%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 110 0 R 111 0 R 112 0 R 113 0 R 114 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
GF_schedule_fall2017_revisedtake2
2017-10-22T18:10:49-05:00
2017-10-22T18:10:49-05:00
2017-10-22T13:48:03-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
196
JPEG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uuid:3933450b-a4f4-ef43-a4df-22475bb438c6
xmp.did:27c94f9c-4e64-46db-a508-23b90b2f1940
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d314dc4b-6524-4081-86a1-4a3bb16af51a
xmp.did:d314dc4b-6524-4081-86a1-4a3bb16af51a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fb31f2e4-afa8-44d0-a96f-da5ce1ecbb3c
2017-07-25T06:02:21-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:27c94f9c-4e64-46db-a508-23b90b2f1940
2017-10-22T13:48:03-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
11.000000
8.500000
Inches
AbadiMT-CondensedExtraBold
Abadi MT Condensed Extra Bold
Regular
Open Type
Version 1.51
False
Abadi MT Condensed Extra Bold
AbadiMT-CondensedLight
Abadi MT Condensed Light
Regular
Open Type
Version 1.51
False
Abadi MT Condensed Light
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 110 C
PANTONE 321 C
PANTONE 3262 C
PANTONE 7474 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 7474 C
SPOT
100.000000
LAB
42.745098
-35
-18
PANTONE 110 C
SPOT
100.000000
LAB
72.549019
9
89
PANTONE 321 C
SPOT
100.000000
LAB
48.235294
-56
-22
PANTONE 3262 C
SPOT
100.000000
LAB
66.274513
-59
-12
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
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 135 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
116 0 obj
<>stream
HWn}WS Q/oe{N`@XAQbS=^[$q/uSPo/zB-~]hUX5q.z{^>,}n;o0j\s1Ѹ4 ~^lכ?-59o'l4AYHbys=Xڈйr !WNեqp/4%De4Ơ.5 ãm!an뫧6կO]}zhJu./Mk,DH_?/ROUC8zuI}z^=%s)[_Rw]
Q릺z^-ҤcQd
ڭѺ$4 ƣ Z͊u R
!PjYˈ+eDmsn c.ΦΨSUf1:mtmF 'QtEӳ/4#:#l.-2tֺ]#BŋVG5!0vC" Z ]B: \a ?ĮU'7 3j#4ϵ;~;,ܾM-쮏z~iY6ɟCAAԠJGH..ˋߛt\Ԍ4ߔ%waD2eJH_dna58ƙ4diA|:?Y7>W)=i6M`2266j0N42/>rn^́l?uvC
{ۧ}6l#ɰ $*
mZ#^8q3gݨa@sp]~<.&Kpw]0Y#笃'\ǩ9fS}F_ɧ1Qt˔6rd,=$b*$d v6rOG81x.*X&@&p1\tǍ9^`EV%C3cɎO͂xhyb$äp^S
@qD}NsJKg`X:brdB'%.[g7xԕ2v(Y\מ
aJ\/52|S
>JY8DwBDTMy_N"
̨1Cgm±x+-dsEKgQLlA1
ܪvQGa6=.0j
MwGu:șH6Bㄺ9^gHG0p*gRBdduAn2(:bTԨhGh2qǔDxL%Q\I">I)hu,Z%OA["g.s2p'HrӅ(,beQ< 4D`ˎɚ`39𤥻2")/As
}
AN$pe3u"!)jPx;CBVr$7b0t$Y6ECj\$nEBb(((0FZMk[
ХG,WR-o94T#T+ ZaeSyǮ!_NLvF<wI|;I'qd]
^N}U\
i% %.N0Q "$N'LJjz.]@,@e+ӿf0,pY"HaE
ۛMYҀ Y5L+B z%/`jց6<;iJ{͎a Y|Ϗ5Apug'f^^6-G(=I|Gz0ݓ= <
Li1ܚ+ ֓=E3.Zbhi2_\1A1E !x?a()B΄{8TDi3^DH+&)I!^<-_JrT6(hɖÊ<\dv$)}1%Q$9>oquaGM(j^BI"5rub wM]9ԸQqYhbJofV{o+n'k,%Q"(K23vQE 0,/'#XoY|E椡K@l왖0"C 4, UՋWh`T<
=TZ
DbloB(}83|4{S"rR܆Mw֕\YA%ȗ h nT"/b7v]J髬GvO"fXsT0@{w"N?A3=W+țVB.FmK-v=$̀>`I&P1S/ +A:0L3}3$ -8FϽ5yDQ!E5:ZeA:p\D~^2CA2t-:hyUh}MW8W$R'Sn'-Y\
k=E5`d@=pIqOOW/P*+k$d kSn*a(ﮛi6HB5Rn=52c*Kp_ x gThWh+Dηl