%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
b_glejtek_jatoba_PVC+laminat matny
2014-05-14T09:02:24+02:00
2014-05-14T09:02:24+02:00
2014-05-14T09:02:24+02:00
Adobe Illustrator CS6 (Windows)
200
256
JPEG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uuid:78b52631-07ed-4e79-98bb-bc0724a402ec
xmp.did:E1286AA935DBE311A132FAAE6A75C5B3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e5066338-df15-462d-8e2b-243a0eb0eb85
xmp.did:17BF79A8EBDAE3118FFEA27EBE0F1030
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:17BF79A8EBDAE3118FFEA27EBE0F1030
2014-05-14T00:12:22+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:E1286AA935DBE311A132FAAE6A75C5B3
2014-05-14T09:02:07+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\Dokumenty\UTB_FMK\AT3D\4. semester\jatoba\rendre\prsten render.37.jpg
Print
False
True
1
699.999306
1000.001666
Millimeters
BaskervilleTenPro
BaskervilleTenPro
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
CorporateATOT-Regular
CorporateATOT Regular
Regular
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
CorporateASCTOT-Light
CorporateASCTOT Light
Light
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
PhyllisDOT-Regular
PhyllisDOT Regular
Regular
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
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
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 1984.25 2834.65]/Type/Page>>
endobj
6 0 obj
<>stream
HWmoF_1ɢZ+<,;)6Hև-1mt;]Jc)-o;3<3;<|å%BXE.2I kkp6jojϒF5˂$~RqPU^(PRi]4kFgIWW$^)ߩ"B;Rlh2I& 5
/he3adyNNꂦܬ,{LE<.)z,