%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
mv0533_booklet_kotli_italtherm_2023
Adobe Illustrator CC 23.0 (Windows)
2023-04-14T16:33:43+03:00
2023-04-14T16:33:43+03:00
2023-04-14T16:33:43+03:00
172
256
JPEG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xmp.did:4ffe6a95-692e-8d49-9406-c2d7eda09fc2
uuid:2b90cfb4-b563-4d5d-a887-f7684bd5672c
uuid:6CB08778C138DF11BEE1C369C3E32F2F
proof:pdf
uuid:2502c932-183e-4a3c-ad2e-1569e0e5b07c
xmp.did:c96d615b-a2be-8041-8877-813456e760e7
uuid:6CB08778C138DF11BEE1C369C3E32F2F
proof:pdf
saved
xmp.iid:D39EBA090846E311AAF8E87A84924628
2013-11-05T15:42:39+04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:4ffe6a95-692e-8d49-9406-c2d7eda09fc2
2023-04-14T16:33:37+03:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
D:\Design\GD_SatinM.tif
D:\Design\GD_SatinM.tif
Basic CMYK
Adobe PDF library 15.00
1
True
True
297.000000
210.000000
Millimeters
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
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=5 M=7 Y=68 K=0 1
CMYK
PROCESS
5.078100
6.640600
67.968800
0.000000
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
New Color Swatch 1153
PROCESS
100.000000
CMYK
3.530000
5.490000
14.510000
0.000000
New Color Swatch 1148
PROCESS
100.000000
CMYK
0.000000
0.000000
0.390000
0.000000
New Color Swatch 1154
PROCESS
100.000000
CMYK
52.160001
20.000000
13.330001
1.960000
K=60 1
GRAY
PROCESS
152
C=94 M=27 Y=16 K=0 1
CMYK
PROCESS
94.000000
27.000000
16.000000
0.000000
C=24 M=5 Y=6 K=0 1
CMYK
PROCESS
24.000000
5.000000
6.000000
0.000000
C=74 M=0 Y=18 K=0 1
CMYK
PROCESS
73.828100
0.390600
17.578100
0.000000
C=57 M=49 Y=86 K=23 1
CMYK
PROCESS
56.640600
48.828100
85.546900
22.656300
C=21 M=12 Y=63 K=0 1
CMYK
PROCESS
21.093800
12.109400
62.890600
0.000000
C=1 M=73 Y=16 K=0 1
CMYK
PROCESS
1.171900
73.046900
15.625000
0.000000
R=0 G=61 B=104
PROCESS
100.000000
CMYK
99.841303
52.715302
24.380900
21.316899
C=50 M=100 Y=0 K=0
PROCESS
100.000000
CMYK
46.109700
83.404303
0.000000
0.000000
C=30 M=100 Y=0 K=0
PROCESS
100.000000
CMYK
28.983000
85.543603
0.000000
0.006100
C=20 M=95 Y=0 K=0
PROCESS
100.000000
CMYK
19.269100
82.491797
0.003100
0.000000
R=237 G=28 B=36
PROCESS
100.000000
CMYK
0.000000
96.938998
90.127403
0.000000
R=158 G=11 B=15
PROCESS
100.000000
CMYK
25.778601
99.017298
92.562699
14.221400
R=239 G=65 B=35
PROCESS
100.000000
CMYK
0.000000
89.877200
90.386802
0.000000
C=80 M=35 Y=0 K=0 1
CMYK
PROCESS
80.000000
35.000000
0.000000
0.000000
C=0 M=26 Y=100 K=16 1
CMYK
PROCESS
0.000000
25.882400
100.000000
16.470600
C=0 M=9 Y=100 K=3 1
CMYK
PROCESS
0.000000
9.411800
100.000000
3.137300
C=45 M=90 Y=75 K=0 1
CMYK
PROCESS
45.000000
90.000000
75.000000
0.000000
C=100 M=70 Y=0 K=0 1
CMYK
PROCESS
100.000000
70.000000
0.000000
0.000000
C=60 M=88 Y=0 K=0
PROCESS
100.000000
CMYK
67.122906
85.082775
2.056916
0.503548
C=85 M=100 Y=0 K=0
PROCESS
100.000000
CMYK
90.160978
91.570914
3.820859
0.610361
C=83 M=82 Y=72 K=61
PROCESS
100.000000
CMYK
74.288547
68.120849
57.494467
55.309373
C=0 M=75 Y=0 K=0
PROCESS
100.000000
CMYK
13.318074
77.041274
0.827039
0.164797
C=13 M=100 Y=0 K=0
PROCESS
100.000000
CMYK
25.024796
98.458838
4.647898
0.851453
C=81 M=11 Y=76 K=3 1
CMYK
PROCESS
80.770898
10.787356
76.403755
2.982083
C=100 M=0 Y=90 K=0 1
CMYK
PROCESS
100.000000
0.000000
90.000000
0.000000
C=73 M=0 Y=52 K=0 1
CMYK
PROCESS
72.826731
0.000000
51.897454
0.000000
C=96 M=0 Y=76 K=0 1
CMYK
PROCESS
96.325624
0.451667
76.302737
0.000000
C=98 M=0 Y=89 K=0 1
CMYK
PROCESS
97.744715
0.033570
88.543522
0.000000
C=100 M=27 Y=92 K=12 1
CMYK
PROCESS
99.914545
26.822308
92.187375
12.326238
C=0 M=47 Y=95 K=0 1
CMYK
PROCESS
0.000000
46.524757
94.512850
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[5.66928 5.66928 847.559 600.945]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[5.66928 5.66928 847.559 600.945]/Type/Page>>
endobj
19 0 obj
<>stream
HWI+{,:[<2+Mp"X|7%?)m-e䍿e^Rۓןo
}>Rw}y8V]ӱ 't[[JXSs'{=imoud״tHC䍿Kome2qD+DRv[uϳo%}dkAmc#`R9
Җ%`;7#\l>* 5n 7仧q|Dy2t]=F
0ʯONjpwX;jyoO0A2 CoO)zrT=Os{*c7l