%PDF-1.5
%
1 0 obj
<>/OCGs[33 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
bluewhiteyearlogo_web
2020-12-20T23:03:33+01:00
2020-12-20T23:03:33+01:00
2020-12-20T23:03:32+01:00
Adobe Illustrator 24.0 (Macintosh)
228
256
JPEG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uuid:6aa9938e-f9c0-5b4a-b8d0-66d4a8da3948
xmp.did:b4b7d3b1-d22d-4b6f-b540-6e2d86946261
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9e3d7271-19a2-8f44-93ee-5d74ae538817
xmp.did:992b6c6c-8db5-4d61-95f0-8347413a8e57
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c3e5fed1-cfeb-490a-8fb5-854db5124f81
2020-12-08T13:39:43+01:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:b4b7d3b1-d22d-4b6f-b540-6e2d86946261
2020-12-09T15:38:53+01:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
AIRobin
Document
Adobe PDF library 15.00
1
False
False
81.343114
92.067778
Millimeters
Cyan
Magenta
Yellow
Black
Standardfärgrutegrupp
0
Vit
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Svart
CMYK
PROCESS
74.218750
64.453125
62.500000
80.859375
CMYK röd
CMYK
PROCESS
0.781250
99.218750
97.656250
0.390625
CMYK gul
CMYK
PROCESS
4.296875
0.000000
89.062500
0.000000
CMYK grön
CMYK
PROCESS
83.593750
12.109375
95.703125
1.171875
CMYK cyan
CMYK
PROCESS
75.390625
21.875000
0.000000
0.000000
CMYK blå
CMYK
PROCESS
99.218750
96.484375
9.765625
1.171875
CMYK magenta
CMYK
PROCESS
1.562500
96.875000
3.906250
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.578125
100.000000
89.843750
7.812500
C=0 M=90 Y=85 K=0
CMYK
PROCESS
1.171875
89.453125
85.156250
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.390625
79.296875
94.140625
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.781250
50.390625
97.656250
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.781250
35.156250
85.156250
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.468750
0.000000
88.671875
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
0.781250
94.531250
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.390625
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
85.156250
16.796875
100.000000
3.515625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
32.812500
95.312500
26.171875
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
74.218750
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.125000
11.718750
45.312500
0.390625
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
16.406250
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
50.000000
0.390625
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
92.968750
10.156250
1.171875
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
98.046875
30.078125
22.656250
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
99.218750
3.125000
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.781250
100.000000
1.562500
0.390625
C=35 M=100 Y=35 K=10
CMYK
PROCESS
28.125000
98.046875
28.515625
17.968750
C=10 M=100 Y=50 K=0
CMYK
PROCESS
8.593750
99.218750
48.828125
1.562500
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921875
19.531250
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
21.875000
23.437500
37.890625
4.687500
C=40 M=45 Y=50 K=5
CMYK
PROCESS
31.250000
39.843750
43.750000
19.140625
C=50 M=50 Y=60 K=25
CMYK
PROCESS
42.968750
44.531250
55.468750
34.375000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
44.140625
53.125000
57.812500
50.390625
C=25 M=40 Y=65 K=0
CMYK
PROCESS
19.531250
37.500000
62.890625
7.812500
C=30 M=50 Y=75 K=10
CMYK
PROCESS
25.000000
47.265625
73.828125
16.015625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
30.859375
57.812500
78.125000
29.687500
C=40 M=65 Y=90 K=35
CMYK
PROCESS
33.593750
62.890625
86.328125
40.234375
C=40 M=70 Y=100 K=50
CMYK
PROCESS
37.500000
68.750000
95.703125
52.343750
C=50 M=70 Y=80 K=70
CMYK
PROCESS
47.265625
67.578125
77.734375
71.875000
Gråtoner
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
74.218750
64.453125
62.500000
80.859375
C=0 M=0 Y=0 K=90
CMYK
PROCESS
66.015625
56.250000
55.078125
59.765625
C=0 M=0 Y=0 K=80
CMYK
PROCESS
58.984375
48.828125
48.828125
41.796875
C=0 M=0 Y=0 K=70
CMYK
PROCESS
53.125000
42.968750
43.359375
28.125000
C=0 M=0 Y=0 K=60
CMYK
PROCESS
47.265625
37.109375
37.109375
17.968750
C=0 M=0 Y=0 K=50
CMYK
PROCESS
39.843750
31.640625
31.640625
10.546875
C=0 M=0 Y=0 K=40
CMYK
PROCESS
33.203125
25.000000
25.781250
4.687500
C=0 M=0 Y=0 K=30
CMYK
PROCESS
25.390625
18.359375
20.312500
1.562500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
17.578125
12.500000
13.671875
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.984375
6.250000
7.031250
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
4.687500
3.515625
3.906250
0.000000
Skarpa färger
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.781250
99.218750
97.656250
0.390625
C=0 M=75 Y=100 K=0
CMYK
PROCESS
1.171875
74.609375
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
1.953125
9.765625
91.406250
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.593750
10.546875
100.000000
0.781250
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
87.890625
7.812500
0.390625
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.546875
89.843750
1.171875
0.000000
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 230.579 260.98]/Type/Page>>
endobj
35 0 obj
<>stream
HLK%KDwHBX@ %塖*sso~}r߯Wb+Z:_^}G~]*^W~-e]ׯ/_zޯn_~7;?oMѮr㮕>=nŸcjsm{m-4.lwȇ;tok,~xsKc/}/ʻX^z2
wN-&w;5iӮsZ|=s&V6}ܺgw+Uwz3HtYyU SKKsGK:/U]]
ƺ=ZMWEE gGgu18EW(Z34yO֊˨Jz/tȭo=D+Z6jtdϷ?^#KGj; Oy9ChTUJXPJӛlZ素dVBƏ