%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PC_PetitionForAcademicRenewal
2018-01-25T15:10:49-08:00
2018-01-25T15:10:49-08:00
2018-01-25T15:10:49-07:00
Adobe Illustrator CC 2015 (Windows)
256
160
JPEG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uuid:6e973c76-2b4a-44db-a647-f81d33f1a81f
xmp.did:7aff3522-673a-db4c-824c-df46d36728b4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:478f5e2e-8ab2-4d1a-ad6f-027fb40cc7bf
xmp.did:42aa1c1c-db38-3c45-8fc1-315052427572
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2bcfe6b5-902e-3e4a-9bfd-543dc29d1bdd
2016-06-29T11:17:10-07:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:7aff3522-673a-db4c-824c-df46d36728b4
2018-01-25T15:10:47-08:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
\\pc-fs1\Home\elmer.aguilar\My Pictures\FullLogo.png
uuid:63623D531EA8DD119248E0EDBB35AA3D
xmp.iid:2b9492c7-e29b-0a47-928f-22e832bb680b
\\pc-fs1\Home\elmer.aguilar\My Pictures\FullLogo.png
uuid:63623D531EA8DD119248E0EDBB35AA3D
xmp.iid:2b9492c7-e29b-0a47-928f-22e832bb680b
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
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
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
25 0 obj
<>stream
HWr}W#'eB>ٔvKXv!JFĐ 0P\e 9Ce>}|vA/oCX<7=/Q,oc<4q<
<`sIgj0t{~wwjSCe)>?JFMbz5 nB+'3I4) re6juav4*AنWRD(
I[Z[P-mݸktpc_|NE?V%i~AMU<)h)AYƀUtr2`>Bfe_5<ÉSXW+B߬4]`KhCV%KW*G} z