94bv|4'ed\xZ*>)DwUYH`CP$ۅb\vh)-6Jɻ-v'.(~ʶkaTtvI7z0Q=kd"
x^t:j:vU_',; df6_sŜ<,,aj?u[~02
A8fzPe_OiΙ?Z,yCFo8D>l*7Xu>YiW*CoW,cKiV
[iO~
l=.D$Nvij4dWR -;BSl
Q\Pc$WsxJ