%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Good things take time copy
2016-12-21T14:40:35-07:00
2016-12-21T14:40:35-07:00
2016-12-21T14:40:35-07:00
Adobe Illustrator CS5.1
208
256
JPEG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=
uuid:de33d51c-27ab-de4e-acae-598b6ec12031
xmp.did:FF7F1174072068118083E16763B2B4C6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8d15edfe-da7b-9844-8e77-8672a22c052a
xmp.did:FC7F1174072068118083E16763B2B4C6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FC7F1174072068118083E16763B2B4C6
2016-12-21T12:47:17-07:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FF7F1174072068118083E16763B2B4C6
2016-12-21T14:40:32-07:00
Adobe Illustrator CS5.1
/
Print
False
False
1
8.000000
10.000000
Inches
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 576.0 720.0]/Type/Page>>
endobj
8 0 obj
<>stream
H\WK%K
U^?S#Ā8BĽH/pfiڕۿ뷿?+\=vx_$R,w*_5m~w'B/5'm0m#l˹1y*EmzԔ`]^s<d.;rDS^?_?fs,{uk3[[ޡ+V,عU`k{~|~F1oOqOgoKx=R.OiR)PޣKKxj=XؠXHkƣa a_3ֺ̃`g1%AzB.H5XH
2cc?Äpn\j4P]B߰]߭Ǚ
Fz}6
!5T}p25>Ё8:|k=҃)q{!r
³ʉ9#:kل7uXbwbn8JWk١tHȝ[Sv7P1Ԃ90ur>ܑp^:p֒J_=x57ӭZl2dW;{zڸpW!]ø:l1WkJ]F0뼦n,\_KRL`R6?x;0MB3M.:Ly"8n")P`=ҥ`ؖ[P*
:nP3EK!SQ{cx[MM:Ye40F#G:?{1k&35W$F1(:B]Q=z0Yo9#~#C4ܐEDͮH:M$MF>0$HUqm`"/#q%#=AMeK]^RHf_vpGTP֢iwҕz
b5 rZ)Z{ؓs3q&Ϫf͆W!WM5-<ɽY
~Ԑ
6$
t}[*f=Gdս InwXuG