%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 86 0 R 161 0 R 236 0 R 311 0 R 386 0 R 461 0 R 537 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Neptune_Underwriting_Guide
2019-03-25T13:49:31-04:00
2019-03-25T13:49:31-04:00
2019-03-15T15:26:42-04:00
Adobe Illustrator CC 23.0 (Macintosh)
204
256
JPEG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uuid:1cbe0739-6f3f-7f4a-9658-ba7df253b3d9
xmp.did:2ab87858-0689-47c9-a595-9ecc639a9eb9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ec0fbabd-34c0-874c-b4a7-675566d97676
xmp.did:7c937b12-b865-4c93-acce-a3381d55eec1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:34be9da4-481e-499b-a7c0-8a116454ed0e
2018-03-19T13:58:05-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:2ab87858-0689-47c9-a595-9ecc639a9eb9
2019-03-15T15:26:44-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Lato-Regular
Lato
Regular
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Regular.ttf
Lato-Italic
Lato
Italic
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Italic.ttf
Lato-Bold
Lato
Bold
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Bold.ttf
Cyan
Magenta
Yellow
Black
C=59 M=1 Y=2 K=0
R=0 G=109 B=165
R=255 G=0 B=130
R=78 G=198 B=238
C=0 M=97 Y=12 K=0
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
R=255 G=0 B=130
SPOT
100.000000
RGB
255
0
130
C=0 M=97 Y=12 K=0
SPOT
100.000000
CMYK
0.000000
97.000003
11.996643
0.000000
R=0 G=109 B=165
SPOT
100.000000
RGB
0
109
165
R=78 G=198 B=238
SPOT
100.000000
RGB
78
198
238
C=59 M=1 Y=2 K=0
SPOT
100.000000
CMYK
58.999997
1.000000
2.000000
0.000000
Grays
0
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
0
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 547 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
539 0 obj
<>stream
HWn}'X_:F6 *o(Z"9UMj| S3=UNy/yC!ŀ_
~xRhO_lۛ3
{gâ9ZO`^.NBfwxJ
k?8j}O-ӽ_)yȹ_z~(2OOO雅5ѕHwojq{b=>8ir;6gSz;n`Pkc(wگwgRHfq"i,/'ۛWqcFsY_9،77lua}{g+ruozc~%gx_68k;V?saj03COn[^zJe~`._s˼.3≮SAx Lc\b$=/Os}y}\占 )jpg
HP\oN6/Ĩ/~̜{}d+ql8hxW\7Y@Gϝ q%.Ⱦcxqvęg[^xͲOSt`rz
LJ|\nߙ+n'i6#?Wsq]mqv^+3[3v{=nKx2˛hyA&r@x %4NfvN) ,S5
닳cѝȨ&@ũNO?^]T;JvCAR^ef/1bK`^fHIVbFŴ@qLȲInR]+Uf<ߚ.rl]^l݈LU?$. Gf6V 4m@A@+{y Ŭ6{r@:4}₇CtV_]8.D$hEr!`q/V