%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NHDC-398 Climate emergency info graphic green festival A5 no web addy
2021-12-10T15:33:17Z
2021-12-10T15:33:17Z
2021-12-10T15:33:17Z
Adobe Illustrator 25.4 (Macintosh)
256
184
JPEG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uuid:2e3d0b96-169e-0741-b199-c47e4af1d8ea
xmp.did:56836a93-17bc-41fb-8529-741269d2866c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b03d717d-a146-7842-b17d-3d0aa083dd4b
xmp.did:5a625759-0748-416c-81bc-560ebca7a85c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:274ae610-7adf-477a-bf6a-7f997f072175
2021-08-09T16:11:20+01:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:56836a93-17bc-41fb-8529-741269d2866c
2021-12-10T15:33:11Z
Adobe Illustrator 25.4 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
210.000000
148.500000
Millimeters
Courier
Courier
Regular
TrueType
13.0d1e1
False
Courier.dfont
Helvetica
Helvetica
Regular
TrueType
13.0d2e2
False
Helvetica.ttc
Helvetica-Bold
Helvetica
Bold
TrueType
13.0d2e2
False
Helvetica.ttc
Cyan
Magenta
Yellow
Black
PANTONE 268 C
C=50 M=0 Y=100 K=0 1
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
C=0 M=35 Y=75 K=0
PROCESS
100.000000
CMYK
0.000000
34.999999
75.000000
0.000000
C=62 M=2 Y=0 K=0
PROCESS
100.000000
CMYK
62.084377
1.705959
0.000000
0.000000
C=5 M=72 Y=65 K=0
PROCESS
100.000000
CMYK
5.000000
72.000003
64.999998
0.000000
C=50 M=0 Y=100 K=0 1
SPOT
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
PANTONE 268 C
SPOT
100.000000
LAB
27.843138
34
-41
C=1 M=42 Y=96 K=0
PROCESS
100.000000
CMYK
1.171875
41.796875
96.093750
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 16.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 595.276 420.945]/Type/Page>>
endobj
15 0 obj
<>stream
HlW[}ׯGB,|\ɷ"VT\!")RC5Jo >?>bH/X{SxF]o..;(8tl!kCF:Jpz< )߄qv/珇_OxeĖ;Exp>R`L)V0^ow_>KE|ӟtw/\sh8(voSW)R
?RJOZbx-u=;