%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
danAllen_resume3
Adobe Illustrator 25.2 (Macintosh)
2021-04-19T12:05:38-06:00
2021-04-19T12:05:38-06:00
2021-04-19T12:05:38-06:00
200
256
JPEG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xmp.did:9d6d2da5-27bd-40a8-8c49-87234aec9743
uuid:02865a5a-ea85-c44c-a0be-9579fb4fa8e0
uuid:A9557CF98A8EDE119F75EC3C381A5AD2
proof:pdf
xmp.iid:69abf7fa-4b56-4e67-8be6-020cfebb3e29
xmp.did:69abf7fa-4b56-4e67-8be6-020cfebb3e29
uuid:A9557CF98A8EDE119F75EC3C381A5AD2
default
saved
xmp.iid:69abf7fa-4b56-4e67-8be6-020cfebb3e29
2021-04-19T11:21:34-06:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:9d6d2da5-27bd-40a8-8c49-87234aec9743
2021-04-19T12:05:35-06:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
1
True
False
8.500000
11.000000
Inches
Futura
Futura
Medium
Type 1
001.002
False
Futur; Futura 2
Futura-Bold
Futura
Bold
Type 1
001.003
False
FuturBol; Futura 1
Futura-Heavy
Futura
Heavy
Type 1
001.002
False
FuturHea; Futura 2
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWۮ$I
|ﯨ蚼;Y!JaKDά>awf5h3w;?>n/avOu'~?_~/a˟?89KKI
{oϿunײ>v qʄ5=GڜBװsmOql\[F.yma,{uJ^ްRpc;gQ=ʅ9Qz^)RaX
+C-siBLƍN{iu{R!Ó9w\~I{y ?]R::Tώӹoxz2gض/o8Y?LWZGn G|92zs.]\\s/,MmJCKuc>0