%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BROCHURE_Sugar Processing_ onesided_ rev03NOV16
2016-11-03T16:18:58-04:30
2016-11-03T16:18:58-04:30
2016-11-03T16:18:58-03:30
Adobe Illustrator CC 2015 (Windows)
180
256
JPEG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uuid:65ca3d2b-e89c-4bd8-b4ba-8666145ffa54
xmp.did:e597f8fa-b9bc-0c49-abaf-214e20f03f69
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:05f5234d-b631-4a17-9058-7509e88424e2
xmp.did:52175d9e-1aa9-264c-9bc0-f025a273cb65
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:28cda775-4fd0-7041-98a1-0ecc9b12f75d
2016-09-10T13:06:18+05:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:e597f8fa-b9bc-0c49-abaf-214e20f03f69
2016-11-03T16:18:54-04:30
Adobe Illustrator CC 2015 (Windows)
/
Print
True
True
1
8.267778
11.692917
Inches
ProximaNova-Light
Proxima Nova
Light
TrueType
Version 1.000;PS 001.000;hotconv 1.0.38
False
proximanovalight.ttf
ProximaNova-Regular
Proxima Nova
Regular
TrueType
Version 1.101;PS 001.001;hotconv 1.0.38
False
ProximaNovaRegular.ttf
ProximaNovaAW01-Extrabold
ProximaNovaAW01-Extrabold
Regular
TrueType
Version 2.015
False
Proxima Nova A W01 Extrabold.ttf
ProximaNovaW01-Bold
ProximaNovaW01-Bold
Regular
TrueType
Version 2.015
False
Proxima Nova W01 Bold.ttf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.otf
Cyan
Magenta
Yellow
Black
PANTONE 294 C
PANTONE 432 C
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
PANTONE 294 C
SPOT
100.000000
LAB
18.823530
4
-43
PANTONE 432 C
SPOT
100.000000
LAB
25.490204
-3
-8
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HWio8nA)nx]TG%;~_ޤ,#>"{ofW34O
%2"T}x}791"hy,|7D(0U8p|3^,R/BωlV
'cZ_R(&++|.Dmm[;iZTonޣM?~kvhuzvEE)_æiЗvm7H[=fB[)(L5{hvkU7z-
k}{~6"vm~_||ѯx0ḳ[u۠jNXr>@Wjχ
O0!`)m>OHBaƧQtf1Rer^7\̉˱\k8U='p8A^pWY|Ιw}τ0.MgnB#9qbg6llAL?ןvIZODYThz.OG;-'Rkȥ7:w@tbق5$v#n۶Sd1pm*tVo˰$Ճ<P
'1#CHlIFKs$ə+s!^(D#WrpP\ᗇѣ+N9M!nAJ7־:"&F,6ZƇXfHI]s5Tzndy gp|ǖ̆h*^GMѭF~lOc?yZdK0H,t^Bܻh1{=5чrQÁ4ӽ6}m=~u~v.ȥCGf
sn"~̭,t1Kfr:]A|@,h@
+ZkB&SIR @F(h9 kzLXEUrDn9Cc Ì+YV<dEE"-6 /"`˪`$b²1< OK
+觳1qVDUH"-BK77͑1PYQb @xZR8=XV?8pʥwx&j'nDy0&Px:Ų!4 OK
鬀%d%W[kUX浅8-zk鼀֖>fKYef R7?^Go߿]ޢw[":^
ƗHAn Z
SLAuuF9HfٶW~o'%CzoN9/̆k̚(O
]6MoLa!6F߁hFdD+Gߧ"]e؈#qC 098xRrPkX bH^&R ɒ%szCȂ3!pۓU&9"1< QC
6-A)WP1ɢ*A#*h@Q , T
/#փn'({ yҝ+)A#ybj8R0Ȝ'sxҍx
z\8V2!lYy״]cjѠoKt-PgO0ip\n/+ΔVA+8IeCr p