%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PRAKTICA Pioneer x34 & x42 Binoculars Specification Sheet
2016-09-14T14:40:37+01:00
2016-09-14T14:40:37+01:00
2016-09-14T14:40:37+01:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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uuid:fa7554fd-daf2-7c48-8f87-0d3eb602d1d1
xmp.did:CE7D207418206811822A9821CB533A13
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:7c5a9d50-c494-2147-9d92-d99be3bac992
xmp.did:0280117407206811808389CC0E11EA0B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AFC98132CC2F2
2016-02-04T11:39:55Z
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:CE7D207418206811822A9821CB533A13
2016-09-14T14:40:23+01:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/dtadmin/Downloads/Praktica Test/Praktica Lifestyle Chosen Test/IMG_7323.jpg
Print
False
True
1
595.280273
841.889648
Points
Yantramanav-Thin
Yantramanav
Thin
Open Type
Version 1.000;PS 1.0;hotconv 1.0.72;makeotf.lib2.5.5900; ttfautohint (v1.3)
False
Yantramanav-Thin.ttf
Yantramanav-Light
Yantramanav
Light
Open Type
Version 1.000;PS 1.0;hotconv 1.0.72;makeotf.lib2.5.5900; ttfautohint (v1.3)
False
Yantramanav-Light.ttf
Yantramanav-Regular
Yantramanav
Regular
Open Type
Version 1.000;PS 1.0;hotconv 1.0.72;makeotf.lib2.5.5900; ttfautohint (v1.3)
False
Yantramanav-Regular.ttf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 11 C
Praktica 2016
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
PANTONE P 1-1 C
PROCESS
100.000000
CMYK
0.000000
0.000000
2.000000
0.000000
PANTONE Cool Gray 11 C
SPOT
100.000000
LAB
36.470600
0
-3
PANTONE 2747 C
SPOT
100.000000
LAB
13.725500
22
-54
Praktica 2016
SPOT
100.000000
CMYK
100.000000
95.000000
0.000000
16.000000
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HWЫrЩМу+ц0ъъwНЋУ>YУ:X>0 P %IН3ЋzEi &ћYЯЌъЯ7Ф,cЈuH-ОЪЊѓУЭfёvИZ|^Мјы7|И]d1К}У_h%iУЊо
,!Lчa"
ы§тХпіnxyНx?Їћм(УяSSЩcѓ:VВ#ЌuLрrётWЌ[п2Зы+Q]рЪЃИЖю3ЇЂЇU]~9ЎўУј
ЭmСчЁњ0ЦЃ 0gі~ bHУ
Ш?POQУzхS*оM8R*ЁЪYзјдЇОrJDЉ;Ў,АФи№в*аТЁEЅўЊВЪXpD8&,1М;р@ъ$] мHcХAЛ.`ЏгХбC0T`г!З
ЎSіЩk`8]сю )feІР3#Acъ"bЇ:Л18wЭТ Ќ
СPФк
[&оP .йєєхpзуЄпсюѓg"| п}У=aЬЖ3сzЬд$'6{ _`ёъщВ @№4рf
ю<0О№БС*В)жБЙCЎС о1ШWЄЋ8У^-]PЧNЖБвдгZИ'1
|"О4sM]~ЉсTўЈђзgф"~y"~ўтKП=п_ќЃ!ЦжТIіНFмBЛ Nі+н$№?ТэАVI91< jЦiQ~ЅY@^уьLЌayv!дъIцqЯЙ"bб5nsГPЂўШЬ[ћFHўфL*кД№л2§иoІ-юјiвJDЊТй&Ђ05вё