LAMPIRAN - UNTAG SURABAYA REPOSITORYrepository.untag-sby.ac.id/815/10/LAMPIRAN.pdf · 2018. 9....
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LAMPIRAN
Transcript of LAMPIRAN - UNTAG SURABAYA REPOSITORYrepository.untag-sby.ac.id/815/10/LAMPIRAN.pdf · 2018. 9....
LAMPIRAN
HUBUNGAN ANTARA MOTIF MENONTON FILM DAN TINGKAT
KEPUASAN PENONTON FILM “DILAN 1990”
(Studi Kasus pada Mahasiswa Ilmu Komunikasi Angkatan 2013-2017 FISIP
UNTAG Surabaya)
Responden terhormat,
Saya Arista Kurniati, Mahasiswa Universitas 17 Agustus 1945 Surabaya. kuesioner
ini bertujuan untuk menyelesaikan tugas akhir skripsi saya, mengenai “Hubungan
Antara Motif Menonton Film Dan Tingkat Kepuasan Penonton Film “Dilan 1990”
(Studi Kasus Pada Mahasiswa Ilmu Komunikasi Angkatan 2013-2017 Fisip Untag
Surabaya). memohon kesediaan saudara meluangkan waktu untuk mengisi
serangkaian pernyataan dalam kuesioner di bawah ini dengan lengkap. identitas diri
dan jawaban anda hanya digunakan data penelitian, segala bentuk informasi data
yang anda berikan akan saya dirahasiakan. mohon bantuannya. Atas kesediaan dan
kerjasama, saya ucapkan terima kasih.
KUESIONER
1. PETUNJUK PENGISIAN
Sebelum mengisi kuesioner ini, bacalah petunjuk pengisian di bawah ini :
1. Bacalah peryataan-pernyataan ini dengan baik sebelum memberi tanda
pada setiap jawaban yang anda pilih.
2. Tiap soal disediakan 5 pilihan jawaban :
SS : Sangat Setuju, apabila Anda sangat setuju dengan
pernyataan tersebut
S : Setuju, apabila Anda cukup setuju dengan pernyataan
tersebut.
N : Netral, apabila Anda ragu-ragu dengan pernyataan tersebut
TS : Tidak Setuju, apabila Anda kurang begitu setuju dengan
pernyataan tersebut.
STS : Sangat Tidak Setuju, apabila Anda benar-benar tidak
setuju
2. IDENTITAS RESPONDEN
Jenis Kelamin
Perempuan
Laki -laki
Usia
` 17 – 18 tahun
19 – 20 tahun
21 – 22 tahun
23 – 24 tahun
25 – 26 tahun
Pertanyaan X Moitf
no Pertanyaan SS S N TS STS
1 saya ingin mengetahui kondisi film Dilan pada
tahun 1990
2 saya ingin mendapatkan bimbingan untuk
mengatasi masalah sehari-hari
3 saya ingin mengetahui unsur-unsur perselisihan
