%PDF-1.3
%
9 0 obj
<>/Metadata 5 0 R/OutputIntents[<>]/Pages 4 0 R/StructTreeRoot 58 0 R/Type/Catalog/ViewerPreferences<>>>
endobj
10 0 obj
<>/Font<>>>/Fields[]>>
endobj
5 0 obj
<>stream
application/pdf
housing checklist
2021-03-18T09:37:55-05:00
2021-03-18T09:37:55-05:00
2019-07-03T17:11:48-05:00
Adobe Illustrator CC 23.0 (Macintosh)
252
256
JPEG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=
uuid:c70e236c-dfa3-40b0-840c-932e5983db1a
xmp.did:2b561347-ba29-4042-8c8f-16b875531ed8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:b285a09f-c78a-4c98-82fd-7b9c7fb2db4b
xmp.did:b285a09f-c78a-4c98-82fd-7b9c7fb2db4b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:320f07de-4c15-4481-887a-9fcc81ff54a6
2019-07-01T11:43:55-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:2b561347-ba29-4042-8c8f-16b875531ed8
2019-07-03T17:11:43-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
EmbedByReference
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
EmbedByReference
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
EmbedByReference
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
/var/folders/5r/y080gfz967q_qbkhnqz262h80000gn/T/TemporaryItems/(A Document Being Saved By Illustrator)/qBxx2r.tif
Print
False
True
1
8.500000
11.000000
Inches
Wingdings-Regular
Wingdings
Regular
Open Type
Version 5.00x
False
Wingdings.ttf
Freshman
Freshman
Normal
TrueType
1.0 Mon Oct 04 06:34:30 1993
False
Freshman.ttf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Cond.otf
Cyan
Magenta
Yellow
Black
rich 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
rich black
SPOT
100.000000
CMYK
100.000000
100.000000
100.000000
100.000000
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 Acrobat Pro DC (32-bit) 21 Paper Capture Plug-in
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
4 0 obj
<>
endobj
58 0 obj
<>
endobj
59 0 obj
<>/CM2<>/CM3<>/CM4<>/CM5<>/CM6<>>>
endobj
60 0 obj
<>
endobj
84 0 obj
<>
endobj
88 0 obj
[61 0 R 62 0 R 63 0 R 64 0 R 65 0 R 66 0 R 67 0 R 68 0 R 69 0 R 70 0 R 71 0 R 72 0 R 73 0 R 74 0 R 75 0 R 76 0 R 77 0 R 78 0 R 79 0 R 80 0 R 81 0 R 82 0 R 85 0 R 86 0 R 87 0 R]
endobj
89 0 obj
<>24]/P 90 0 R/Pg 11 0 R/S/Link>>
endobj
87 0 obj
<>24]/P 86 0 R/Pg 11 0 R/S/Link>>
endobj
86 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Rotate 0/StructParents 0/Tabs/S/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
92 0 obj
[57 0 R]
endobj
93 0 obj
<>stream
HWˮe9
߯8?pRy?V' nQ5 'NϹPIu|bďe???=>3/}~.uW)?&V5}$c}G6.3VAxW2> +_~hJ{B~:HJγ)_`bH
M£lۂOg
`J'ٶlb잧qՄnr%v܁ 'yD!;h{m%,XM7ǒQ4mĒx((쾴=*/\Mnw& z.#ޝYMaӁ?guiF"&O,V_Ek2H<}5Dl-4̅<Ď^
g)jmbx~5=~ܠẌ,cM
H}LiuUra/^}pEV57,% ӫIMMBQ?g&ǝKH:"R״UW]
MC[ 0[0`?oS4>&