%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
BeyondLearning12152017
2017-12-15T16:11:57-08:00
2017-12-15T16:11:57-08:00
2017-12-15T16:11:57-08:00
Adobe Illustrator CC 2017 (Macintosh)
100
256
JPEG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uuid:7a9e7ce3-3d2e-d14d-a973-eca7c63c7eab
xmp.did:28fc2f55-1826-40c5-bd00-b37b3cd2141c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b8f2a8c3-ffda-4987-9e7a-104907da8a29
xmp.did:b8f2a8c3-ffda-4987-9e7a-104907da8a29
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f001d2e3-1fd7-42b2-8242-684ba712a1a0
2017-10-03T16:35:09-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:28fc2f55-1826-40c5-bd00-b37b3cd2141c
2017-12-15T16:11:52-08:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Helvetica
Helvetica
Regular
TrueType
10.0d1e1
False
Helvetica.dfont
Helvetica-Oblique
Helvetica
Oblique
TrueType
10.0d1e1
False
Helvetica.dfont
Helvetica-Bold
Helvetica
Bold
TrueType
10.0d1e1
False
Helvetica.dfont
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
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
5
PROCESS
100.000000
CMYK
55.724400
46.805501
44.721100
11.178800
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
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/Thumb 14 0 R/TrimBox[0.249985 0.249985 612.25 792.25]/Type/Page>>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/Thumb 18 0 R/TrimBox[0.249985 0.249985 612.25 792.25]/Type/Page>>
endobj
15 0 obj
<>stream
HWn}W#;0}E@D7/ثMX%Q`JEɊ>uZI`r4]]uԩ\v*YDeC֩佺|-/z襞x)|VveNWӏ
»k=.7vN%~pdZAvs1ɹ
94tr}WuOqj ~wད]-uw$~|Q[y3l(4XY؈'MRCi