%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Winter 2021 Schedule
2020-12-16T11:06:28-06:00
2020-12-16T11:06:28-06:00
2020-12-16T11:06:28-06:00
Adobe Illustrator 25.0 (Macintosh)
208
256
JPEG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==
uuid:183af7e7-6293-8541-a55f-4f3b50f0ef82
xmp.did:dd899dea-b42c-4375-a9d1-c9989dff1adb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c5798926-fadf-4cd6-b628-5a400aef510b
xmp.did:c5798926-fadf-4cd6-b628-5a400aef510b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c5798926-fadf-4cd6-b628-5a400aef510b
2020-12-16T11:06:19-06:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:dd899dea-b42c-4375-a9d1-c9989dff1adb
2020-12-16T11:06:26-06:00
Adobe Illustrator 25.0 (Macintosh)
/
EmbedByReference
/Users/hopelebar/Downloads/ymca_prpl_rgb_r.png
0
0
/Users/hopelebar/Downloads/ymca_prpl_rgb_r.png
0
0
Print
Adobe Illustrator
False
False
1
612.000000
792.000000
Pixels
Cachet-Bold
Cachet Bold
Regular
TrueType
Version 1.00
False
Cachet-Bold.ttf
Cachet-Book
Cachet Book
Regular
TrueType
Version 1.00
False
Cachet-Book.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 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HW[sF~W{aɊ|i#ˑz2imj2]$LM8.s;gG f.>L,a0p<[5"?D