%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 150 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2018-06-20T15:41:03+03:00
2018-06-20T15:41:03+03:00
2018-06-20T14:32:26+03:00
Adobe Illustrator CS5
152
256
JPEG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uuid:59989abf-b8d4-4878-b475-51756584c75d
xmp.did:BAFD69017674E811AF8A868A96ECDF46
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:B9FD69017674E811AF8A868A96ECDF46
xmp.did:B9FD69017674E811AF8A868A96ECDF46
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B6FD69017674E811AF8A868A96ECDF46
2018-06-20T13:38:01+03:00
Adobe Illustrator CS5
/
saved
xmp.iid:B7FD69017674E811AF8A868A96ECDF46
2018-06-20T13:49:39+03:00
Adobe Illustrator CS5
/
saved
xmp.iid:B8FD69017674E811AF8A868A96ECDF46
2018-06-20T14:01:35+03:00
Adobe Illustrator CS5
/
saved
xmp.iid:B9FD69017674E811AF8A868A96ECDF46
2018-06-20T14:32:20+03:00
Adobe Illustrator CS5
/
saved
xmp.iid:BAFD69017674E811AF8A868A96ECDF46
2018-06-20T14:32:27+03:00
Adobe Illustrator CS5
/
EmbedByReference
D:\Работа\сушивеник\500х500.png
EmbedByReference
D:\Работа\сушивеник\без ватермарка\IMG_3045-.jpg
EmbedByReference
D:\Работа\сушивеник\без ватермарка\IMG_3039-.jpg
EmbedByReference
D:\Работа\сушивеник\без ватермарка\IMG_3043-.jpg
EmbedByReference
D:\Работа\сушивеник\без ватермарка\IMG_3038-.jpg
EmbedByReference
D:\Работа\сушивеник\без ватермарка\IMG_3044-.jpg
Print
False
True
1
21.000165
29.699996
Centimeters
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
30
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
28
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
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
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 163 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
152 0 obj
<>stream
HWK%)L 0!#"Y^`oUtDF&˟(~xVfͣ#n۲||w˷/VWlUvh|<Oב?QoJ9;
.cO_ciDaxyij,ToetBk︭+s/;nDw"_N[
Uw>AufrhVޱEʖП~Vqw4]oy3~ɀq5v0n+cCx8}nu