%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
YMCA_2022 Summer Camp_Parent Planner
2021-12-29T10:46:53-06:00
2021-12-29T10:46:53-06:00
2021-12-29T10:46:53-06:00
Adobe Illustrator 26.0 (Macintosh)
256
128
JPEG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uuid:52822781-7ac4-f44a-bbbc-36cc7e55b0ae
xmp.did:335a163b-353b-4dde-9aad-d3a4fff431cc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b06b0eaa-58a7-41c3-8e10-4500e746d2e1
xmp.did:b83e21a4-7276-43f8-aeba-ebc5cb282839
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d1b66bc0-e0e9-41b7-9a36-a24fae7030f0
2021-01-19T14:33:56-06:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:335a163b-353b-4dde-9aad-d3a4fff431cc
2021-12-29T10:46:52-06:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
11.000000
8.500000
Inches
AcuminProSemiCond-Regular
Acumin Pro SemiCondensed
Regular
Open Type
Version 1.011;PS 1.0;hotconv 1.0.86;makeotf.lib2.5.63406
False
.26046.otf
AcuminProSemiCond-Bold
Acumin Pro SemiCondensed
Bold
Open Type
Version 1.011;PS 1.0;hotconv 1.0.86;makeotf.lib2.5.63406
False
.26036.otf
AcuminProSemiCond-Black
Acumin Pro SemiCondensed
Black
Open Type
Version 1.011;PS 1.0;hotconv 1.0.86;makeotf.lib2.5.63406
False
.26033.otf
Cachet-Bold
Cachet Bold
Regular
TrueType
Version 1.00
False
Cachet-Bold.ttf
Verdana
Verdana
Regular
Open Type
Version 5.01x
False
Verdana.ttf
Verdana-Bold
Verdana
Bold
Open Type
Version 5.01x
False
Verdana Bold.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
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
217738490
Cachet Bold
OpenType - TT
217738490
Monotype Typography
0
Cachet-Bold
1.00
1775759072
Acumin Pro SemiCondensed
OpenType - PS
1775759072
Adobe Systems
0
AcuminProSemiCond-Black
1.011
3105181241
Acumin Pro SemiCondensed
OpenType - PS
3105181241
Adobe Systems
0
AcuminProSemiCond-Regular
1.011
532902912
Acumin Pro SemiCondensed
OpenType - PS
532902912
Adobe Systems
0
AcuminProSemiCond-Bold
1.011
911518097
Verdana
OpenType - TT
911518097
--
0
Verdana
5.01
2935257665
Verdana
OpenType - TT
2935257665
Microsoft
0
Verdana-Bold
5.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
12 0 obj
<>stream
HW]ܶ}_A#bM1^;NӸNSASYx>ֳ^$f%8~($