%PDF-1.5
%
1 0 obj
<>/OCGs[18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Spine
2017-05-23T12:41:34+05:30
2017-05-23T12:41:34+05:30
2017-05-23T12:41:34+05:30
Adobe Illustrator CC 2017 (Macintosh)
116
256
JPEG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uuid:da0ce434-cc1d-764a-b103-e386c7e53598
xmp.did:6cc2e6b1-942d-40af-b9ad-8a5b21ccc46f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:102ec3ef-727c-df43-9928-a1edff6202da
xmp.did:2e179ba9-e4d1-4062-8792-5d7a943c74f1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2e179ba9-e4d1-4062-8792-5d7a943c74f1
2017-03-01T19:12:28+05:30
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:6cc2e6b1-942d-40af-b9ad-8a5b21ccc46f
2017-05-23T12:41:31+05:30
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Volumes/Prasad/Media/Visual abstracts/Spine/Screen Shot 2017-03-10 at 12.24.33 PM.png
0
0
/Volumes/Prasad/Media/Visual abstracts/Spine/Screen Shot 2017-03-10 at 12.24.33 PM.png
0
0
Print
False
True
1
210.001556
483.893519
Millimeters
HelveticaNeue-CondensedBold
Helvetica Neue
Condensed Bold
TrueType
10.0d40e1
False
HelveticaNeue.dfont
KGInimitableOriginal
KG Inimitable Original
Regular
TrueType
Version 001.000
False
KGInimitableOriginal.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
10.0d40e1
False
HelveticaNeue.dfont
HelveticaNeue-Light
Helvetica Neue
Light
TrueType
10.0d40e1
False
HelveticaNeue.dfont
HelveticaNeue-Italic
Helvetica Neue
Italic
TrueType
10.0d40e1
False
HelveticaNeue.dfont
Georgia
Georgia
Regular
Open Type
Version 5.00x-4
False
Georgia.ttf
Helvetica-Light
Helvetica
Light
TrueType
10.0d4e1
False
Helvetica.dfont
Helvetica
Helvetica
Regular
TrueType
10.0d4e1
False
Helvetica.dfont
Helvetica-Bold
Helvetica
Bold
TrueType
10.0d4e1
False
Helvetica.dfont
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
Cyan 700
PROCESS
100.000000
CMYK
80.975050
22.729838
31.964597
0.378424
Grey 700
PROCESS
100.000000
CMYK
61.156631
52.703130
52.138549
23.096055
Grey 100
PROCESS
100.000000
CMYK
2.743572
1.730373
1.730373
0.000000
Grey 300
PROCESS
100.000000
CMYK
10.797284
7.943846
8.563363
0.000000
R=160 G=160 B=160
PROCESS
100.000000
CMYK
39.835200
32.407108
32.809946
0.372320
Grey 50
PROCESS
100.000000
CMYK
1.226825
0.570687
0.570687
0.000000
Grey 400
PROCESS
100.000000
CMYK
26.102081
20.575264
21.188676
0.000000
Blue Grey 700
PROCESS
100.000000
CMYK
75.088120
54.625767
47.327381
24.493781
Teal 50
PROCESS
100.000000
CMYK
10.840009
0.000000
4.980545
0.000000
Blue Grey 600
PROCESS
100.000000
CMYK
70.809489
47.687495
41.446555
12.841992
Teal 600
PROCESS
100.000000
CMYK
84.768444
25.412375
57.613486
6.219577
Deep Orange 50
PROCESS
100.000000
CMYK
0.842298
9.011978
5.102617
0.000000
Cyan 300
PROCESS
100.000000
CMYK
57.921720
0.000000
14.084077
0.000000
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 66 0 R/TrimBox[0.0 0.0 595.28 1371.67]/Type/Page>>
endobj
21 0 obj
<>stream
HKo$+hYU.2A|6
^ҋ "g3Kq8S]UY7UXxj9籄s_n6,o<|XKnaK%%<Z[zpXe͛Y\m=j}QiQ[y5eeR*[HlzHJڒo]'VٻCqV{r]XQ:[y;~8X(_^.eIli4}|S(߄/=gޥG|6f9wf KbG3~n8m4wC5ϻO}xzu0.L,O3[)u>l>Uf_$^vZO;+&9X2#%5A{dnc4M@*D&i