%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Jersey Math 3
2020-06-08T12:05:59-05:00
2020-06-08T12:05:59-05:00
2020-06-08T12:05:59-05:00
Adobe Illustrator 24.1 (Macintosh)
256
164
JPEG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uuid:390a5edd-6818-cc4d-bb5e-55b29419a3ee
xmp.did:fa9ff04a-64a9-438f-b028-eaff57b5bbfc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:85fca3b6-267b-45c9-b354-fa15bef818a1
xmp.did:85fca3b6-267b-45c9-b354-fa15bef818a1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:a66391b5-4fe3-4014-b564-960bfdecf224
2020-03-24T12:52:09-05:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:fa9ff04a-64a9-438f-b028-eaff57b5bbfc
2020-06-08T12:05:57-05:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Industry-BlackItalic
Industry
Black Italic
Open Type
Version 2.300;PS 002.300;hotconv 1.0.88;makeotf.lib2.5.64775
False
.25309.otf
Cyan
Magenta
Yellow
Black
PANTONE 200 C
White
PANTONE 289 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
14.843750
100.000000
89.843750
9.765625
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843750
84.765625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921875
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
34.765625
84.765625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843750
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
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
84.765625
9.765625
100.000000
9.765625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
29.687500
94.921875
29.687500
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
79.687500
9.765625
44.921875
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
14.843750
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921875
4.687500
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
34.765625
100.000000
34.765625
9.765625
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765625
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921875
19.921875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843750
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843750
44.921875
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765625
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765625
64.843750
39.843750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843750
64.843750
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765625
59.765625
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843750
64.843750
89.843750
34.765625
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843750
69.921875
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921875
79.687500
69.921875
PANTONE 200 C
SPOT
100.000000
LAB
41.568626
66
34
PANTONE 289 C
SPOT
100.000000
LAB
12.941176
0
-22
PANTONE 108 C
SPOT
100.000000
LAB
88.627449
1
95
PANTONE 3265 C
SPOT
100.000000
LAB
69.411766
-59
-7
PANTONE 3292 C
SPOT
100.000000
LAB
31.372549
-37
-5
PANTONE Process Cyan C
SPOT
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
PANTONE 355 C
SPOT
100.000000
LAB
52.156864
-67
34
PANTONE 344 C
SPOT
100.000000
LAB
81.960785
-25
12
White
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE Reflex Blue C 1
PROCESS
100.000000
CMYK
100.000000
73.000002
0.000000
2.000000
White 1
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 185 CVC
PROCESS
100.000000
CMYK
0.000000
100.000000
91.000003
0.000000
PANTONE 185 CVC 2
PROCESS
100.000000
CMYK
0.000000
81.000000
67.000002
49.000001
Highlite
PROCESS
100.000000
CMYK
0.000000
28.000000
19.000000
0.000000
PANTONE 185 CVC 1
PROCESS
100.000000
CMYK
0.000000
100.000000
91.000003
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
89.843750
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921875
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765625
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
39.843750
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921875
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765625
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765625
94.921875
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765625
9.765625
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843750
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765625
89.843750
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 58 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 95 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
59 0 obj
<>stream
HW[&I}_Q3GwTwe>geeDfVe" 20EV"ĉwᄒ_nwzwl$KK߾xi}t~{?{R\Um;EWKi{NRmW~oo<'~|ْ^Hٳ:/9_>7NSϧ-S1b{.w)>/IkWj\eqVϰT.E
/EWB&ֹMt9#no@bّ]YlxkA{Gq2{>l۷K֢
q(,n.#5,vvU/b|$."6eb="cDbgʒ.y_{DSGhF1mNKڏs#dBو:)y?yeˢ* nj~Aޓ%;N+ UL,8tId:\E+-G:@9 S#MqAL;$ΜH (ρ