%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Teacher_Survey_revised
2019-07-24T16:02:18-04:00
2019-07-24T16:02:18-04:00
2019-07-24T16:02:18-04:00
Adobe Illustrator CC 23.0 (Macintosh)
196
256
JPEG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uuid:28e78374-a4ab-6a4e-aec8-dbce50e70a0b
xmp.did:01878ccb-3ad7-41f8-95b8-312d79b25636
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:50496513-2983-4be0-92d2-ca66af41123c
xmp.did:50496513-2983-4be0-92d2-ca66af41123c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5dee1373-d8ff-4d54-9be7-1397f31ccad9
2019-02-05T09:10:43-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:01878ccb-3ad7-41f8-95b8-312d79b25636
2019-07-24T16:00:52-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
C=72 M=17 Y=100 K=3 1
CMYK
PROCESS
71.581596
16.751353
100.000000
2.511635
C=35 M=35 Y=35 K=0 1
CMYK
PROCESS
34.503698
35.275805
34.586099
0.360113
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=33 M=34 Y=32 K=0 1
CMYK
PROCESS
32.867932
34.430456
32.019529
0.173953
C=56 M=7 Y=100 K=0 1
CMYK
PROCESS
55.953306
7.379263
100.000000
0.036622
C=34 M=74 Y=80 K=33 1
CMYK
PROCESS
33.847561
73.958951
80.163270
32.660410
C=86 M=52 Y=68 K=52 1
CMYK
PROCESS
85.540545
51.525134
68.197143
52.431524
C=6 M=84 Y=64 K=0 1
CMYK
PROCESS
5.859464
83.993286
64.351869
0.299077
C=43 M=11 Y=58 K=0 1
CMYK
PROCESS
43.402761
11.493095
58.117032
0.000000
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=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
5 0 obj
<>/Properties<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
H-gDv78ÁcBv`Ho,g8dTWW߮cׯrרqo?~**w_?o^ꕅ=QUۺ,K~~ջ=UzzaNqG\^zs`܍k֖{.E^%EǤΛ}#ݓk
_ML?|nzrqk9oL'ל܃+6Wֲvnj^(㮻^m]GuzGov1pغ'FP#"-^VqNH