%PDF-1.6
%
37 0 obj
<>stream
htj0_e8f]+,dN5#طjH8sΗ$BAp:z(vb(Q)F]\AI
GJ48%ڍkSkwԻR^\v̚i N>i4mh\2tC(ԞQJgN;d>#W'Y#a`i x\4J䷇(iv5w\~ {g
endstream
endobj
38 0 obj
<>stream
hޤTmo@+|绋4M+C1 Cچ6S!y*eCQ9Ln7.Dc$Ncq,Yh"muh_4]l^I/&u3>ͫ7u
Y420~KC]v[,MQ[;fW*rOͣ ʇ"%+&$TG&?&mޓj9./m=u
pf{s<هs0saƆTH'6)84Bי / b #U B {8E'~q!:XtTD`,Vy4?ЄDae#w*:?#iΑMOlBb:[Z4iX<;cHx@]\W?Ib'`,j/M#Sb
mTJcӹ̵'Gk&RX ^gqWMyupw]<<{}8is&7Yw>$eQ 4_XQ=_^[K}Gefʟ4)|ᄅ濪? S
endstream
endobj
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
StudyTipsSheet
2018-09-12T13:58:26-04:00
2018-09-12T13:58:26-04:00
2018-09-12T13:57:02-04:00
Adobe Illustrator CC 22.0 (Macintosh)
256
112
JPEG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=
uuid:825609f1-b545-9743-a3d5-b595a22960da
xmp.did:a72f7154-f580-4f37-b2cf-b25378e376fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:71fcbfe0-be20-2542-bb37-4b360932e021
xmp.did:a1f8eafa-701b-4650-bc74-1392281a2860
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0580117407206811822A99ABD7E5CC8F
2017-07-24T13:09:07-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:a72f7154-f580-4f37-b2cf-b25378e376fd
2018-09-12T13:56:55-04:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
Interstate-Light
Interstate
Light
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Interstate-Light.otf
Interstate-Regular
Interstate
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Interstate-Regular.otf
Interstate-Bold
Interstate
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Interstate-Bold.otf
Interstate-BlackCondensed
Interstate
BlackCondensed
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Interstate-BlackCondensed.otf
Cyan
Magenta
Yellow
Black
C=2 M=98 Y=85 K=7 1
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
LAG red cmyk
PROCESS
100.000000
CMYK
2.000000
98.000002
85.000002
7.000000
C=2 M=98 Y=85 K=7 1
SPOT
100.000000
CMYK
2.000000
98.000002
85.000002
7.000000
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
9 0 obj
<>stream
HWے
}Wt*sk*J%eJũEΊZ 3Ci)%{9i tSVK(_z};_fZ;r:t%e,Ξynne_hemrjuXCn3^-Du8 ߊѯڦd|0vg m)Exenl`RN[|zttz> G*VEcՒ:>Rba,'[KQm3D&w XYofK2қmG5)V刨 n43~uP"
Y6Vp}qvBGd.]p~Aܞoט|Va['89M2IjՖmHDusȐ%139G4z3