%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Diabetic Foot
2019-10-11T12:59:09+05:30
2019-10-11T12:59:09+05:30
2019-10-11T12:59:09+06:30
Adobe Illustrator CC 23.0 (Windows)
64
256
JPEG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uuid:36dfa604-0710-4f55-8ab4-3356d296829f
xmp.did:667437af-ce4a-f847-a111-05a6980a7c77
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:910c29bb-4094-2546-9ab5-aa9e00941455
xmp.did:910c29bb-4094-2546-9ab5-aa9e00941455
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:64e8b67d-1a62-0242-8e9b-55383391d194
2019-09-14T11:29:17+05:30
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:667437af-ce4a-f847-a111-05a6980a7c77
2019-10-11T12:59:02+05:30
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\Kan Inovations\Poster\1x\bodynew.png
EmbedByReference
E:\Kan Inovations\Report\png.png
EmbedByReference
E:\Kan Inovations\Poster\cod.png
EmbedByReference
E:\Kan Inovations\Poster\3D Foot 1.png
EmbedByReference
E:\Kan Inovations\Poster\Walk\Final 2.png
EmbedByReference
E:\Kan Inovations\Brochure\123.png
E:\Kan Inovations\Poster\1x\bodynew.png
E:\Kan Inovations\Report\png.png
E:\Kan Inovations\Poster\cod.png
E:\Kan Inovations\Poster\3D Foot 1.png
E:\Kan Inovations\Poster\Walk\Final 2.png
E:\Kan Inovations\Brochure\123.png
Print
Adobe PDF library 15.00
1
True
False
595.276000
841.890000
Points
Bahnschrift
Bahnschrift
Regular
Open Type
Version 2.05
False
bahnschrift.ttf
Nexa-Light
Nexa
Light
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Roboto-Medium
Roboto
Medium
TrueType
Version 2.137; 2017
False
Poppins-Light
Poppins
Light
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Regular
Poppins
Regular
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Roboto-Light
Roboto
Light
TrueType
Version 2.137; 2017
False
Roboto-Regular
Roboto
Regular
TrueType
Version 2.137; 2017
False
Roboto-MediumItalic
Roboto
Medium Italic
TrueType
Version 2.137; 2017
False
NexaLight
NexaLight
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
Pink 300
PROCESS
100.000000
RGB
240
99
145
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 93 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 111 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
94 0 obj
<>stream
HWm۸_O"K..@PLۺȒ#qEC;K3g~y`~~|,