yang terdapat pada alur cerita film Dilan 1990
4 saya ingin membedakan antara film Dilan
dengan film romantis lain
5 saya ingin meniru dari Film Dilan yang positif
6 saya ingin mencari model perilaku yang dapat
ditiru dalam kehidupan sehari-hari
7 saya ingin menemukan bahan percakapan
dengan orang lain
8 saya ingindekat dengan orang lain
9 saya ingin melepaskan diri dari rutinitas atau
kegiatan sehari-hari
10 saya ingin mengisi waktu luang
11 saya ingin mendapatkan cerita cinta yang lucu
12 saya ingin mendapatkan kesenangan atas
penampilan aktor yang cantik atau ganteng
13 saya ingin menghilangkan kesepian
PERTANYAAN Y (Kepuasan)
no pertanyaan SS S N TS STS
1 saya dapat mengetahui kondisi film Dilan
pada tahun 1990
2 saya mendapatkan bimbingan untuk
mengatasi masalah sehari-hari
3 saya dapat mengetahui unsur-unsur
perselisihan yang terdapat pada alur cerita
film Dilan 1990
4 saya dapat membedakan antara film Dilan
dengan film romantis lain
5 saya dapat meniru dari Film Dilan yang
positif
6 saya mendapatkan model perilaku yang dapat
ditiru dalam kehidupan sehari-hari
7 saya menemukan bahan percakapan dengan
orang lain
8 saya dapat dekat dengan orang lain
9 saya dapat melepaskan diri dari rutinitas atau
kegiatan sehari-hari
10 saya dapat mengisi waktu luang
11 saya mendapatkan cerita cinta yang lucu
12 saya mendapatkan kesenangan atas
penampilan aktor yang cantik atau ganteng
13 saya dapat menghilangkan kesepian
Jawab
an Skala Likert R
esp
on
de
n
Resp
on
de
n
x1
x2
x3
x4
x5
x6
x7
x8
x9
x10
x11
x12
x13
skor
y1
y2
y3
y4
y5
y6
y7
y8
y9
y10
y11
y12
y13
skor
1
4 4
5
4 5
4 5
4
4 5
5
4 4
57
4
4 4
4
4
5
5
4
4
4 5
5 4
56
2
3 4
4
4 4
4 4
3
4 4
3
3 4
48
3
4 3
3
4
4
3
3
3
4 4
3 3
44
3
5 4
4
4 4
4 5
5
4 4
5
5 5
58
5
4 5
5
4
4
5
5
5
4 4
5 5
60
4
5 4
3
4 3
5 4
5
4 3
5
5 5
55
5
4 5
5
4
3
5
5
5
4 3
5 5
58
5
5 4
4
4 4
4 3
5
4 4
5
4 3
53
5
4 5
5
4
4
5
4
5
4 4
5 4
58
6
3 4
4
4 4
5 4
3
4 4
3
3 3
48
3
4 3
3
4
4
3
3
3
4 4
3 3
44
7
4 4
4
4 4
4 3
4
4 4
3
4 3
49
4
4 4
4
4
4
3
4
4
4 4
3 4
50
8
3 4
2
4 2
4 4
3
4 2
3
4 3
42
3
4 3
3
4
2
3
4
3
4 2
3 4
42
9
4 4
4
4 4
4 5
4
4 4
3
3 3
50
4
