%PDF-1.6
%
1 0 obj
<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
UHC_AISD_Cowboys_MenuMagnet
2024-07-19T13:37:25-05:00
2024-07-19T13:37:25-05:00
2024-07-19T13:37:25-05:00
Adobe Illustrator 28.5 (Macintosh)
236
256
JPEG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:a5ee21ca-fd50-df4b-b960-d5a6b7f51c75
xmp.did:6c09d41b-0613-46f4-ab8f-766e33f51206
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c08dd8bf-4e9d-d84e-80ba-b0f9b3146c4f
xmp.did:3634b967-2713-4635-8c76-58669feef87a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:42011da1-12a4-497e-ac59-f208a6bc50fc
2024-07-16T15:58:55-05:00
Adobe Illustrator 28.5 (Macintosh)
/
saved
xmp.iid:6c09d41b-0613-46f4-ab8f-766e33f51206
2024-07-19T13:37:21-05:00
Adobe Illustrator 28.5 (Macintosh)
/
EmbedByReference
/Users/DElrick/Downloads/UHC_2024_-_Arlington_ISD_x_Cowboys_Menu.png
0
0
Print
Adobe Illustrator
False
True
1
5.000000
7.000000
Inches
UHCSerifHeadline-Semibold
UHC Serif Headline
Semibold
TrueType
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
UHCSerifHeadline-Semibold.ttf
UHCSerifHeadline-SemiboldItalic
UHC Serif Headline
Semibold Italic
TrueType
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
UHCSerifHeadline-SemiboldItalic.ttf
OptumSans-Bold
Optum Sans
Bold
Open Type
Version 1.001; Optum Sans Bold
False
OptumSans-Bold.ttf
EnterpriseSans-RegularItalic
Enterprise Sans
Italic
Open Type
Version 1.003; _XYZ_LICENSE_STRING_
False
EnterpriseSans-RegularItalic.ttf
EnterpriseSans-Bold
Enterprise Sans
Bold
Open Type
Version 1.003; _XYZ_LICENSE_STRING_
False
EnterpriseSans-Bold.ttf
EnterpriseSansCond-RegularItalic
Enterprise Sans Cond
Italic
Open Type
Version 1.003; _XYZ_LICENSE_STRING_
False
EnterpriseSansCond-RegularItalic.ttf
EnterpriseSansCond-Regular
Enterprise Sans Cond
Regular
Open Type
Version 1.003; _XYZ_LICENSE_STRING_
False
EnterpriseSansCond-Regular.ttf
EnterpriseSansCond-Bold
Enterprise Sans Cond
Bold
Open Type
Version 1.003; _XYZ_LICENSE_STRING_
False
EnterpriseSansCond-Bold.ttf
EnterpriseSansCond-BoldItalic
Enterprise Sans Cond
Bold Italic
Open Type
Version 1.003; _XYZ_LICENSE_STRING_
False
EnterpriseSansCond-BoldItalic.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=100 M=95 Y=22 K=9
PROCESS
100.000000
CMYK
100.000000
95.339894
21.625085
8.654917
UHC Blue CMYK
PROCESS
100.000000
CMYK
100.000000
94.000000
13.000000
6.000000
UHC Bright Blue 40% CMYK
PROCESS
100.000000
CMYK
31.000000
0.000000
6.000000
0.000000
UHC Bright Blue 20% CMYK
PROCESS
100.000000
CMYK
15.000001
0.000000
3.000000
0.000000
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
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[9.0 9.0 369.0 513.0]/Type/Page/PieceInfo<>>>
endobj
19 0 obj
<>stream
HWɪ$WTvU-Ia끑d(ajo=op)sx,3v_~/S
G8Ye`Ǎ_7ct=QƼtXOG1J|Q2j[y{#ύÄG<'/CWwa(ƐQͅϤ^MH,:' b;j؏܊p}'cw#DcN|n&E'ivtBm7UЏXͶe
:Gܞ04G:7*ak:0p]/W5 g>ӲT&:Ao Љ1^!<12ĜdǏ1!B`ͺ+NS)xUyk!b^x8Jb.][ Q c^`#;lGQR!V|C`K@a|O_KQ5c,؏
ѐQ'ʆtg 0+\Xr7@=h͈c" .\=FI[w-L'.r_<9 `m
r3 UT0P#|,7.`a@ߠ6_1o"T dfLo-҈j8 ?}-%Ņz7NѠ=@X[:-?/53a1ɌmF6XL?>چJ.vW.#%^$N2ኔ
,Dq/0 a"տ2`pm-(-`+%PTd%Cܨ%
sQeA`G`acusc6 ؤjj#
6 z$)@2u
Y=XZ8a֚B(DS^txjWd e_ ȸO6PQ<
я'L!BɲQOXyv0xݦj+Wב