%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
leaflet small size
Adobe Illustrator CS6 (Windows)
2019-10-13T20:46:43+05:30
2019-10-13T20:46:43+05:30
2019-10-13T20:46:43+05:30
256
84
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:3C12E131CCEDE911A9E5A8B38F90DFB5
uuid:92896c5a-e48d-41f9-9a61-dbf9542585b5
proof:pdf
xmp.iid:3B12E131CCEDE911A9E5A8B38F90DFB5
xmp.did:3B12E131CCEDE911A9E5A8B38F90DFB5
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:117784DFEDE2E911909C8DD3D670C3EA
2019-09-30T00:48:09+05:30
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:3C12E131CCEDE911A9E5A8B38F90DFB5
2019-10-13T20:46+05:30
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
F:\shibu\grasshopper\maveli bazaar\sept\slides\pix\14084.jpg
Basic RGB
1
True
False
21.500014
28.999987
Centimeters
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
74.609398
67.578102
66.796898
89.843796
RGB Red
CMYK
PROCESS
0.000000
98.828102
100.000000
0.000000
RGB Yellow
CMYK
PROCESS
6.250000
0.000000
96.093796
0.000000
RGB Green
CMYK
PROCESS
62.500000
0.000000
100.000000
0.000000
RGB Cyan
CMYK
PROCESS
51.562500
0.000000
12.500000
0.000000
RGB Blue
CMYK
PROCESS
87.890602
76.562500
0.000000
0.000000
RGB Magenta
CMYK
PROCESS
26.953102
81.250000
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
16.796898
97.656296
92.187500
6.640601
R=237 G=28 B=36
CMYK
PROCESS
0.390601
98.828102
96.875000
0.000000
R=241 G=90 B=36
CMYK
PROCESS
0.000000
79.296898
96.484398
0.000000
R=247 G=147 B=30
CMYK
PROCESS
0.000000
50.000000
98.046898
0.000000
R=251 G=176 B=59
CMYK
PROCESS
0.000000
34.765602
86.718796
0.000000
R=252 G=238 B=33
CMYK
PROCESS
4.687500
0.000000
92.968796
0.000000
R=217 G=224 B=33
CMYK
PROCESS
18.750000
0.000000
97.656296
0.000000
R=140 G=198 B=63
CMYK
PROCESS
50.000000
0.000000
98.828102
0.000000
R=57 G=181 B=74
CMYK
PROCESS
74.218796
0.000000
99.218796
0.000000
R=0 G=146 B=69
CMYK
PROCESS
85.937500
17.578102
100.000000
3.906298
R=0 G=104 B=55
CMYK
PROCESS
89.843796
33.203102
98.437500
25.781298
R=34 G=181 B=115
CMYK
PROCESS
75.781296
0.000000
74.609398
0.000000
R=0 G=169 B=157
CMYK
PROCESS
78.125000
8.984399
45.703102
0.000000
R=41 G=171 B=226
CMYK
PROCESS
69.531296
14.843798
0.000000
0.000000
R=0 G=113 B=188
CMYK
PROCESS
87.109398
52.343796
0.000000
0.000000
R=46 G=49 B=146
CMYK
PROCESS
98.828102
96.093796
3.515601
0.390601
R=27 G=20 B=100
CMYK
PROCESS
100.000000
100.000000
26.171898
24.609398
R=102 G=45 B=145
CMYK
PROCESS
74.218796
98.046898
0.781298
0.390601
R=147 G=39 B=143
CMYK
PROCESS
49.218796
98.828102
1.171899
0.000000
R=158 G=0 B=93
CMYK
PROCESS
34.765602
100.000000
37.109398
10.937500
R=212 G=20 B=90
CMYK
PROCESS
11.718798
100.000000
49.218796
0.781298
R=237 G=30 B=121
CMYK
PROCESS
0.000000
96.484398
20.312500
0.000000
R=199 G=178 B=153
CMYK
PROCESS
22.656298
27.343798
39.843796
0.000000
R=153 G=134 B=117
CMYK
PROCESS
39.843796
42.578102
52.343796
6.640601
R=115 G=99 B=87
CMYK
PROCESS
50.390602
52.734398
60.546898
23.437500
R=83 G=71 B=65
CMYK
PROCESS
57.421898
60.156296
63.671898
41.796898
R=198 G=156 B=109
CMYK
PROCESS
22.656298
38.281296
63.281296
1.171899
R=166 G=124 B=82
CMYK
PROCESS
31.640602
48.828102
73.828102
9.765601
R=140 G=98 B=57
CMYK
PROCESS
35.937500
57.031296
83.593796
22.656298
R=117 G=76 B=36
CMYK
PROCESS
39.062500
63.671898
92.968796
35.546898
R=96 G=56 B=19
CMYK
PROCESS
41.406296
69.531296
96.484398
48.828102
R=66 G=33 B=11
CMYK
PROCESS
47.656296
73.046898
83.203102
67.968796
R=255 G=207 B=0
PROCESS
100.000000
CMYK
1.007100
16.903900
99.053902
0.000000
R=0 G=180 B=191
PROCESS
100.000000
CMYK
74.203094
4.416000
26.926100
0.000000
R=255 G=58 B=101
PROCESS
100.000000
CMYK
0.000000
89.941299
43.497398
0.000000
R=15 G=48 B=74
PROCESS
100.000000
CMYK
97.427299
77.581398
45.673298
43.128101
Cold
1
C=56 M=0 Y=20 K=0
CMYK
PROCESS
55.468796
0.000000
19.921898
0.000000
C=51 M=43 Y=0 K=0
CMYK
PROCESS
50.781296
42.968796
0.000000
0.000000
C=26 M=41 Y=0 K=0
CMYK
PROCESS
26.171898
41.015602
0.000000
0.000000
Grays
1
R=0 G=0 B=0
CMYK
PROCESS
74.609398
67.578102
66.796898
89.843796
R=26 G=26 B=26
CMYK
PROCESS
72.265602
66.406296
64.843796
77.734398
R=51 G=51 B=51
CMYK
PROCESS
69.140602
62.890602
61.718796
58.203102
R=77 G=77 B=77
CMYK
PROCESS
65.234398
57.812500
56.640602
36.328102
R=102 G=102 B=102
CMYK
PROCESS
59.375000
51.171898
50.390602
19.921898
R=128 G=128 B=128
CMYK
PROCESS
51.562500
42.968796
42.968796
7.421899
R=153 G=153 B=153
CMYK
PROCESS
42.578102
34.765602
35.156296
1.171899
R=179 G=179 B=179
CMYK
PROCESS
30.468798
24.218798
24.609398
0.000000
R=204 G=204 B=204
CMYK
PROCESS
19.140602
14.843798
15.625000
0.000000
R=230 G=230 B=230
CMYK
PROCESS
8.593798
6.250000
6.640601
0.000000
R=242 G=242 B=242
CMYK
PROCESS
3.515601
2.343798
2.343798
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 609.449 822.047]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 609.449 822.047]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 609.449 822.047]/Type/Page>>
endobj
8 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 609.449 822.047]/Type/Page>>
endobj
55 0 obj
<>stream
H|WKd)DfZhH28#|U#xͨO2?r-G[J{ǿ~ᗚfWi/o>oLx*/yrRmJmV4||{ç{M}FO8/=7a 1 l{\5 yr5@c$n_kb9$WnS`Oenvlc Ϯ}5:]αvP{M^*mt]\[e`P
Uϯ>G5"zu++ȍ֕W5|Y+w5xf@8+Q&rlѰWrs],"+[,8myǖnq^v
U Lx7į5k^`v0C\(^LO$v-ign