4 4
4
4
4
3
3
4
4 4
3 3
48
10
5 5
5
5 5
4 3
5
5 5
4
5 5
61
5
5 5
5
5
5
4
5
5
5 5
4 5
63
11
4 3
3
3 3
4 4
4
3 3
4
5 3
46
4
3 4
4
3
3
4
5
4
3 3
4 5
49
12
4 4
4
4 4
4 4
4
4 4
3
3 4
50
4
4 4
4
4
4
3
3
4
4 4
3 3
48
13
4 3
3
3 3
3 4
4
3 3
3
4 4
44
4
3 4
4
3
3
3
4
4
3 3
3 4
45
14
4 4
4
4 4
3 3
4
4 4
4
4 5
51
4
4 4
4
4
4
4
4
4
4 4
4 4
52
15
3 4
4
4 4
4 4
3
4 4
3
3 3
47
3
4 3
3
4
4
3
3
3
4 4
3 3
44
16
3 4
4
4 4
4 3
3
4 4
3
3 3
46
3
4 3
3
4
4
3
3
3
4 4
3 3
44
17
4 4
4
4 4
4 4
4
4 4
4
4 4
52
4
4 4
4
4
4
4
4
4
4 4
4 4
52
18
5 4
4
4 4
4 3
5
4 4
5
5 4
55
5
4 5
5
4
4
5
5
5
4 4
5 5
60
19
5 4
4
4 4
4 4
5
4 4
5
5 5
57
5
4 5
5
4
4
5
5
5
4 4
5 5
60
20
4 4
4
4 4
4 3
4
4 4
3
3 3
48
4
4 4
4
4
4
3
3
4
4 4
3 3
48
21
4 4
4
4 4
4 4
4
4 4
3
3 4
50
4
4 4
4
4
4
3
3
4
4 4
3 3
48
22
3 4
4
4 4
4 3
3
4 4
4
3 3
47
3
4 3
3
4
4
4
3
3
4 4
4 3
46
23
3 3
3
3 3
4 4
3
3 3
4
3 3
42
3
3 3
3
3
3
4
3
3
3 3
4 3
41
Jawab
an Skala Likert R
esp
on
de
n
Resp
on
de
n
x1
x2
x3
x4
x5
x6
x7
x8
x9
x10
x11
x12
x13
skor
y1
y2
y3
y4
y5
y6
y7
y8
y9
y10
y11
y12
y13
skor
24
4 4
4
4 4
4 5
4
4 4
3
3 3
50
4
4 4
4
4
4
3
3
4
4 4
3 3
48
25
4 3
3
3 3
3 4
4
3 3
3
3 3
42
4
3 4
4
3
3
3
3
4
3 3
3 3
43
26
5 4
4
4 4
4 3
5
4 4
4
5 4
54
5
4 5
5
4
4
4
5
5
4 4
4 5
58
27
4 4
4
4 4
4 4
4
4 4
4
5 5
54
4
4 4
4
4
4
4
5
4
4 4
4 5
54
28
5 4
4
4 4
4 5
5
4 4
4
4 5
56
5
4 5
5
4
4
4
4
5
4 4
4 4
56
29
4 5
5
5 5
4 4
4
5 5
4
5 4
59
4
5 4
4
5
5
4
5
4
5 5
4 5
59
30
3 4
4
4 4
4 5
3
4 4
4
3 3
49
3
4 3
3
4
4
4
3
3
4 4
4 3
46
31
4 5
5
5 5
5 4
4
5 5
4
4 3
58
4
5 4
4
5
5
4
4
4
5 5
4 4
57
32
5 4
3
4 3
2 4
5
4 3
5
5 4
51
5
4 5
5
4
3
5
5
5
4 3
5 5
58
33
4 4
3
4 3
2 3
4
4 3
4
4 4
46
4
4 4
4
4
3
4
4
4
4 3
4 4
50
34
5 4
4
4 4
4 5
5
4 4
4
5 4
56
5
4 5
5
4
4
4
5
5
4 4
4 5
58
35
4 4
3
4 3
3 4
4
4 3
4
5 4
49
4
4 4
4
4
3
4
5
4
4 3
4 5
52
36
5 5
5
5 5
3 4
5
5 5
4
4 4
59
5
5 5
5
5
5
4
4
5
5 5
4 4
61
37
4 4
4
4 4
4 5
4
4 4
4
5 4
54
4
4 4
4
4
4
4
5
4
4 4
4 5
54
38
5 4
4
4 4
4 4
5
4 4
4
5 4
55
5
4 5
5
4
4
4
5
5
4 4
4 5
58
39
4 4
4
4 4
3 4
4
4 4
3
3 3
48
4
4 4
4
4
4
3
3
4
4 4
3 3
48
40
4 4
4
4 4
4 3
4
4 4
4
5 4
52
4
4 4
4
4
4
4
5
4
4 4
4 5
54
41
5 4
4
4 4
4 5
5
4 4
4
4 4
55
