%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 54 0 R 55 0 R 56 0 R 57 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
20201215-DBID-DowntownDC Economy Tracking During COVID-19 Pandemic
2020-12-18T18:32:38+01:00
2020-12-18T18:32:38+01:00
2020-12-18T18:32:18+01:00
Adobe Illustrator 25.0 (Windows)
256
156
JPEG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uuid:37904510-5ddd-47bc-89f1-7564858b1428
xmp.did:77461d49-0d4f-394a-9655-d16ba6866536
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:e391f078-062e-2844-9f32-c385086b71f5
xmp.did:e391f078-062e-2844-9f32-c385086b71f5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fe519c17-974f-4573-a7aa-8031c29e413b
2020-05-18T14:32:53-05:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:77461d49-0d4f-394a-9655-d16ba6866536
2020-12-18T18:32:18+01:00
Adobe Illustrator 25.0 (Windows)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
700.000000
424.486444
Points
Avenir-Black
Avenir
Black
TrueType
8.0d5e4
False
Avenir.ttc
Avenir-Roman
Avenir
Roman
TrueType
8.0d5e4
False
Avenir.ttc
Avenir-Heavy
Avenir
Heavy
TrueType
8.0d5e4
False
Avenir.ttc
Avenir-Medium
Avenir
Medium
TrueType
8.0d5e4
False
Avenir.ttc
Avenir-Book
Avenir
Book
TrueType
8.0d5e4
False
Avenir.ttc
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
C=70 M=8 Y=26 K=0
PROCESS
100.000000
CMYK
69.999999
8.000000
25.999999
0.000000
C=43 M=14 Y=20 K=0
PROCESS
100.000000
CMYK
42.578101
13.671900
20.312500
0.000000
C=0 M=100 Y=81 K=4
PROCESS
100.000000
CMYK
0.000000
100.000000
81.000000
4.000000
C=0 M=60 Y=49 K=2
PROCESS
100.000000
CMYK
0.000000
60.493791
48.999998
2.419760
C=68 M=62 Y=61 K=50
PROCESS
100.000000
CMYK
68.224603
61.522800
60.503501
50.334901
C=94 M=32 Y=100 K=32
PROCESS
100.000000
CMYK
94.000000
31.999999
100.000000
31.999999
C=77 M=13 Y=65 K=0
PROCESS
100.000000
CMYK
76.999998
13.000000
64.999998
0.000000
C=15 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
15.000001
0.000000
100.000000
0.000000
C=13 M=0 Y=35 K=1
PROCESS
100.000000
CMYK
12.833333
0.000000
34.999999
1.356600
C=18 M=0 Y=50 K=2
PROCESS
100.000000
CMYK
18.333334
0.000000
50.000000
1.938000
C=39 M=10 Y=93 K=1
PROCESS
100.000000
CMYK
38.999999
9.578900
93.000001
0.684200
C=0 M=60 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
100.000000
0.000000
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
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 62 0 R/TrimBox[0.0 0.0 700.0 424.486]/Type/Page>>
endobj
59 0 obj
<>stream
HWˎ7WŀPf2Z6 YC
zuO7Yڕ1)HjUuWQdWW~W7'8˜r~e8G??4=NCS$9RwLCqJ]~<¤p]rJu>|h@J>-+!!LMsG0!TGO2CwǬ>cUarvL
/y;ffb
H.@3X!1Pb-#
A$H)CXv%g~ߙ)\>Ip|#,NJøßo1|HZzS0 XX(Q\w/uu!>6_.Ϙ'#mͳͷ~iG-3S
~_?GͶobhn)EX~6-&b暈݂k#|~ڈ:k"vFe'#*Mwo'tAsP
wv|s
-
+RLa%EY1;Oa /J
FոCQr2x䴰發&eKe: tA1XK kBÈd2W5F
zDrcbe]A8`2_nXEPDKuVnȢ*$,8 s9ޮ*D@V`@{5[5ۊܫhL̴̹P;Wʁ~< `}qos\&5~ 4=H
kǂވ}#yh!Օ,\(R6A[F[+[T|CWZ5@vZF`SٌĮq];"Q!^myJ5PhU}-?7vgtM3a͵wvRtVj^0*;ƾ]i,wy{smrn[X4zA$lzh;$#ɱo[. CH
ҝtV