%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LS-9800-H-Z
2018-03-20T11:41:12-06:00
2018-03-20T11:41:12-06:00
2018-03-20T11:41:12-06:00
Adobe Illustrator CC 2015.3 (Macintosh)
200
256
JPEG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uuid:ee90e4e6-b646-f34f-9bda-f1981d76885c
xmp.did:4ddbc2b5-e59b-4ce5-ac9f-79ab98f7a071
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:aa281df2-f42a-42ba-a2b0-6abc62f6cb1f
xmp.did:aa281df2-f42a-42ba-a2b0-6abc62f6cb1f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AF0BC57B3BBD8
2015-11-23T19:06:23-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:4ddbc2b5-e59b-4ce5-ac9f-79ab98f7a071
2018-03-20T11:40:26-06:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
EmbedByReference
/Volumes/Public/PARA FICHAS TECNICAS/Material para folletos/polo.png
0
0
EmbedByReference
/Users/nbarrera/Desktop/OSAKA.png
EmbedByReference
/Volumes/Public/PARA FICHAS TECNICAS/MAQUINAS EN PSD/nuevas/maqi/LS-9800.psd
adobe:docid:photoshop:144c78e0-37b7-117b-8d3e-b13f5974621f
xmp.iid:1f29eb70-1848-4137-9d3a-1b244279c986
/Volumes/Public/PARA FICHAS TECNICAS/Material para folletos/polo.png
0
0
/Users/nbarrera/Desktop/OSAKA.png
/Volumes/Public/PARA FICHAS TECNICAS/MAQUINAS EN PSD/nuevas/maqi/LS-9800.psd
adobe:docid:photoshop:144c78e0-37b7-117b-8d3e-b13f5974621f
xmp.iid:1f29eb70-1848-4137-9d3a-1b244279c986
Print
False
True
1
21.590000
27.940000
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
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
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HWۮd9
}?PqhxA$Qhg-;Nu1T'/qew~ǯp~#EQ{<|oϟǗ~p_}9x6ٶohFJohi-ANnwTG鐃ˑ#U[;0oYϞ2w8Irhlth)"gHբ힒Ub=bݳ3ռ]753\z^kmlHO})
9]!S]%#3KhX!ɑT1ӃB[cSD'D5/I/1`[
bІ%b#.{r#Ev
T#I:bٹ$Zbi# .Igp/Ш~p6~k8&$b=qK R_a1CzEY;/UyQOfrFݓ1sә&GJ*\d2n$"[0E T,
ig\BhOŕ%EYYr
%D_G
]L8$⦁5S|ewL2dDQ05ZP( ;M<8:"LpX#]MuLWdJBF8 {4,\e-pFij+ZW\6d(anكm(uv|J
Zeۥ _zAcE3dsDm[W7".&:YqcO\, 58pc3*$;8=
ߦ'_qcM=^웢T3`kؐ{Hk^d/.\wbP_n8cҺ+"3<aFvC+P/.jv)0)ZiQZ=p5p !d6*&sR;`^
0#GFZ}P< aQ
'Ι}r0,Hȕ2TK$͈`ESgKh)v^p9L5DG^.['pbȃOadb)~Z
2Tt<3sTehF^4>M̔Cbc@
1ٺ0{80Sy2^2&
Qº-O@y mY3܇ݿp;[$l60R4ݑ1
kD2VNi;msOTbs| 0 =b́MI?y\{7uY=xπj
DSU+oX #t9Qla#0RHj9',>O2̧
