%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LLSS-BarbraHerr
2018-12-13T12:59:26-05:00
2018-12-13T12:59:26-05:00
2018-12-13T12:59:26-05:00
Adobe Illustrator CC 23.0 (Macintosh)
220
256
JPEG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uuid:233c7690-9fbc-7241-a84d-385720a67c24
xmp.did:d94adeb2-7bfc-41e6-8e2b-d5c28d297f0f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9aedbd92-30f6-454b-a733-44f1407ff279
xmp.did:ac412d5f-7e53-4b9b-a8d6-f1b5f947c0d0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0d3c8ed2-4d28-4542-b068-d88fb0b0477e
2018-01-31T14:46:07-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:d94adeb2-7bfc-41e6-8e2b-d5c28d297f0f
2018-12-13T12:59:23-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/juliet.ali@intersection.com/Desktop/PERSONAL/LLS-2/logo.pw_.310x42-1_0.png
0
0
EmbedByReference
/Users/juliet.ali@intersection.com/Desktop/PERSONAL/LLS-2/nysca.gif
0
0
/Users/juliet.ali@intersection.com/Desktop/PERSONAL/LLS-2/logo.pw_.310x42-1_0.png
0
0
/Users/juliet.ali@intersection.com/Desktop/PERSONAL/LLS-2/nysca.gif
0
0
Print
False
True
1
8.500000
11.000000
Inches
HelveticaNeue-Light
Helvetica Neue
Light
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue
Helvetica Neue
Regular
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Italic
Helvetica Neue
Italic
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d2e2
False
HelveticaNeue.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
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWr
}WS"U_YNymWJ> C$NJLpݹyܚ/8yĚc3y[|fOn&bJ֥DYAe|\,Xbo%粙O01ۥ솇F\p^}z~)./-$ηGll\ON^϶̼^b;mIw"o*M]Mf
7~ݜ/ĩ'pXLzjߙWuxx]͉j=3?Y&l&