%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Minneapolis Public Schools Calendar with Holidays 2022-23 [MPS]
2023-01-05T12:35:16-08:00
2023-01-05T12:35:16-08:00
2023-01-05T12:35:16-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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uuid:80fb5242-c446-4cbf-b34e-b94eab69ef44
xmp.did:9589fc36-8d13-3d44-bea2-7a5b78990227
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:75fd1f71-c438-864d-b83c-0c7eafd231da
xmp.did:75fd1f71-c438-864d-b83c-0c7eafd231da
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:9589fc36-8d13-3d44-bea2-7a5b78990227
2023-01-05T12:35:09-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
841.889832
595.275574
Points
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
BerlinSansFB-Reg
Berlin Sans FB
Regular
Open Type
Version 1.00
False
BRLNSR.TTF
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<>/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
HWIGׯcaj2#2r $$-q0Y
3p^|KKUn_^rW_^/_<]5\|yT<}wQv-7ˮuV3>}|د8]yEo}-_៏OZ_=Y>~|y۟ӣopq^~ٲ~溾o/[*q5j.Wv0!*v}Wnu: Mc1Fx~z @3N$ᠮ Q-nphJ@mM1]U:w(u4 ]4DpGI&@;U:Ќ;Mݐϭ74:s}[QYWJkGjʹ`T4
Ƒr+2iR`
pg霼Z|qtl-KlWm[vZ:3V[h$g#gB#EXDg樻fatj
WցۨD@"
m=UF-?MM&#H5x+25oD)ũbhQ*f91lD
̬0
>:h-VIZgفjKnTpy
Z xƤ:jӖJdR] R;mU$vz8DY(@&a rӥtA
f4T#16`(K=!BtRgd e..[fK"(Q:1 V Чlc!(h-g~S!JQ@ \NE`^^TRX- -䉁DYd
;bX6GZ6ݾ=Jn?/M{ŝ؉xW N&3Ř!%!]xl`ˎ7cd=&Z;d҃|?~
q^9|'3b/'\4[1X{IJnLlec2w
jiYM1TШ[m1+}o
C'V@
KrUޓHj+
hװs鼍!cÜqfP'/:FR+iƂ `&tv3e]nQtÜYDΗq{lm,n=7pn(~ c%i'v3 >A_˩\ʱ՝t<'UڵB
BW$C=%lzk'e[aP50#hsNȚLfVkaEcT6JO9v'uE%+^6#;:9}-/ ,<5:ݵM˨u=fM{Hs%cEdVܯyq+L0s
PxHH;F#-Ku1{k%3ؾc^qDhbb