%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FCD Program Map 16
2016-09-16T13:18:55-04:00
2016-09-16T13:18:55-04:00
2016-09-16T13:18:55-04:00
Adobe Illustrator CC 2015 (Macintosh)
256
196
JPEG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uuid:dac20792-d07d-f945-a22d-7113bead8dbd
xmp.did:194642df-2a2f-4c2c-99f9-0257e399bdd0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d446a65c-9b6b-3542-acfa-a2282af92c3b
xmp.did:33c335d2-dfbf-4e39-b3a2-ac6eb11f2893
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0980117407206811994CDF9A6CDF26EB
2012-07-24T10:27:28-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:194642df-2a2f-4c2c-99f9-0257e399bdd0
2016-09-16T13:18:53-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/Shared/ WCC Projects/ Logos & Standard Art/misc. logos/W4-Country-site-logo.png
xmp.did:CC5985966B1C11E2B273FBC2315D00B0
xmp.iid:ec100f66-955b-449b-a42d-0730563a5f4a
EmbedByReference
/Users/jtanguay/ WCC Projects/Academic/Auto, motorcycle, etc Tech/ Cars&Bikes16/postcard front.ai
/Users/Shared/ WCC Projects/ Logos & Standard Art/misc. logos/W4-Country-site-logo.png
xmp.did:CC5985966B1C11E2B273FBC2315D00B0
xmp.iid:ec100f66-955b-449b-a42d-0730563a5f4a
/Users/jtanguay/ WCC Projects/Academic/Auto, motorcycle, etc Tech/ Cars&Bikes16/postcard front.ai
Print
True
True
1
11.000000
8.500000
Inches
CurlzMT
Curlz MT
Regular
TrueType
Version 1.01
False
Curlz MT
Helvetica-Condensed
Helvetica
Medium Condensed
Type 1
001.001
False
HelveCon; Helvetica-Condensed
Helvetica-Condensed-Bold
Helvetica
Bold Condensed
Type 1
001.002
False
HelveConBol; Helvetica-Condensed-Bold
Helvetica-Condensed-Black
Helvetica
Black Condensed
Type 1
003.000
False
HelveConBla; Helvetica-Condensed-Black
Helvetica-Oblique
Helvetica
Oblique
Type 1
001.006
False
HelveObl; Helvetica-Oblique
Helvetica-Bold
Helvetica
Bold
Type 1
001.007
False
HelveBol; Helvetica-Bold
Helvetica-BlackOblique
Helvetica
Black Oblique
Type 1
001.003
False
HelveBlaObl; Helvetica-BlackOblique
HelveticaNeue-BoldCond
Helvetica Neue
77 Bold Condensed
Type 1
001.000
False
HelveNeuBolCon; HelveticaNeue
IndustriaLTStd-Solid
Industria LT Std
Solid
Open Type
Version 1.040;PS 001.001;Core 1.0.35;makeotf.lib1.5.4492
False
IndustriaLTStd-Solid.otf
Cyan
Magenta
Yellow
Black
PANTONE 356 C
PANTONE 872 C
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=65 M=1 Y=14 K=0 1
CMYK
PROCESS
64.678413
0.683604
13.678187
0.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 356 U
SPOT
100.000000
LAB
47.058823
-31
13
CMYK 872 U
PROCESS
100.000000
CMYK
20.000000
30.000001
69.999999
15.000001
C=1 M=14 Y=93 K=0 1
CMYK
PROCESS
0.949100
13.574400
92.639000
0.000000
C=0 M=85 Y=100 K=4
SPOT
100.000000
CMYK
0.000000
85.098040
100.000000
3.921569
CMYK 356 U
PROCESS
100.000000
CMYK
94.999999
0.000000
100.000000
27.000001
PANTONE 356 C
SPOT
100.000000
LAB
43.137257
-51
27
PANTONE 872 C
SPOT
100.000000
LAB
50.196079
6
26
C=65 M=1 Y=14 K=0 2
CMYK
PROCESS
64.678413
0.683604
13.678187
0.000000
Black
PROCESS
100.000000
CMYK
34.999999
4.000000
0.000000
100.000000
Black 2
PROCESS
100.000000
CMYK
84.036011
71.563286
59.398794
77.926296
Grays
0
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
0
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
Helvetica
001.006
39119
138934
Adobe Systems
PostScript
3180066688
Helvetica-Oblique
3180066688
Helvetica
001.003
52053
60794
Adobe Systems
PostScript
4045376122
Helvetica-BlackOblique
4045376122
Helvetica
001.001
29798
55007
Adobe Systems
PostScript
2835246409
Helvetica-Condensed
2835246409
Industria LT Std
1.040
0
0
Adobe Systems
OpenType - PS
95129560
IndustriaLTStd-Solid
95129560
Helvetica Neue
001.000
29969
70959
Adobe Systems
PostScript
3260415621
HelveticaNeue-BoldCond
3260415621
Helvetica
001.002
32812
54507
Adobe Systems
PostScript
3124197258
Helvetica-Condensed-Black
3124197258
0
54496
Adobe Systems
PostScript
0
Helvetica-Condensed-Bold
0
Helvetica
001.007
30270
116374
Adobe Systems
PostScript
1517210785
Helvetica-Bold
1517210785
Curlz MT
1.01
0
237791
Monotype Typography
TrueType
2116090322
CurlzMT
2116090322
Helvetica Neue
001.000
30129
48549
Adobe Systems
PostScript
1656855035
HelveticaNeue-BoldExt
1656855035
Helvetica Neue
001.000
29458
65102
Adobe Systems
PostScript
13267402
HelveticaNeue-Condensed
13267402
Helvetica
001.002
27978
50427
Adobe Systems
PostScript
468380015
Helvetica-Compressed
468380015
Myriad Pro
2.102
0
0
Adobe Systems
OpenType - PS
55235293
MyriadPro-Regular
55235293
Zapf Dingbats
6.1
0
0
Galapagos Design Group
TrueType
3734765074
ZapfDingbatsITC
3734765074
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 50 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
20 0 obj
<>stream
HnIu,p#Xj狨ڞ1YvU!+232O9O燜F4wI7<9o?79}WIךК95L1Vk>.WS\x.ckUKMTDpp|73g^v}y
~1v9Ukӳy£1_+hW]a#nVzc[g8!_
X*=5z~ W;c2;c.]`J`F7pе]sk*KgXBʹwc3VkhGVkU>'顝ǭƼO0n-qPmﴹ73Jĵ[fӁ%:3k}xrgk1J9߶`\>=T
tTzbNK"/M(PhT~rfzSp&OT3~,^B'Xăf1LUmyե5__'`eT@zjrnk^IhG,œ鱛,T$ 'w@x,<[ yrI*G#+pؾf<@2f[14