%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Internship Digital Marketing
2022-10-11T15:18:07+05:30
2022-10-11T15:18:07+05:30
2022-10-11T15:18:07+06:30
Adobe Illustrator 25.4 (Windows)
184
256
JPEG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uuid:00320eb7-7149-4f72-96b0-c92ccb175a45
xmp.did:52594702-e553-bd45-8822-21bdd3a38079
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2ac18986-7ac6-5447-baa6-93ce4b95a44f
xmp.did:2ac18986-7ac6-5447-baa6-93ce4b95a44f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2ac18986-7ac6-5447-baa6-93ce4b95a44f
2022-10-11T15:16:06+05:30
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:52594702-e553-bd45-8822-21bdd3a38079
2022-10-11T15:18:03+05:30
Adobe Illustrator 25.4 (Windows)
/
EmbedByReference
D:\BigframeMedia\InternshipSocialMediaMarketing.png
xmp.did:1BF13DEC494711ED88B38EB0B3BE37CD
xmp.iid:1BF13DEB494711ED88B38EB0B3BE37CD
EmbedByReference
D:\BigframeMedia\InternshipGraphicDEsign.png
xmp.did:CC820B9E494511EDB4278A63EA9224CC
xmp.iid:CC820B9D494511EDB4278A63EA9224CC
D:\BigframeMedia\InternshipSocialMediaMarketing.png
xmp.did:1BF13DEC494711ED88B38EB0B3BE37CD
xmp.iid:1BF13DEB494711ED88B38EB0B3BE37CD
Print
Adobe Illustrator
False
False
1
209.999994
297.000024
Millimeters
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 16.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
H,;
@C9EN;UBD,