%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Catawba County Schools Calendar with Holidays 2022-2023 3
2023-01-21T13:12:51-08:00
2023-01-21T13:12:51-08:00
2023-01-21T13:12:51-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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uuid:51cb99a5-1bc3-4b69-aa71-2d603a899e18
xmp.did:03e3e7d3-b2e9-9947-89c3-37879fd0f671
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d080df5a-a214-f646-b9e8-8dfb37a36405
xmp.did:d080df5a-a214-f646-b9e8-8dfb37a36405
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:03e3e7d3-b2e9-9947-89c3-37879fd0f671
2023-01-21T13:12:48-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
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<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>stream
HWn%+z)-sI @cl˞x,:W8Hwٯmw=ޥdo?ݽ}/Ij{[=iv}LJ7eoxmN?vv>sϟ~zÇ//?>Tvg>;hOJvnnx#*{)ms/ǯᄍk932Fw黔%E涫Uf)gBmIOSS*mZd&=o(GzySSL^ǠL}-uVm.MOq{[Q;mlOC>>;#,9a5PGwPunO&Uv۞aYƲ7hX`7v
j!5T`CU$sͳ~MjRMYbiay.-]ĭ9`q}]`c>56oVzVӨ+02Q
9ֹ~lcs3R,אT8jOeoCQ/ ILH!c.J殷h2d!jlܙs+Nzm=
?Oz};>̞h+fjdHq D2!
E*'IЮXR@U)Ï=y5W%MrIR:{\J
5l\̬( :V
U/di$4&FŻ-/xTK&.ة/[}&4zQWZ+Z
A:
ҙm
h4a`rА"fݠ`Ï)@VEJԎ+;k專 M۔;[EHVp|Ƅ 煥 ]ĥc27ٝ+/C W{GsYMb^ iQJuB.9}vq!LVBٜ@\e¹RpG/0)# Y5g M{2jS}^3udҫ ve Y3z']\m. hI$6i[+$Vՠ}N )`a ܕYUf&X.x^@l&zxQXR+{*TRtb:b\\
fvV&yXHk0V1o9Y(lA]:FҵOziuȦ
{V\siiz0n}c)1`ᦁ-}pw*\b <,pfA
4d5\曉ա([oi~ڸ*c"wKd+fR)dDp:(81CG\O".8dc(謬QH8iYZQ8Īv`^ьm^ƾ\aRȈY%hQf;|ĉDTUOx .ͧ `CJ
,Q{ %ѱ2rckGu:#A/F$%,I+G& ]|wLSW]wA3oeXL=; -]+/gL A.V
IĦz%DHD +
wRD'pӼ3竎Di+1eNsL8nmSCDqNl=3w5OB`L6CQv3G\N=GwVj;nc59Txy|E׃5VUT0lvWቊÊ~9ܜ;V
fĞ/X