%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
SDS_Схема проезда_склад Химки
2020-04-10T14:40:46+03:00
2020-04-10T14:40:46+03:00
2020-04-10T14:40:46+04:00
Adobe Illustrator CC 22.0 (Windows)
256
168
JPEG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uuid:a97cf58c-b0ca-43d9-8d61-0a49b8cf2b93
xmp.did:bf6c06ae-c9ef-4349-8f28-36a120fa08d9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c1891894-9102-ed43-ad62-515e97cc06c6
xmp.did:c1891894-9102-ed43-ad62-515e97cc06c6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8aa8522d-5e1d-d849-b45a-f0b4a293f67d
2020-04-10T12:25:34+03:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:bf6c06ae-c9ef-4349-8f28-36a120fa08d9
2020-04-10T14:40:33+03:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
D:\work\СХЕМА проезда\Схема3.jpg
adobe:docid:photoshop:283816ef-ddb3-d846-86fe-704fa13f7f57
xmp.iid:a166098a-4704-9549-bdfb-c75334b10da0
EmbedByReference
D:\work\СХЕМА проезда\Схема2.jpg
adobe:docid:photoshop:6fa6ece6-8566-1649-9ceb-8ed26e182573
xmp.iid:f2a8ef32-e31b-0b46-851b-e01489ab272c
EmbedByReference
D:\work\СХЕМА проезда\Схема1.jpg
adobe:docid:photoshop:7281e2dc-a1c9-2648-b8c5-2bb7c4de8d01
xmp.iid:e0c37535-2d20-6441-9671-3880533c397a
D:\work\СХЕМА проезда\Схема3.jpg
adobe:docid:photoshop:283816ef-ddb3-d846-86fe-704fa13f7f57
xmp.iid:a166098a-4704-9549-bdfb-c75334b10da0
D:\work\СХЕМА проезда\Схема2.jpg
adobe:docid:photoshop:6fa6ece6-8566-1649-9ceb-8ed26e182573
xmp.iid:f2a8ef32-e31b-0b46-851b-e01489ab272c
D:\work\СХЕМА проезда\Схема1.jpg
adobe:docid:photoshop:7281e2dc-a1c9-2648-b8c5-2bb7c4de8d01
xmp.iid:e0c37535-2d20-6441-9671-3880533c397a
Print
False
False
1
595.276000
841.890000
Points
PFDinTextPro-Regular
PF DinText Pro
Regular
TrueType
Version 2.005 2005
False
PFDinTextPro-Regular.ttf
PFDinTextPro-Medium
PF DinText Pro
Medium
TrueType
Version 2.005 2005
False
PFDinTextPro-Medium.ttf
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
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HSɊ1+qK^t0-ahhq/3CN%IOm7J\.i]J_̡`?
r1ٲc\~1_=-m@H6=