%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
NMC_Flume-Sign
2015-12-08T17:06:19Z
2015-12-08T17:06:19Z
2015-12-08T17:06:19Z
Adobe Illustrator CC 2015 (Macintosh)
244
256
JPEG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uuid:49d209c8-7485-e34c-8041-c7cb1622a11a
xmp.did:d050e04d-e729-4b40-ae58-bdb36a41b2d3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ec310b36-f99b-2c4f-97ac-bbca0d69c4d4
xmp.did:bcac5468-e04a-4f15-a6ec-86bd920090dd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:51e635af-250d-49e1-9a75-c46f9696acc2
2015-07-17T12:03:46+01:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:d050e04d-e729-4b40-ae58-bdb36a41b2d3
2015-12-08T17:05:17Z
Adobe Illustrator CC 2015 (Macintosh)
/
Print
False
False
1
1199.998306
1599.998917
Millimeters
Cyan
Magenta
Yellow
Black
Brio Pink Primary
PANTONE 309 U
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
Brio Pink Primary
SPOT
100.000000
CMYK
10.000000
85.000002
0.000000
0.000000
Brio 7406 secondary
SPOT
100.000000
CMYK
0.000000
30.000001
100.000000
0.000000
Brio 381 Secondary
SPOT
100.000000
CMYK
44.999999
5.000000
94.999999
0.000000
Brio 7472 Primary
SPOT
100.000000
CMYK
60.000002
0.000000
34.999999
0.000000
Brio 286 Sub brand
SPOT
100.000000
CMYK
100.000000
75.000000
0.000000
0.000000
PANTONE 309 U
SPOT
100.000000
LAB
35.686275
-7
-10
C=50 M=15 Y=0 K=0
SPOT
100.000000
CMYK
50.000000
15.000001
0.000000
0.000000
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
<>/ExtGState<>/Properties<>/Shading<>>>/Thumb 17 0 R/TrimBox[14.1732 14.1732 3415.74 4549.6]/Type/Page>>
endobj
6 0 obj
<>stream
Hd͊%)2[Rw;c^/6Sm1;Gy4tTJsї/_s:~#]Iy翧}2yѮR/ꯢ7>֮9s?]{s]+|Ģaߜl4G<5fxлrRWx}QpuljQ