%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 46 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Dek Hockey Rules and regs
2018-08-31T14:18-04:00
2018-08-31T14:18-04:00
2018-08-31T14:13:30-04:00
Adobe Illustrator CC 22.1 (Macintosh)
160
256
JPEG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uuid:a05b0796-4f0d-e447-9ad2-9c2ff023226a
xmp.did:fbe7be59-abff-4060-a1db-cd0bef0bdcef
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5344f620-5c6c-a045-9a54-9766ae61fad8
xmp.did:85863715-d559-42fc-b6e3-9983340fb98c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d38dd860-7394-4f95-8a96-61db09ac8185
2018-08-30T16:37:19-04:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:fbe7be59-abff-4060-a1db-cd0bef0bdcef
2018-08-31T14:13:30-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/juliepeterson/Dropbox/GRAPHICS/BRANDING_LOGO files/LOGO FORMATS/MetroParks logo-4color.eps
xmp.did:04801174072068118083C618FA00F6FA
xmp.iid:04801174072068118083C618FA00F6FA
/Users/juliepeterson/Dropbox/GRAPHICS/BRANDING_LOGO files/LOGO FORMATS/MetroParks logo-4color.eps
xmp.did:04801174072068118083C618FA00F6FA
xmp.iid:04801174072068118083C618FA00F6FA
Print
False
False
1
11.000000
17.000000
Inches
Gotham-Book
Gotham
Book
Open Type
Version 2.201 Pro
False
Gotham-Book.otf
Gotham-Bold
Gotham
Bold
Open Type
Version 2.201 Pro
False
Gotham-Bold.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
PANTONE 381 C
SPOT
100.000000
LAB
84.313728
-20
85
PANTONE 376 C
SPOT
100.000000
LAB
70.196075
-37
73
PANTONE 364 C
SPOT
100.000000
LAB
45.098038
-27
36
PANTONE Cool Gray 10 C
SPOT
100.000000
LAB
42.745098
0
-3
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
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
48 0 obj
<>stream
HWnH}W,;wǛd3I`1PT["5㿟S}F,e@fu9u5]}kr^ύEF~$įH3Z;Wo