%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Connecticut Fairfield Public Schools Calendar 2022-2023 2
2023-01-20T16:13:51-08:00
2023-01-20T16:13:51-08:00
2023-01-20T16:13:51-07:00
Adobe Illustrator 26.0 (Windows)
256
184
JPEG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uuid:2e3f5061-42f0-490f-8c4c-74a8a433db3a
xmp.did:492e513c-5458-2746-99ca-813a3a697969
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:7235f1e2-a1a1-e545-84d1-44ba9cbe39a4
xmp.did:7235f1e2-a1a1-e545-84d1-44ba9cbe39a4
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:492e513c-5458-2746-99ca-813a3a697969
2023-01-20T16:13:48-08:00
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
BodoniBT-Bold
Bodoni Bd BT
Bold
Open Type
Version 1.01 emb4-OT
False
Bodoni Bd BT Bold.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
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<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
12 0 obj
<>stream
HWˎWqy`2Wɂ!h
CX=h{%ڤ};3")%aىGV#2>^Ӳ}O'şleգ5~y&Qj6i{/noobl}ee{w_w7ۻO/xք??=~o~/m/[5mKjخnoq'onplݏ>l.[UG۞}e{z[[~4+lc_c̎6ۇY%K0;eZ[Cf}ֶfɢMkv=gbfvlEdV]uj}νǙ4R^.25{od}lvY3/_~[q2wQZplu__k6
H1yNٟږ}pr`l̚g5`<:"뇱Q4ޜee؇̖Od[M(˭
5*ׂp`b'ړOON(&&l360mꥂcu
50=&;j1SѺG`zͣhzt~S(mNXX^
vc9[8Wf
4mȧ}T"\I?yƶ_R