%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LOTM_Instruction-curves
2019-02-26T16:33:37+02:00
2019-02-26T16:33:37+02:00
2019-02-26T16:33:37+03:00
Adobe Illustrator CS6 (Windows)
256
180
JPEG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uuid:240345c4-7b12-47cd-903b-d5e8f85a66b6
xmp.did:33C313FBCF39E911B96BD2BF80ED9C01
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:32C313FBCF39E911B96BD2BF80ED9C01
xmp.did:32C313FBCF39E911B96BD2BF80ED9C01
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:950C5C379D04E711A9309C49CEDF481B
2017-03-09T16:23:26+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:33C313FBCF39E911B96BD2BF80ED9C01
2019-02-26T16:33:33+02:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
296.999959
Millimeters
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HWێ%9|ﯨ85v~exBE%"2uT+F:t^"ß~yiկ?o/i{n__>i_=
Ml,eS0|OX5:6.b^~6YKαVh;KUd/s{vV6LL{ Pъuc(֕_jC략]PoG婳&phΫ%ٷ8 9;J