%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
TBLTentsEng
2017-02-20T22:21:31-06:00
2017-02-20T22:21:31-06:00
2017-02-20T22:21:31-06:00
Adobe Illustrator CS5
180
256
JPEG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uuid:02e05f52-4290-4b4f-87e9-f56c56d31c1f
xmp.did:04801174072068118C14C526BDFF96AF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:03801174072068118C14C526BDFF96AF
xmp.did:03801174072068118C14C526BDFF96AF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811822AC49CC05BC007
2017-01-29T20:45:04-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:F87F117407206811822AC49CC05BC007
2017-01-29T21:19:14-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:03801174072068118C14C526BDFF96AF
2017-02-20T22:21:13-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:04801174072068118C14C526BDFF96AF
2017-02-20T22:21:25-06:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/shonfields/Desktop/BF Projects/TOOLKIT17/BfWH.png
EmbedByReference
/Users/shonfields/Desktop/BF Projects/TOOLKIT17/BWHLogo.png
Print
False
True
1
5.000000
7.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.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
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
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>>>/Shading<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 360.0 504.0]/Type/Page>>
endobj
9 0 obj
<>stream
HlWˎ%
߯uEQ$Ëx4CJU՝`)Q*𩗿?v||ݷGi~hI<brHd]j~ǧof
H9O\c~41TC!W|/^yٗy룁r_1^VgkI
N|Ժ\K2WU3jsqm)Ҷ`{QC0ƵҚ;jyTXB!oL
hI|-9{GjԬ
x=B$RC||;phʣPNGTóͳJ}PTBY彚TP =_R@m:KqqgO6L9FALSUZ](Cy(u+鍡Egj7* /7T'5V8 '
ɔ=$9%LAwLu$`G 'PoR8 MQA[#ҼAɰM3Vu=`!$ WPڗ&Qc#S`3I99JC l
J
A@K`e2EjhB2#(Zd
81`I?9|qjQF!#.
l!4ֹl&hǫO
yw2pj"=zW`K`RC7S=pPXQ+1)X CDln=sEsl]ZpÀl(&k!\0X'jqN=d4c;NNH^nmi k);âee&2"8E09}*[aɾp:Od.CyZ OU*#1.ҟIE2cYN`d#^ek^;ÅV'"R6f1͌HxEn.)zQXZ^IεH%{'\:}v)AX5!{%j6(2n*x