%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
FalconHomes_BelfortPhase1Flyers
2017-07-11T09:44:16-04:00
2017-07-11T09:44:16-04:00
2017-07-11T09:44:16-04:00
Adobe Illustrator CC 2017 (Macintosh)
200
256
JPEG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uuid:54194efe-01ae-124f-91f7-ea3663ee46b0
xmp.did:27788535-58d0-422f-aa80-8f5ff7edc23d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:110fb128-438b-fb4d-b656-962b00e4e4d2
xmp.did:252a569b-9d5d-483c-a816-e3972cee5ed1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:252a569b-9d5d-483c-a816-e3972cee5ed1
2017-05-25T13:50:34-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:27788535-58d0-422f-aa80-8f5ff7edc23d
2017-07-11T09:44:12-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
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
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
5 0 obj
<>/Properties<>/Shading<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
Hlˮ\EE 2A Vv@l>k懿O^~^O?߇l}wwֿ;g6UZzϏ[GF3+VO>~ᷚs~7j9jeڞGroma uY-m5>?Zk0-XX뗗16J32Fg4Jq"ȝL(Cls&fi]3/+͵mC3@ֵJ҈JpbȆm쨣lLbޥieoۈUۣD K.eGU9Gk4\$XwNwOFEE7~ze?7̮_X!u(kbL$184̷ťDsb2Mk,8vEk;3*9N9G 2WvusN~u<a/6ugɬSh2~،fඳtVD