%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Kentucky Floyd County Schools Calendar with Holidays 2022-2023 3
2023-01-21T19:09:54-08:00
2023-01-21T19:09:54-08:00
2023-01-21T19:09:53-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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uuid:2a9256b2-e5f0-4941-b746-37a361275e11
xmp.did:4ae19181-2820-cf4b-8451-890aab423daa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:11691906-97da-5742-92e9-09606d9882be
xmp.did:11691906-97da-5742-92e9-09606d9882be
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:4ae19181-2820-cf4b-8451-890aab423daa
2023-01-21T19:09:51-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
841.889832
595.275574
Points
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
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
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
0
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
0
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<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>stream
HWKofG.tus B" 9a{ΩoB@#y|uqN߿]mZ>r%-u5"Æ?|siyLG{77z(<~{ռb'9}[^~ߗ(_}w__tmsڗ__yKZ
ݟr}WW.wˇܽ0^>6Xg7RRX. *k)m&Ѹ2CWmRZXfm#kzfsՖ?푖k/i6##hU$Oy;SkT"Q[mǶJβ