%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MGFP Leaflet Option 2 Income-Agency
2022-02-28T12:18:06+05:30
2022-02-28T12:18:06+05:30
2022-02-28T12:18:06+06:30
Adobe Illustrator 26.0 (Windows)
256
164
JPEG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uuid:76a911f7-51a3-466e-991e-8affc24c3efd
xmp.did:2674c70d-6a7d-6c44-8902-ae7ba959649e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b7666c1d-c3d0-4e19-9db4-99a567aacc44
xmp.did:565a3f6f-f100-b849-90d2-8405541ed988
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:83e4cf54-1f25-4d7d-9bce-761ee541f988
2020-06-03T13:36:34+05:30
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:2674c70d-6a7d-6c44-8902-ae7ba959649e
2022-02-28T12:18:01+05:30
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
D:\Subarna-pmli work\PNB Met life - work design\LOGO's\PNB_rangoli_element.png
0
0
EmbedByReference
D:\Subarna-pmli work\PNB Met life - work design\LOGO's\PNB_rangoli_element.png
0
0
EmbedByReference
D:\Subarna-pmli work\PNB Met life - work design\LOGO's\Circle of Life_logo unit-01.jpg
xmp.did:ef6bb0b3-dc6a-4b06-8ff9-cd1c11b67a36
xmp.iid:ef6bb0b3-dc6a-4b06-8ff9-cd1c11b67a36
EmbedByReference
Glow_black.psd
EmbedByReference
Glow_black.psd
EmbedByReference
D:\Subarna-pmli work\PNB Met life - work design\LOGO's\MGFP-KV-final.png
xmp.did:CD43F56095F511ECBA95F72F8B5C1A22
xmp.iid:CD43F55F95F511ECBA95F72F8B5C1A22
D:\Subarna-pmli work\PNB Met life - work design\LOGO's\PNB_rangoli_element.png
0
0
D:\Subarna-pmli work\PNB Met life - work design\LOGO's\Circle of Life_logo unit-01.jpg
xmp.did:ef6bb0b3-dc6a-4b06-8ff9-cd1c11b67a36
xmp.iid:ef6bb0b3-dc6a-4b06-8ff9-cd1c11b67a36
Glow_black.psd
Glow_black.psd
D:\Subarna-pmli work\PNB Met life - work design\LOGO's\MGFP-KV-final.png
xmp.did:CD43F56095F511ECBA95F72F8B5C1A22
xmp.iid:CD43F55F95F511ECBA95F72F8B5C1A22
Print
Adobe Illustrator
True
True
1
210.000000
297.000000
Millimeters
MetLifeCircular-Normal
MetLife Circular
Normal
Open Type
Version 1.000; build 0001
False
MetLifeCircular-Normal.otf
MetLifeCircular-Medium
MetLife Circular
Medium
Open Type
Version 1.000; build 0001
False
MetLifeCircular-Medium.otf
MetLifeCircular-Bold
MetLife Circular
Bold
Open Type
Version 1.000; build 0002
False
MetLifeCircular-Bold.otf
Utopia-Bold
Utopia
Bold
TrueType
Version 1.00
False
Utopia-Bold.ttf
MetLifeCircular-Light
MetLifeCircular Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 2193
MetLife_DarkBlue_RGB
PANTONE 2384
MetLife_Blue_RGB
MetLife_Green_RGB
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
C=89 M=18 Y=0 K=0
PROCESS
100.000000
CMYK
88.999999
18.000001
0.000000
0.000000
C=40 M=0 Y=89 K=0
PROCESS
100.000000
CMYK
40.000001
0.000000
88.999999
0.000000
MetLife_Blue_RGB
SPOT
100.000000
CMYK
77.505100
32.745901
0.000000
0.000000
C=89 M=43 Y=0 K=0
PROCESS
100.000000
CMYK
88.999999
43.000001
0.000000
0.000000
C=99 M=48 Y=1 K=14
PROCESS
100.000000
CMYK
99.000001
47.999999
1.000000
14.000000
C=0 M=25 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
25.000000
100.000000
0.000000
MetLife_DarkBlue_RGB
SPOT
100.000000
CMYK
94.451803
63.900203
10.318200
0.738500
MetLife_Green_RGB
SPOT
100.000000
CMYK
40.497401
0.054900
89.697099
0.000000
PANTONE 2193
SPOT
100.000000
CMYK
87.450981
30.588236
0.000000
0.000000
MetLife_DarkBlue_RGB 3
SPOT
100.000000
CMYK
94.509804
63.921571
10.196079
0.784314
C=40 M=0 Y=89 K=0 1
PROCESS
100.000000
CMYK
40.170899
0.000000
89.327836
0.000000
C=99 M=48 Y=1 K=14 2
PROCESS
100.000000
CMYK
92.718393
60.057980
8.319218
0.488289
PANTONE 2384
SPOT
100.000000
CMYK
100.000000
63.137257
11.764706
0.784314
C=99 M=48 Y=1 K=14 4
PROCESS
100.000000
CMYK
92.718393
60.057980
8.319218
0.488289
MetLife_Gray_RGB
SPOT
100.000000
CMYK
17.647099
12.941200
14.902000
0.000000
C=10 M=100 Y=60 K=30
PROCESS
100.000000
CMYK
10.000000
100.000000
60.000002
30.000001
C=0 M=0 Y=0 K=80 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
80.000001
Black
PROCESS
100.000000
CMYK
80.248719
70.321202
60.808724
81.344318
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=0 K=80
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
80.000001
metlife color
PROCESS
100.000000
CMYK
88.999999
43.000001
0.000000
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 16.03
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
32 0 obj
<>stream
HdWK$
)/[)QN0+00fD(h_DI??[~뷿ˮ߾|ҮvElf߿I=VӭW*v~{]s^G]Ѥw__~]1ʜWw-nw@vhZI=Jkk;KՂ&'Gw\/$5\8Je
kzIGﺠN{k<%Zr1%yWVDF i߽ʗer_Q²2(UiP3;G]ktbRron^2q
eR\nK}0%iRީ=^Xo;0ʔz<;C+c&QbZ[Xsڸ7]֖8"Ea}ƣ(sMߦy!4Dz%Ŭ\,.>e;F$50ٙP]\bP\c(&։q)RM麭#ǐ;0"ݻ2|yrG@́9{*DeEY6?\q{,UU0lH1/R18gS/Y݅eϠG.dolȕ^_@UQ5X#^zPYeZs.0 Q^jxVefIKur\BMl_UcB8VL!U@6[Wtv