%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Liberty County Schools Calendar with Holidays 2023-2024
2023-01-31T15:53:04-08:00
2023-01-31T15:53:04-08:00
2023-01-31T15:53:04-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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uuid:32dea26f-c508-4429-a23f-3c52fd2a78f4
xmp.did:dbbd2458-24a2-5346-8a98-1b88943292d1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:803254ee-630d-4e08-9d91-40cb4c3e37b7
xmp.did:ab33fe62-f8e8-4e47-81f3-98caae1a2bce
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c6678782-c0ff-724e-b420-94e802beb6ab
2023-01-24T14:30:47-08:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:dbbd2458-24a2-5346-8a98-1b88943292d1
2023-01-31T15:53:01-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
841.889832
595.275574
Points
ComicSansMS
Comic Sans MS
Regular
Open Type
Version 5.14
False
comic.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
SourceSerifVariable-Roman
Source Serif Variable
Roman
Open Type
Version 1.010;PS 1.0;hotconv 16.6.54;makeotf.lib2.5.65590
False
SourceSerifVariable-Roman.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
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<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>stream
HWM]I
_qݸʮ4@MK,hM2ͿخaM+:벏]x7nh 3~[/_67ͷ40߿8΄SB*sJ|8?~>#|{~×˸ۏo^o?=|x/˿n'OHO^"-[˥ٯ(a,9-InFy8X7IP-{E°$3΅0>P['ay=*َ|?4}SKKV Kmio?Wf_+vc.U=onJbCeť0vutxZ'tpi=?1MR3{8|(poE98yaSJGB>:8G~묛Yն`sx! й-){;gjvQ:r!n-,V#fd
KH6VG$RE (l#XE@H܂(体"ܖHn5ة .q!3ȂSc?<92.#ӂXYNUR88i[t0QԎt8֢,^a7UgA.Ai,.!tBbWdrnҩ%U
78$R̅W{Y3ڵOP=F1">|W^p R<zOR^U吚9*r Ԅ9x.Qj]EBk)YsQTVjJ_&Ç!:T?G)vblrH Gq6aǧ:Vp=i7+$K?%G5kJHK GxA<2yVAѐ;*>:O+?18EvCUUP)][qeA!)8$n٭XHuhcx:պjfг7:5P\Cxx$6]P" ۞.nޢ#iIQGSYTc5GR$$a6]2
5m>v:cUdit**M@66ՕdlM:&S