%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Pinellas Schools Calendar with Holidays 2022-2023 2
2023-01-14T17:27:54-08:00
2023-01-14T17:27:54-08:00
2023-01-14T17:27:54-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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=
uuid:399f48b1-63a6-4d57-94ef-1fc12fbd4c12
xmp.did:ffdad80a-c1df-c049-81cd-080329023156
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:98df02fd-429d-5640-841c-18bf454e80a1
xmp.did:98df02fd-429d-5640-841c-18bf454e80a1
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:ffdad80a-c1df-c049-81cd-080329023156
2023-01-14T17:27:51-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
841.889832
595.275574
Points
ArialRoundedMTBold
Arial Rounded MT Bold
Regular
Open Type
Version 1.51
False
ARLRDBD.TTF
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
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<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 73 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>stream
HWˎWt
dq,Ӯe-`[wDnF6hͪ"̌|s~;ͻﱖe[ۯxla?NRۛfq{?^2-70i S=F]NOWLYCt,q˩ᘴV=mvƢnysxą>?|<38z=ۇNas};fq{14^c
!g+gk?vξaD9rAq-$Đ%D"7mEf:Վ/$6hn.t.VK8h}/{*h ĴZBkpNݿփ-2\o:hK7\Onm
$! ^Ng$\M qxI 7o駁[kX IɝotSVa",a8]:fsRY4rf A]p3n˘@S`DmRi;9+h?|o{Bm`q_Nq/>(#c*NۚAȲRJ㺤
Q
9תޑ}U QXw^Ub aP ;U&]+bI|WLZN:yEﰐg+^(mO8{Vqz7̅ԔpRZwY|
Br(ghRUJ]xmǥr"«HBҏY&j+:IT"\&BXsߙ$\]\c|=OPI`Uxc"i:04х(ֺXn QERˌHWc͆t]JnŶrCroUrX{e;"W陱@a @5K!][ Hkʔ
P,e"(7Ԧ^*1a"gK]Lad
Wf[@Rs㊒&b}KIw.U-HJFT-q
Ӱ:{>r^>,OJ`=A!>˒gGi3GB 顋?.^o~8A%aҍ*<(F<&k
S.vqGf~ &
4!$<sʸAcBV[ZȖTiB2̕19ioBgC[Axq#"S2a3Y֞lJcGiԯ`< @)zWkfeq[HYL
H"#aX}v
9[bT!k٣gN:WIGB19[tJ:7WZsA,0D.=xL#ѕӬBax`Dd㛱$xaB:\Ar\L䏼bhpeOxQ,k3[sػbiBNX4HVB21s쯕~q!V!yĀqt6t?YըT0hp!yLDŽ션|>bJ6~ȃ^}{dq2z(嶀A+2pNL\W!AͿap5DlNҾNWdf
48D61`Tuif>4-i(&2 qz/mǸNQP7 yP{gww.x$
T߉|;>*'$5붾A|Y
{?Iƿ6.%wM[$zJ;K-
Γ8gRC1mӻ۰]H~[^Pe^`.;O/J@hKӰ v>@P\UVM ޙkx
S{aW{_@̀"t0F7m/ X5:ZL_g