%PDF-1.5
%âãÏÓ
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ficha NK Kit 12 imperial
2022-04-18T15:58:55-03:00
2022-04-18T15:58:55-03:00
2022-04-18T15:58:55-03:00
Adobe Illustrator CC 2017 (Macintosh)
172
256
JPEG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uuid:eab195b7-8666-2748-91ed-5b07ed475205
xmp.did:74b21852-c9dd-4cf7-adab-ebd53455cb4f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c62e2686-87e9-4b44-a425-63e7724447a2
xmp.did:04d413f1-2463-4314-8921-5f5669fc273e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f40a838d-fc8a-4c25-9176-71b89f8bf0c2
2019-06-20T21:46:15-03:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:74b21852-c9dd-4cf7-adab-ebd53455cb4f
2022-04-18T15:58:49-03:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
True
True
1
20.700000
29.500000
Centimeters
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
100% gris CMPC
SPOT
100.000000
CMYK
7.998660
0.000000
0.000000
52.000397
PANTONE 375 C 8
SPOT
100.000000
CMYK
49.000001
0.000000
100.000000
0.000000
PANTONE Cool Gray 8 C 20
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
60.000002
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 586.772 836.22]/Type/Page>>
endobj
6 0 obj
<>stream
H‰„WËŽdGÝ×WÜ5Ò½“‘ïÜÚ ` kxkµÆ0ƒ˜1ñ÷Ä9'²ªºdµÔ•q322ž'"ßýñÇÿ~øz¼ûîÛt|óÛo[:øwÕã·tµã?G¹f¯Çw‡;nïþôáëˇþëß?~:¾þõöî÷ïÓñ—Ÿo_|çìåZ—£ÎqµU—ÏùùvZºr™¾þtë.yÎã´uYïþaÔk,óóÊsø‡D¾·÷·ïo_nVêÕj?jŸWÍÍ¥õr
›ºÅ
DƇ±®Ö RgêQÛºÊ*”öçã.m¤kæ™R^Ôù|¢%¥–‘]R¹j+yŒ#¾ùáx÷þc:~þxüî‡ã{¨u·9Ô³Ÿ=Y-á‡[šÜâOvY1|H—_}œÎPò/,ÏÕ¿»ûëhWs¶Ïo|1î–vZZl¿Ÿêýê¼eÛnæ¼æƶ*ãŸ?HP[îˆÚ¬Ÿs¬‡õö×eelósÌ%Ý}|¥Ñ`íý‹õ+-…úœ×ö˨W·Ð#‘êry¾(Í•[v%ø
tmÌ‚áŠ~â‘QýHwWÌöôæ¾±5[Ž ?hI©&LOÒ–óôXýZÐ¥]Þê½
z»’ëiãZ´‹œÕmz¦«”ã,Wó ý2äóZÈd7ÅÕøüÚ-¬ä·2ÏÊ€ÇeÉS¼“—Z/)•ñ~ú 9}|ê%˜JïÙì×î—5¶Š¯‹œâ³]£0ßï_¼0“¬uÃóìo
-98PýYüÌžjîûv•Œ’~}бıÊõ©«^nK{:¹ÜÙ†›KÛ½ð
.ùùk$ÆßosªrœßóÇ5
?_?Ü~úÍ»h·£N·§frØkŽ/~ç,ýòJh³{fzuíˆKºú¢Æ¸ñ ;='Bî1+é)¡œX]ÙÍõÎP¹x¢'”Þñâ•”yý»¿m‡VGÛ«§Æs“\}€«@S1O}ÝñÝ1 L3á’Þ°1]kßžý¾^%¸2¬/‹éí
%ÎÕ‡£žW'dWÿo—gTs€zq®6f˜fÀô„ž¤îî ¢Ø$ŸyÉ:é ‹+œÃ‰¶Éá xâ¢E›§È Óè€AÆ™ÐbñðÍ£o‚rÝgÎ7OÜ6öm')[‘Z®‡–'L(Û§Ú¶í|möùì‘óÙUç³Åøäbhlë- æñLŽ¹d\a@§lcŠÔ"›v,Y
]J¡÷;ÓÀÓƒ|æùj‘l0¹ö{žÏ)zÞóÖÿ^n?½*Ö1®¹DÚòþÜŸA$ÙgˆI˜lžÕª»¢|í*øšw÷I®lŒûðfÞ™àšÎðPøÚÄ5
\Â_o?Ü—òëQQbË¿øÚÅ#óÐ#]€ï{ðÝ¿¾¨_6©Š/¸r#U:RwëëùÀûSÉ©Ej¡ÚD!¥Ä’ðúÔ\Ó!tï,Jøo †,ƒ¨ì‰E:ä¿4³X³Gªwªžzñq§
ìøü€}ƒ(à¸:U·¥“ŽÄÞØ,Ö®ÍÓ4¶'¤‡ï±"Ã&üd†Öò¹x ó{Ž2Æ\âÔZð ×¥`]SŽ5¸Pû{'KWƒ,äUfí20>ÈEˆ Y†™4×’ ”ÚÍëDôž2Ò,»®nòDx4
euR"³œ“RÞɲÊ'‘'%Õ€-m
+èÅŸšÚ“t‚€Smˆ·NÑ2ar!þµ¶tY¨@®¬€êQØ$BVõ*bÆ-¹z(Ö&7G‘¹knŠ¬Éú¦á±Ò×…v:Û<Ö ¡®u©‚hîzftiÄÇÊš.‹Œ……áöD9eõ·&ÐÅÂ1ÚµîëYšØH±óÕ&´®ä*M=YØ&Ë#¹.SNPOÍ‹ÌF´Ðä=$©J9+‘„¾q‡