%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Mobile County Schools Calendar with Holidays 2022-2023 3
2023-01-19T16:41:51-08:00
2023-01-19T16:41:51-08:00
2023-01-19T16:41:51-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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=
uuid:f8e74da1-61ca-49dc-ad29-21c36c8e258d
xmp.did:018626f5-02d1-e84c-be49-0b9b06ab551f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:86ec28ba-f9fb-7140-9076-cd3820aff213
xmp.did:86ec28ba-f9fb-7140-9076-cd3820aff213
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b190c100-946c-6a49-b7c4-8df2d618473b
2022-12-22T14:12:06-08:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:018626f5-02d1-e84c-be49-0b9b06ab551f
2023-01-19T16:41:49-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
841.889832
595.275574
Points
BodoniBT-Bold
Bodoni Bd BT
Bold
Open Type
Version 1.01 emb4-OT
False
Bodoni Bd BT Bold.ttf
ArialRoundedMTBold
Arial Rounded MT Bold
Regular
Open Type
Version 1.51
False
ARLRDBD.TTF
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
MyriadVariableConcept-Italic
Myriad Variable Concept
Light Condensed Italic
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Italic.otf
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
Week day color
PROCESS
100.000000
CMYK
89.513999
59.502554
0.122072
0.000000
Holiday color
PROCESS
100.000000
CMYK
0.000000
89.782554
59.673452
0.000000
R=169 G=120 B=30
PROCESS
100.000000
CMYK
30.133516
50.530249
100.000000
11.172655
R=229 G=184 B=82
PROCESS
100.000000
CMYK
10.537880
27.048141
80.099183
0.000000
R=167 G=139 B=58
PROCESS
100.000000
CMYK
33.728540
39.572746
92.748910
7.571527
R=183 G=140 B=44
PROCESS
100.000000
CMYK
27.469289
42.246127
100.000000
5.331502
R=242 G=220 B=132
PROCESS
100.000000
CMYK
5.642786
9.536888
58.403903
0.000000
R=151 G=103 B=15
PROCESS
100.000000
CMYK
33.783472
55.986875
100.000000
18.878461
R=238 G=235 B=214
PROCESS
100.000000
CMYK
6.158541
4.113832
16.476691
0.000000
R=80 G=100 B=104
PROCESS
100.000000
CMYK
70.428014
49.582663
49.134049
20.978102
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 16.03
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
12 0 obj
<>stream
HWKofG.텿6B!bEP$!3SuN3Hwzo~v{۷io?zy/ͣE2W6u4}zÇoo>W>ޏ9wɾl\h3n*W}+_ *R&zͽl|yiKqcmp#Q_nԤ\%FqsOF:ms\ϻSFMu)?k{K?.}Υ|gM~}fE%a-l~IeV7Y=G५(Jîd@E
Tۓv
[I/r MM \7nQCn-;Paڿ֦F2Ղ5
gͼE5{t뎇j>
6l\oYͣjf߮ΐyh\LX0/'1K%pk3#۳
"@x~Ib[`΄yF®4mzu&L