%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Korjausvelka taulukot
2017-10-12T12:03:34+03:00
2017-10-12T12:03:34+03:00
2017-10-12T12:03:34+03:00
Adobe Illustrator CS6 (Windows)
188
256
JPEG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uuid:ec5b47d5-2083-4306-901f-594e81e9fffb
xmp.did:849C794423AFE711BC57A7E22695A28E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:839C794423AFE711BC57A7E22695A28E
xmp.did:839C794423AFE711BC57A7E22695A28E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:809C794423AFE711BC57A7E22695A28E
2017-10-12T10:59:26+03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:849C794423AFE711BC57A7E22695A28E
2017-10-12T12:03:29+03:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
21.000165
29.699996
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
74.218750
64.453125
62.500000
80.859375
CMYK Red
CMYK
PROCESS
0.000000
99.218750
97.265625
0.390625
CMYK Yellow
CMYK
PROCESS
4.687500
0.000000
88.671875
0.000000
CMYK Green
CMYK
PROCESS
83.593750
11.328125
95.703125
1.171875
CMYK Cyan
CMYK
PROCESS
74.609375
21.484375
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
99.218750
96.093750
8.593750
1.171875
CMYK Magenta
CMYK
PROCESS
0.781250
96.875000
3.906250
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.578125
100.000000
90.234375
7.421875
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.390625
89.453125
84.765625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.296875
93.750000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
96.875000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
34.765625
84.765625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.468750
0.000000
88.281250
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
0.390625
94.140625
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
49.609375
0.000000
99.218750
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
74.218750
0.000000
99.218750
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
84.765625
16.796875
100.000000
3.515625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
32.812500
95.703125
26.171875
C=75 M=0 Y=75 K=0
CMYK
PROCESS
74.609375
0.000000
74.609375
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.125000
10.937500
44.921875
0.390625
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.531250
16.015625
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.375000
49.218750
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
92.968750
9.765625
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
98.828125
2.343750
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.390625
99.218750
0.781250
0.390625
C=35 M=100 Y=35 K=10
CMYK
PROCESS
27.734375
98.046875
28.906250
17.578125
C=10 M=100 Y=50 K=0
CMYK
PROCESS
8.593750
99.218750
47.656250
1.562500
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.140625
19.140625
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
21.484375
23.046875
37.890625
4.296875
C=40 M=45 Y=50 K=5
CMYK
PROCESS
31.250000
39.453125
43.750000
18.750000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
42.187500
44.531250
55.078125
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
19.140625
37.109375
62.500000
7.421875
C=30 M=50 Y=75 K=10
CMYK
PROCESS
25.000000
47.265625
73.046875
16.015625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
30.468750
57.421875
77.734375
29.296875
C=40 M=65 Y=90 K=35
CMYK
PROCESS
33.984375
62.109375
86.328125
40.625000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
37.500000
67.578125
96.093750
52.343750
C=50 M=70 Y=80 K=70
CMYK
PROCESS
46.484375
67.968750
77.734375
71.484375
C=19 M=0 Y=18 K=0 1
CMYK
PROCESS
19.000000
0.000000
18.000000
0.000000
C=100 M=0 Y=56 K=18 1
PROCESS
100.000000
CMYK
100.000000
0.000000
56.000000
18.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=50 K=0
PROCESS
100.000000
CMYK
25.000000
0.000000
50.000000
0.000000
C=0 M=35 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
35.000000
85.000000
0.000000
C=0 M=22 Y=72 K=0
PROCESS
100.000000
CMYK
0.000000
22.000000
72.000000
0.000000
C=0 M=9 Y=58 K=0
PROCESS
100.000000
CMYK
0.000000
9.000000
58.000000
0.000000
C=0 M=0 Y=0 K=10 1
CMYK
PROCESS
0.000000
0.000000
0.000000
10.000002
C=50 M=0 Y=100 K=0
PROCESS
73.000000
CMYK
50.000000
0.000000
100.000000
0.000000
Grays
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
49.218750
48.828125
41.796875
C=0 M=0 Y=0 K=70
CMYK
PROCESS
53.125000
43.359375
42.578125
27.734375
C=0 M=0 Y=0 K=60
CMYK
PROCESS
46.875000
36.718750
36.718750
17.578125
C=0 M=0 Y=0 K=50
CMYK
PROCESS
39.453125
30.859375
32.031250
10.156250
C=0 M=0 Y=0 K=40
CMYK
PROCESS
32.812500
24.609375
25.781250
4.687500
C=0 M=0 Y=0 K=30
CMYK
PROCESS
25.390625
18.750000
19.531250
1.562500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
17.187500
12.109375
13.281250
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.203125
5.859375
6.640625
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
4.296875
3.125000
3.515625
0.000000
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
99.218750
97.265625
0.390625
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.781250
74.218750
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
2.343750
8.984375
91.406250
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.203125
10.156250
100.000000
0.781250
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
87.500000
7.421875
0.390625
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.156250
89.062500
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWnG}Wcs.[@&"`HHϹ4ԍ @DwխsOݏ{wA?}`k]U~U2&[ 8HϾC7yŵyíTXZ){Yd,_S̆Ƚp^}`gJs9)xj, hZqhVs-{c-wjf]HI;P$lMHeuP7ڍב%Rr'"ID9^Қ;&(-$:B~-d*Xߚks,_1a53-yLt{=>t]:\;Y?[tYrc=>7-N_nn*MvU$h&)Y%1L:Ȏ{ky)=
jQ6ZP<9gGˁb¢|vilд
AMf0ZTq_BB<$D!t~&-ZW-(^ P"+ˣ?Ef(J8D1G\&ʌ"1GL[.Lѐ%X
eC$FEƠ~#ģz^! d2MQez*LSieV)
E5V_ 5O>g4? ~Slk