%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CENG Course Progression Map_16&17v2.0
2016-05-23T16:16:06-05:00
2016-05-23T16:16:06-05:00
2016-05-23T16:16:06-05:00
Adobe Illustrator CC 2015 (Macintosh)
256
156
JPEG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uuid:5d50022b-3eff-b64e-8c60-cd670be941df
xmp.did:3de524ee-3c4c-4d3b-9e1e-67f595687c0f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0d2f5855-3b78-429e-b899-a46ce326ab88
xmp.did:0d2f5855-3b78-429e-b899-a46ce326ab88
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:02801174072068118C14876C3153B228
2014-03-18T11:44:55-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:3de524ee-3c4c-4d3b-9e1e-67f595687c0f
2016-05-23T16:16:03-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
False
True
1
17.000000
11.000000
Inches
Helvetica
Helvetica
Regular
TrueType
9.0d3e2
False
Helvetica.dfont
Helvetica-Bold
Helvetica
Bold
TrueType
9.0d3e2
False
Helvetica.dfont
NexaBold
Nexa Bold
Regular
Open Type
Version 1.000
False
Nexa Bold.otf
NexaLight
Nexa Light
Regular
Open Type
Version 1.000
False
Nexa Light.otf
Cyan
Magenta
Yellow
Black
PANTONE 202 C
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
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 202 C
SPOT
100.000000
LAB
32.156898
44
18
C=0 M=69 Y=80 K=0 1
CMYK
PROCESS
0.000000
69.000000
80.000000
0.000000
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
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 1224.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HIoGu
,իzmYc'ψ r Uof%^T/+vJ@ppL\h`OҎ)m@J
JtQW^"W6xz>cz b0I&Yl\`#>+n#R#yYȕgّ^ha}+Z-DX`JL{:ͦt-l<yZ}7oŧ?HUNE8x#'EheՔV-^!}@{Q\Giwmwڮf)|~{-ِp WCӒ8n#~r7[>^tѩ]ҋIJ6H:)]'cR:"R %ZKi4\IB %\/6KY*M2}\Φ9#j8dF>1!.I*1 &Τ{0"PuNDh<~bp"#.YDAHNFez,cU#d%m?PAT A4|Ѵ( :\+JP>ZeQc(>&#bxē;o1ngjaִiPmOY(TR?*la|`˻@<~4!YGjJ, OÜR8Zr'=t !-lzq6}:4
D|@6g3j65_KhX~
Za4_ϙ}5P3to0&/FP^\(Ñ\ HJmLW$\ n=#.hڝRaiɤc5GIQ'ޡ5tA31a)GRzo Ry9k
o=<-{ycJf&Cѕ2Gju2F*Amَ+%]!R(魬xnvԲ=K>pĪ@L4id'ZfFR}$Y;G!ikyU]q]sTɚ7ܔ́nwDi.ÏVoʂT_8*v'=SXuoՂ`֒zX7/wy{W\$Jr:Z=u@QH(`جWT
7|#T"Yn&~oweRsB]upWvɝɖ7
wv;cYɸe/w
">NAZ˂dgč]Ca9R5zFi-TazMi]$HT\&
"Jn
r5gdfk9Oi
;ݐ.2B+lu;IVl$@[%fj(kXVC7*"4
P`J~Z(TqH~