%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SONDA II_manual
2021-12-08T12:04:23+01:00
2021-12-08T12:04:23+01:00
2021-12-08T12:04:23+02:00
Adobe Illustrator CS6 (Windows)
256
180
JPEG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uuid:38a28fd2-6fd9-496d-8991-04e3f7c14a52
xmp.did:F2ABCBDF0E58EC1196D3DDBEB39F1849
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7db26824-41f3-4c19-ba90-f74cdcf322bb
xmp.did:8692D8FBC651EC11A6F7EFA360C41738
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F9A2601B0258E711AB42877B02CFAD50
2017-06-23T13:53:42+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:F2ABCBDF0E58EC1196D3DDBEB39F1849
2021-12-08T12:04:15+01:00
Adobe Illustrator CS6 (Windows)
/
Print
True
False
1
296.999959
419.999859
Millimeters
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Cond.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
MyriadPro-BlackCond
Myriad Pro
Black Condensed
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
myriadpro-blackcond_0.otf
OpenSans-CondensedLight
Open Sans
Condensed Light
Open Type
Version 1.10
False
OpenSans-CondLight.ttf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
Black
Domyślna grupa próbek
0
Biały
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Czarny
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Czerwony CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Żółty CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Zielony CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Niebieskozielony CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Niebieski CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Karmazynowy CMYK
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
New Color Swatch 4
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
New Color Swatch 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
New Color Swatch 42
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
New Color Swatch 7
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
New Color Swatch 8
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Nowa próbka koloru 122
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Nowa próbka koloru 129
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Szarości
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
Jasne
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
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
22 0 obj
<>stream
HW[oܸ~УM
c8I]$NEQLo/8m}ϕqEaH9~_ml[vUƌ]7mUzv៩~=:~>>vbQvX.F3Wq8pwT?hvs9\O\[7xyZ__|hM}P?k|£zט6+;5ձ|4؎zK@fe;ax㷯ohaQiwx^ߠgx]D_6_*|o7Pг?6+:ICzCÉ=b+݂201if7x5I =nr~U\=X:kiןG5P:|[>WIK,doEá_