%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ann Arbor Public Schools Calendar with Holidays 2022-2023 2
2023-01-19T12:56:30-08:00
2023-01-19T12:56:30-08:00
2023-01-19T12:56:30-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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uuid:742601bf-6808-4356-a3a0-9cfcf890b7d5
xmp.did:ef2e6176-3d97-a042-b384-dfb36be11716
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3f533e6f-e939-d643-bfe6-5478f5e09336
xmp.did:3f533e6f-e939-d643-bfe6-5478f5e09336
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fba3c6e4-4e3b-d54f-8820-95126501b76c
2023-01-07T18:18:53-08:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:ef2e6176-3d97-a042-b384-dfb36be11716
2023-01-19T12:56:27-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
841.889832
595.275574
Points
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
AcuminVariableConcept.otf
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
R=229 G=184 B=82
PROCESS
100.000000
CMYK
10.537880
27.048141
80.099183
0.000000
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
12 0 obj
<>stream
HWˎI߯e匈|n $$^%B3f<8'n5Q܌̌w|7)gx^y[7o/7o~1VWgo+1kخn`S."^ +g)(OlcVv#J5l::Z{R
5}iS3(|,c]X$gPE~,}s6ѵ/ݭl'o_ۻoU7mu>xz<_|w]òw7MO߾WŇf|wj:6=o?l#MZX:*.=47;01m cpkk/ZB0aqmQw#q9
Bꓲpxw(P$F fcp0p'q'D )qYezDywEU=8ϛpͥӷ.Bm{.ŔHy"D1̐Z)*"C"IAIyVVDM
f$)PRR
/0;25-*@]jp9,eJgb"DLnjX͝fr@*3{iKůP5م}AG.RFL8vh>n3*8pwcgxU!-<ی;{YE:H^qXJc{Y _uc2o;es6^LXk= @Ū"+SgyWmA.9D+lNaJWj`ZpT\B :ǔnά j941"cCQ˫mbk12aT7!C:WcJGd I$m
X{XF8{1W *58إl;t7S!'/ nF%gQZ5]O&9kedna#jh&gcDr`%)@9.Τ592c[+͙:8jp
vVP9WC{pU$`Њ2FxLC'Uyn0qJƂT
,dŨQUwM4$ZiJq6+SF9H![cJTP w&e'=4s[(~cuqEND侪x(byI j|5ꊍR2_{iZad30$N$@/$W|f4D<*(B5td2v@gtĮR
-&Bb): $٭qjXeg
:|`Ѓ8%@c ;BlR!»0c*_wgkBX_e$Y=K@vs.3t=hG}~t!5+ɗ`C