%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
14 Ferndale Road, Chatham, New Jersey
2015-11-03T10:36:56-05:00
2015-11-03T10:36:56-05:00
2015-11-03T10:36:56-04:00
Adobe Illustrator CC 2015 (Windows)
256
196
JPEG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=
uuid:1533c1c5-ac46-4825-b035-e1854fca315b
xmp.did:4ad64e9a-fc58-2749-bc7f-13f06d3e0c7a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4ad64e9a-fc58-2749-bc7f-13f06d3e0c7a
2015-11-03T10:36:54-05:00
Adobe Illustrator CC 2015 (Windows)
/
Print
False
False
1
792.000000
612.000000
Points
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 6.90
False
times.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
AutoCAD Color
PROCESS
100.000000
CMYK
75.020981
67.968255
67.022198
90.164030
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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWێ%I
|ﯨWf%$BhBBJ>Rv̞{{NGo|wˇw9.ޥҾd|?u}_o/hyq.0_?'~?^ ť
F!jEX),IH'J*·DJh]HZIj(_XŰ*Qq#THWH%B!VAI0YNլa8\ac~V0\j]D4qr]CR# e(הg_YJA,RZaV
R )hJ=BtN9 +OEoA]p Ő?S/ꢠzd?eK㚼آ$\,%UI4˰, Rgph;˸2Lz_qm4