%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
IDrive_CS_AlchemyBackup
2014-11-13T11:58:49+05:30
2014-11-13T11:58:49+05:30
2014-11-13T11:58:49+05:30
Adobe Illustrator CS6 (Macintosh)
256
156
JPEG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uuid:a94eed99-f53e-5a41-acbe-90533884605a
xmp.did:0180117407206811822AB185A82B1BB7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0bf166fc-17a1-6e42-af59-2dba29fe166f
xmp.did:0180117407206811822AC86BC4227EFE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AC86BC4227EFE
2014-11-10T10:52:47+05:30
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AB185A82B1BB7
2014-11-13T11:58:36+05:30
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Volumes/Data/Office Files/StreamNet_data_Mac/IDrive 2012/Promotional/IDrive Casestudies/goodies/ide_alchemy_datacenter.tif
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Optima-Regular
Optima
Regular
TrueType
6.1d4e1
False
Optima.ttc
Optima-Italic
Optima
Italic
TrueType
6.1d4e1
False
Optima.ttc
Palatino-Roman
Palatino
Regular
TrueType
9.0d1e1
False
Palatino.ttc
Calibri
Calibri
Regular
Open Type
Version 5.62
False
Calibri.ttf
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
20 0 obj
<>stream
HWmo_tRa1N )Z^hITH*>߯33KI~C
XY<ͧ+WZ{.tKzZZ:9U&Uo.n
iZ]^^nyAӗKZ\َGE'8{mTvSܔE}[Ysd;SD|}nZ;wlTnhTǨY+
~?:r\Q10"6b