%PDF-1.4
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
leaflet_srikrung_term life
2020-07-15T11:17:03+07:00
2020-07-15T11:17:03+07:00
2020-07-15T11:17:03+08:00
Adobe Illustrator CS5.1
256
132
JPEG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uuid:930ce733-7873-48c9-a420-a92b58880739
xmp.did:F35364334FC6EA11BC7394D32A9D05A3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:345b2aa9-1af3-4b15-8323-18e12eef590e
xmp.did:7dd7543b-b002-c047-aadc-7675fc109615
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:A9B0308E15C3E51185E9D69878FD2E16
2016-01-25T10:41:45+07:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7dd7543b-b002-c047-aadc-7675fc109615
2020-05-27T10:39:59+07:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:F35364334FC6EA11BC7394D32A9D05A3
2020-07-15T11:16:55+07:00
Adobe Illustrator CS5.1
/
D:\piak_work-2020\mbk term life\Srikrung\leaflet\ref\102853705-happy-family-standing-on-the-beach-watch-the-sunset.jpg
0
0
D:\piak_work-2020\mbk term life\Srikrung\leaflet\ref\102853705-happy-family-standing-on-the-beach-watch-the-sunset.jpg
0
0
D:\piak_work-2020\mbk term life\Srikrung\leaflet\ref\58487751-happy-family-taking-a-selfie-at-the-beach.jpg
0
0
D:\piak_work-2020\mbk term life\Srikrung\leaflet\ref\58487751-happy-family-taking-a-selfie-at-the-beach.jpg
0
0
EmbedByReference
D:\mbk life 2020\mbk term life\Srikrung\leaflet\ref\58487751_S.jpg
EmbedByReference
D:\mbk life 2020\mbk term life\Srikrung\leaflet\ref\58487751_S.jpg
Print
False
True
1
20.999993
29.700013
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE 376 C
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 376 C
SPOT
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
PANTONE Cool Gray 11 C
SPOT
100.000000
CMYK
0.000000
2.000000
0.000000
68.000001
PANTONE 432 C
SPOT
100.000000
CMYK
22.999999
2.000000
0.000000
76.999998
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
7 0 obj
<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
20 0 obj
<>stream
HьWЫ$Й
МзWфT(RЏЛБ{№i1РРРн6Ц>ья2ГЛ7YьCЁЎФЄј_niы&>Ж2Ъ#ЗВн'ўзoкўqћrћсЇOiћыПo?ќјЖ?ќѓі3пЩ|'|їГK?йўxKВ§ВХІОјK.хєЩКYБ"лчW{НYGцЯ/ЗOёgД>Дњ_Ю|ХeвігYљМPиВ<$ЭDЃщv/tбъCЌ
O'ЭЄЅG.oжKЇыЄэ>Яќfеuйњн{Лx_.озїэт}Пx?.оKКZЋ
|ЕpugЙКД\нZЎЎ-WїЋЫеЭѓеЭѓеЭѓеЭѓеЭѓМљJЎПтOKдоЫж<5љЮёчIшzјПїџЃ4МSGтЛЧіљцИ \+~д=р?]љ*~rНйЛc5ЄкќЅ>A фъУIМдGщјtГЈ&hU(ЕzТMќ Џ_)nGе,ЦЧ\ФйЬГCc1
|g$дК-ф[хQVЕBЅr І%уоT bIјкh
6Y(бvxєїАCђ\ї#.ЃћsuЕ NЃо`МR§yдОT$РeDі ]3атTЉ2m[tBlј]д?RК>еоC мЛљ\НeyЗп хЄс;WЕh;ГЎчxЌ%ЕJѕZ!ТhЏ
!6*ГЧзнй)ЩYИ17sш#Сх#ЬЄАeФ6&жjд ?fёљі7DЫ№(kckЕёN%$М>2*ЛЭНWhюшoя%жтrЅїЬМgц]fy,їЬ+ЭuЮМфсьі\;(яЁ=RЃ1=yјhђkиCGИ"ЎђH=ћЇD/З/з3хбJфЎчл9w#Ъ97э@DHРЈЅБцКN$nЊєJмbAzЗ%oЂiuY8C4gмBЈ|БЕ0ђбSЖц] >>ЦБъAзћ:8QbмЧЃxЦГB Aш#Ђ<ГtћрtяЂkPз7Ѓ[ЫNЗcиїFътЬmђЃџQЕт
СщЛђzwГџYљџКђї0aoXz}фЁућЂ сvzвСtpIEэћЋхE[Fb[оtp~'7ZXQе2УољсWжG\%ДJЎ3твoMџKeљЮХ29 цІЮ,Ьл<л%nfЖ
Ўf#Џ єМ4ДЖpbR=Ёк;ёєy]аIXУлсзhіT дvЃLНЬ`ZZоmtZѕрX62@f>ЖЩ|ЭіДвXCфЎЉ,ыДUи#dl_Щ!м4IxeщЛВDPжТћjюЇObУ>m}s7ЄEєњйkZъ§"ЏзПХз$
№V`Bз4(RлA
дЩSщОЂ!8LS'ћъЦCjTЏDйУ7\ЂНA9чйж7:МШЫ,Vd}чЙPvќЉjqPАIиY9y§z!5Ц$ЯQ$ЊfјЙVcЭhxИPF0:XiэРэmРО2Ћ
йiћЃаEг0ЏT$YиЃУU3ЎШІuЁhmтФTЬЖ7№-ЊЃчuKХJtKппФѕxђэo|ћфлџп:зљ|ђБХ
о0"&NDOРР1Э5^uрІxФєЛт$я~mг:Dо)ѓл'BК*>aс" gєЉI~йБЫэГу%мRhltљsh`сyйZWаDЦ Еk 3R'Лс9
ГЙб! іJШѓЋѕнlГУаЕъЦ!cїв$кЩяюеМнЪЈЮЈЂ^X[ЦMв,ц)чН[Х]вЯШ8Е.@/ЫюУ!dЋeЪЃ#ZяvX:ЌgЗ нЄє+ Jї6Хo ДУпGП§LП§ пўmшЗЂоЋњEQPћЫ`ЉЫРфiє
_vьї|ТL`%/юЈMф"ihcГ;ѓПъЂєыт|{ЧёЌЬ8"pЅжm5гбитЛуufїяІјўѕЏ x6ЯптэLёу
Х;S<ЭБ(^чЌ1ё`/%АuBvСЩЈпlь[Юi!0[0ОРНЯ9ЄшЉvяИЯЁЊЖz#ЩBђr Rc9ЭЁх``ѕ бb#jlQ№Ё ЪQєлНa|мYGц1*МIdнХ%x+ќОчbGЃMFШkВ1FrCP9NЌљ-6&УIо§$0>6qZв$p\ѕ{]0"gаSді
#}`ЕяЉyпЇг5?b2уW 9тб?лWЃџЬ1& ФUlЈЬ\Г6ѓnVlNPrЄ$ђЌb*ВФнuA iZ yЅ Н-ѓќ
Пku PяЋ]
oв1|dП4ЦО`ш<чщх6ш0,ФћIж§њDiэO4ДS#<Х"АќЊnЪJ`Ђ9d!uКИp#&D7RFВ;%:ІMз-HсФ3АЅqЌ5aџРи"Kй№'6P:*ы