Q;oz u& s^`.s 418N9)jwXx_$)uHb1#SΊ#aKH99^`Oƙ0P)6_2LOG$=h2)om31xE ,cR`6FEb]MZ?Sh"ʺm%=3sϢӭRx
b*j5e2\l{jK445{bԭP:E`2P|9L FogT6/G94,Drm3%>Hz|2@v(_x&"
J{=.AЬzlUA=Pj4sfFט2ֆA뾾OCNEI쟏%%i\WoÊTr&^:B~BVCLo|Xm%hMAX
68]lf`j"&T;gZs%kkpVs7سe/rb래Ԟ a_vWdž9em0ě-eyvqTlȎ8cz^77khȞ0YsP1qڍԲu ڪ6^0X&
OဠꍧNY9Z2i$MWuoL#/vLTw].~n֫
LDE)$=Q}q8DaZ*m2Ӥ*"t`*_lT:G1|'%xߝ,D$w(q{:6"U'8&2_'zs&VN؋Mҽɱw|K%Nb3Am8;>MgFpL*/3*MGz86MsZ)/Kʠ=SSn%\`
C"[M
b$۞t&fP["|l8 DYnOF:LOʽ];O_5OWaD} ]8l{:)O&WBw%l2 ]at<"6RN'/**I$a_d=esBՕe6B@c혎).Rكmnw tiҊ>1uBz&/}C:"z_R E[i`"?]YWdY[,|QڧwR
E C@RqXv:Ii8aa֎@V''lllb|1[~0~R|7͋-?mVofOf7eƷ7ff7'_m>llb/f7ٜ^OmeNYl"ť;mf=3]WGǰY-7+qrTE<4|>fLb%x)pcPdZ~(t .^opm=Nq@k~Wo7lpI0_TT.1{wW]UKn*Kv3̯iDX7Z]]n!Ӥ[\AkQyUg. Vy!I1X#IeR"rzItz:=\:#j_fk|2
a}Vyt<>?Ϊ1'P+4B֪bΡ jAeA;:9t&(sH15=#5#q3RoNI[Pm«ȠLd}/uYej7">[Rimkװ?ӴPf9\uEGҶ! :ի"VL+_4 m6R)FN储l[Ͼh+Fx,TӸ)R>ȗ9h^Ej}}:-d}LGIiZFmʒPrM
C;rH}_uorչ#|Oe}
mOe f>N̏efkgYpQn.qs={;Ӗc~^u+/-:lj'X"yhg~W0&ٜ٭<4dΉ a0>4TwڠҎdS"-BۄvǩVUo||9kQHSql~G9
a;ommؐk?]ɇoS(O
(Ů2AC|OoOdT̏LGU(=Y_LJG\:Td*Xfg1ېr[bW^Sϲ2.6{ɫN+{M"BD(&
a* Dn6hzI:@kզ2xiuK/ 9)9V Y'#4z+ g-=SAwIԀx Nz_r/1Z#!-*Sa~R6>Dmfj {oJc_?7x*vZnɱd=5do6t#zEzr^\OPv?+Z0FQ<\h~2Cm$k?X'5֢]>śW
^(@Q"7
dH+[r!8)!ayŚli?"86Eu//82eKjpmQ u4~dVe`֭)M66<͂7ٸ&gUH2BQ`!9h.x|_c]FKr
ALft<=+B4ܐ%5|H3r}rɹ6q/1
eUtԥSdT<-[g?e\s$Gd2sLɜcBCFe*BOe-d[dyXdZ;/spɊ̔pG
|\AJ$fa_zLڂIai8x21#!Ƶ$nf&8",A0d֬b|8
ڱv`tR&bi˸j^(NQe̐a[G \puIP 礊j[^̱>{,
^%I0W=!j G0s@*=/Be@d)nHVDF(RYڶ"UlEJ)Kzd^PYR0FCcL)K?92"V
1ם5? m1Rĵ.P [܇< [\ [Z7h#|j*@+."_p$Am_M_
B
%[V@nbt91xCԻˠ6m0ɽO,/ hPe;iz^䪟`Qk<7$!08a檓Iutr7B/&_Jv06m]}h1Cd
h
:Lc@m8~en?"{>T*Xz&%~E2 ԔR1%r.
qڇ+TNm-Xuܝ0݂j&zANO^baS&nhnO-_gNjFY4udj)8
e[e M%jD_pO$z'lpnnzu݄k}&}C7u^usM7ppΛpvuξpp֛r/)簻r~&ٮ9WI.SY 8g{;ukd0:qrLBBjZm%!vJ͟`B-&j6X@sHYJ25%ϲYB([1S[el6a-.&(-ֶu ty9ZTRxnjm'jA~ (Ng{ؕ{s/jE!L?10
IWG@6v$7`մAKٍRbP&/vÛ8V?g Q ]_b(}tIߊ h=.^^%C-tΔ{L;8MSUE%J!%VjiiHFgVk:\=ͺYuBjYd:;Egpр)l7ٳ13S9ˋGqQket
5ctCjPP>?x+krUmw^
S|Wk.fM@"VR2go%u"Te(H?ҬGו^du
CTiCiu\tIJ4j5sg0F8AAE7 #3S+08XnpG5ٙji ѓ)pyء-D'QWESM,/㵀 BK+J5rЃ<5!4A*3HHN\t/[KP{@hy2ZK`R#^ZJ&+Ԃ2r![r^(1kNo|zA[jR/¥֟\ZaM)K
;~lgep+I!VY
{эu0&wX)lvWVQa1@Z$pH.Id!/HGr!cNzd;w P:}YZX%Yf
$vZ>#u`/al;^berBwI6IT:d> Ě|ZbNǷr0l:٣5s)oC4/h&-PS E@ϨUILFf(3&36/23EfLn2_dƿ̌efdfdf~)3~"33333δbOaKԙk:Ů:So:ѿ7W7YWh*4.4*4"4B3nBgBswH6VAm54¦t]cR=@;U*`Cȳ$ vFasBE$+OljPzHEX