%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
One IBC - Delaware LLC - Rate card - 2019-040619
2019-06-04T15:02:49+07:00
2019-06-04T15:02:49+07:00
2019-06-04T15:02:49+08:00
Adobe Illustrator CC 22.0 (Windows)
256
176
JPEG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uuid:6598ab8c-0de7-4b1c-a93e-a7e28bba349d
xmp.did:bae4d0df-6075-bf40-84f0-8d15b3fb4169
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4b38ea7b-6cf9-854a-87ac-f415eabcf3e8
xmp.did:4b38ea7b-6cf9-854a-87ac-f415eabcf3e8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:67757EDD5F3CE811A9DCBCAD06348FE0
2018-04-10T09:28:47+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:bae4d0df-6075-bf40-84f0-8d15b3fb4169
2019-06-04T15:02:45+07:00
Adobe Illustrator CC 22.0 (Windows)
/
Print
False
False
1
21.000167
29.699994
Centimeters
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB_0.TTF
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC_0.TTF
UTM-Neo-Sans-Intel
UTM Neo Sans Intel
Regular
TrueType
Bộ Font chữ Việt sử dụng bảng mã Unicode
False
UTM Neo Sans Intel.ttf
UTMNeoSansIntelBold
UTM Neo Sans Intel
Bold
TrueType
Bộ Font chữ Việt sử dụng bảng mã Unicode
False
UTM Neo Sans IntelBold.ttf
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<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
20 0 obj
<>stream
HWmsӐwJ˖؉ic$D >{ egMew}gtYH^$$UHw$0Nu MFwwߝ1:S 4j3K1C0ys&ZGA$':б ;&q*+f&f8Q
728Q~@1Fҙʀ.57ԧeH!6#CB XŴ\OWvm2mW
BZ&OEn[rg+a?&NBӈt$Vo|Otk- 7ވ>k N` z
dLw)$lxOĠ
gw(Qr7^Oťo5h;}#7FW6ol<@ٹгԁQe^7YDEw=.g(hMa:믽+:y\pmӒilR?;JR LSb-i-NH Iw嗫"=) 2UL,gљ<]yfMxLDz՜$BiBK}E!atT
,_vu DB{*/$7(NTQ ,QH~dzH&N+]tY J.=+k[fYciNߟH|M@o7PfؗnWTySo"(%*ץCкڣ"/p &S!f͐34Z