%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Conecuh County Schools Calendar with Holidays 2022-2023
2023-01-20T15:59:14-08:00
2023-01-20T15:59:14-08:00
2023-01-20T15:59:14-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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uuid:b4a8f27e-7a0c-4be9-bfa8-15c0cc367427
xmp.did:ba3cd7e6-f37a-604a-867e-77c2e0b0d118
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:85453f95-c3cd-254a-9a3f-4afb0d9d88d8
xmp.did:85453f95-c3cd-254a-9a3f-4afb0d9d88d8
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:ba3cd7e6-f37a-604a-867e-77c2e0b0d118
2023-01-20T15:59:11-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
841.889832
595.275574
Points
ScriptMTBold
Script MT Bold
Regular
Open Type
Version 1.02
False
SCRIPTBL.TTF
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
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
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>stream
HWˎdGWԲ{w22@!Zba#d138'[AT"qN?tWo//r7Jw/owW!u빶㏗/?oo/9m7?6*WǏO߿?}q{=~mm5mHſV^˵QJiWQ[R|qi-/'I}*T{{}Sڷ^Z[tkS}I3o2|n%O۔\uX`g\~Rv^~Ҧ[+3&wXguنmMSj|އn=nMڼ>ye;RF-kq=*jͷ"mn)E'70gomDmaVD8mlJajjS
]`3