%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
lake-b2b-20-solutions
2023-10-20T10:17:19+05:30
2023-10-20T10:17:19+05:30
2023-10-20T10:17:18+06:30
Adobe Illustrator 27.0 (Windows)
256
180
JPEG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uuid:cd0ef1da-d769-4130-bf92-57be5f8c8379
xmp.did:006e2fc9-1387-a84a-8311-4bff5eb71a1b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:46af624b-cf24-4855-8947-26c4b91e4417
xmp.did:ec5f1a12-63d6-2b44-8eac-ff0ebe699692
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1B662A47C8DAE5119D89D471C148870F
2016-02-24T12:59:02+05:30
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:006e2fc9-1387-a84a-8311-4bff5eb71a1b
2023-10-20T10:17:16+05:30
Adobe Illustrator 27.0 (Windows)
/
EmbedByReference
C:\Users\VipinWHM\Downloads\lake b2b-logo final-05.png
xmp.did:362c74aa-6bcd-cd4f-ada3-eb9fe2873032
xmp.iid:362c74aa-6bcd-cd4f-ada3-eb9fe2873032
C:\Users\VipinWHM\Downloads\lake b2b-logo final-05.png
xmp.did:362c74aa-6bcd-cd4f-ada3-eb9fe2873032
xmp.iid:362c74aa-6bcd-cd4f-ada3-eb9fe2873032
Print
Adobe Illustrator
False
True
1
12.285658
8.267782
Inches
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 16.07
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 884.567 595.28]/Type/Page/PieceInfo<>>>
endobj
8 0 obj
<>stream
HWˎ$
WT$E]w`?3#H)m67eL$
/z|rK9QN-m˯Pټr1?lv6[fo^lKqqkgGQs7磆U6V,~4ů-V9Ձe~4+όi!_!0<ӃG2qGjꩽX_[:r"v;E솀^g[!pǭc{Ur^Oqӳhz(o~<Oyg!R;uȕ+1*gw\/q
YbnXI:iK9(O0rm@A+g9).1H$Ӧ #n!>c?{ͯ'dQpAO6Zı(\
RZ9FG*BJVS7xEF_Ӥ'6n )÷:aOW_+2,YPZ*2A#{xu@*!odazS^JcB\I Qɜq'=pX ]nD7TY^[
"!` =GF,o7|Lc9}DvA=HXYyqB
L{yp<&d1cn@T`b-&@u]