5
4 5
5
4
4
4
4
5
4 4
4 4
56
42
4 4
4
4 4
4 4
4
4 4
4
4 4
52
4
4 4
4
4
4
4
4
4
4 4
4 4
52
43
5 3
4
3 4
3 4
5
3 4
4
4 4
50
5
3 5
5
3
4
4
4
5
3 4
4 4
53
44
4 4
4
4 4
4 4
4
4 4
5
5 4
54
4
4 4
4
4
4
5
5
4
4 4
5 5
56
45
4 4
4
4 4
4 5
4
4 4
4
5 5
55
4
4 4
4
4
4
4
5
4
4 4
4 5
54
46
5 3
3
3 3
3 3
5
3 3
4
4 5
47
5
3 5
5
3
3
4
4
5
3 3
4 4
51
Jawab
an Skala Likert R
esp
on
de
n
Resp
on
de
n
x1
x2
x3
x4
x5
x6
x7
x8
x9
x10
x11
x12
x13
skor
y1
y2
y3
y4
y5
y6
y7
y8
y9
y10
y11
y12
y13
skor
47
5 3
3
3 3
3 4
5
3 3
5
5 4
49
5
3 5
5
3
3
5
5
5
3 3
5 5
55
48
5 4
4
4 4
4 3
5
4 4
4
5 4
54
5
4 5
5
4
4
4
5
5
4 4
4 5
58
49
5 4
5
4 5
5 4
5
4 5
4
4 4
58
5
4 5
5
4
5
4
4
5
4 5
4 4
58
50
5 4
4
4 4
4 3
5
4 4
4
5 5
55
5
4 5
5
4
4
4
5
5
4 4
4 5
58
51
4 4
5
4 5
3 5
4
4 5
4
4 4
55
4
4 4
4
4
5
4
4
4
4 5
4 4
54
52
4 5
4
5 4
5 4
4
5 4
4
4 4
56
4
5 4
4
5
4
4
4
4
5 4
4 4
55
53
5 5
5
5 5
4 5
5
5 5
5
4 4
62
5
5 5
5
5
5
5
4
5
5 5
5 4
63
54
3 4
4
4 4
5 4
3
4 4
4
4 4
51
3
4 3
3
4
4
4
4
3
4 4
4 4
48
55
5 3
5
3 5
4 5
5
3 5
4
5 4
56
5
3 5
5
3
5
4
5
5
3 5
4 5
57
56
3 5
4
5 4
4 4
3
5 4
5
4 4
54
3
5 3
3
5
4
5
4
3
5 4
5 4
53
57
4 4
3
4 3
3 3
4
4 3
4
4 4
47
4
4 4
4
4
3
4
4
4
4 3
4 4
50
58
5 4
3
4 3
5 3
5
4 3
4
4 4
51
5
4 5
5
4
3
4
4
5
4 3
4 4
54
59
5 5
4
5 4
4 4
5
5 4
4
5 4
58
5
5 5
5
5
4
4
5
5
5 4
4 5
61
60
3 4
2
4 2
5 2
3
4 2
4
4 4
43
3
4 3
3
4
2
4
4
3
4 2
4 4
44
61
5 4
4
4 4
5 4
5
4 4
4
4 5
56
5
4 5
5
4
4
4
4
5
4 4
4 4
56
62
5 5
4
5 4
4 4
5
5 4
5
4 5
59
5
5 5
5
5
4
5
4
5
5 4
5 4
61
63
4 3
3
3 3
4 3
4
3 3
5
5 5
48
4
3 4
4
3
3
5
5
4
3 3
5 5
51
64
4 5
4
5 4
5 4
4
5 4
4
4 4
56
4
5 4
4
5
4
4
4
4
5 4
4 4
55
65
5 5
5
5 5
5 5
5
5 5
5
5 4
64
5
5 5
5
5
5
5
5
5
5 5
5 5
65
66
4 4
4
4 4
4 4
4
4 4
5
5 4
54
4
4 4
4
4
4
5
5
4
4 4
5 5
56
67
5 2
3
2 3
4 3
5
2 3
5
5 4
46
5
2 5
5
2
3
5
5
5
2 3
5 5
52
68
3 5
4
5 4
5 4
3
5 4
4
4 4
54
3
5 3
3
5
4
4
4
3
5 4
4 4
51
69
4 4
5
4 5
3 5
4
4 5
4
4 5
56
4
4 4
4
4
5
4
4
4
4 5
4 4
54
Jawab
an Skala Likert R
esp
on
de
n
Resp
on
de
n
x1
x2
x3
x4
x5
x6
x7
x8
x9
x10
x11
x12
x13
skor
y1
y2
y3
y4
y5
y6
y7
y8
y9
y10
y11
y12
y13
skor
70
5 5
4
5 4
4 4
5
5 4
5
4 5
59
5
5 5
5
5
4
5
4
5
5 4
5 4
61
71
5 5
3
5 3
5 3
5
5 3
5
5 4
56
5
5 5
5
5
3
5
5
5
5 3
5 5
61
72
5 3
4
3 4
4 4
5
3 4
5
5 4
53
5
3 5
5
3
4
5
5
5
3 4
5 5
57
73
3 4
5
4 5
5 5
3
4 5
4
3 3
53
3
4 3
3
4
5
4
3
3
4 5
4 3
48
74
5 5
4
5 4
4 4
5
5 4
5
5 4
59
5
5 5
5
5
4
5
5
5
5 4
5 5
63
75
5 4
4
4 4
4 4
5
4 4
5
5 5
57
5
4 5
5
4
4
5
5
5
4 4
5 5
60
76
3 4
5
4 5
5 5
3
4 5
3
3 4
53
3
4 3
3
4
5
3
3
3
4 5
3 3
46
77
4 5
4
5 4
4 4
4
5 4
3
4 4
54
4
5 4
4
5
4
3
4
4
5 4
3 4
53
78
3 5
5
5 5
5 5
3
5 5
4
4 4
58
3
5 3
3
5
5
4
4
3
5 5
4 4
53
79
3 4
4
4 4
3 4
3
4 4
5
4 4
50
3
4 3
3
4
4
5
4
3
4 4
5 4
50
80
4 4
4
4 4
4 4
4
4 4
3
4 3
50
4
4 4
4
4
4
3
4
4
4 4
3 4
50
81
5 3
3
3 3
3 3
5
3 3
5
4 4
47
5
3 5
5
3
3
5
4
5
3 3
5 4
53
82
3 5
5
5 5
5 5
3
5 5
4
4 4
58
3
5 3
3
5
5
4
4
3
5 5
4 4
53
83
3 5
5
5 5
4 5
3
5 5
4
3 3
55
3
5 3
3
5
5
4
3
3
5 5
4 3
51
84
5 4
4
4 4
5 4
5
4 4
5
4 4
56
5
4 5
5
4
4
5
4
5
4 4
5 4
58
85
4 3
5
3 5
4 5
4
3 5
5
4 4
54
4
3 4
4
3
5
5
4
4
3 5
5 4
53
86
3 4
4
4 4
4 4
3
4 4
3
3 4
48
3
4 3
3
4
4
3
3
3
4 4
3 3
44
87
5 5
5
5 5
4 5
5
5 5
5
4 5
63
5
5 5
5
5
5
5
4
5
5 5
5 4
63
88
3 3
4
3 4
3 4
3
3 4
4
4 4
46
3
3 3
3
3
4
4
4
3
3 4
4 4
45
89
4 5
4
5 4
5 4
4
5 4
5
5 5
59
4
5 4
4
5
4
5
5
4
5 4
5 5
59
90
5 5
5
5 5
3 5
5
5 5
5
4 4
61
5
5 5
5
5
5
5
4
5
5 5
5 4
63
1.
Va
lidita
s da
n R
eliab
ilitas M
otif (X
)
Hasil u
ji valid
itas dan
reabilitas d
apat d
ilihat p
ada tab
el 1.1
dan
1.2
Ta
bel 1
.1
Co
rrela
tion
s
x1
x2
x3
x4
x5
x6
x7
x8
x9
x1
0
x1
1
x1
2
x1
3
skorto
tal
x1
P
ears
on
Co
rrela
tion
1
-.028
.004
-.028
.004 -.1
43 -.0
84 1
.00
0**
-.028
.004 .4
75
** .573
** .455
** .4
77
**
Sig
. (2-
taile
d)
.7
97
.972
.797
.972
.180
.433
.000
.797
.972
.000
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x2
P
ears
on
Co
rrela
tion
-.028
1
.445
** 1.0
00
** .4
45
** .346
** .1
86
-.028 1
.00
0**
.445
** .0
78
.000
.108
.671
**
Sig
. (2-
taile
d)
.797
.000
.000
.000
.001
.079
.797
.000
.000
.467
.998
.310
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x3
P
ears
on
Co
rrela
tion
.004
.445
** 1
.445
** 1.0
00
** .2
09
* .556
** .0
04
.445
** 1.0
00
** .0
48 -.1
08
.050
.700
**
Sig
. (2-
taile
d)
.972
.000
.000
.000
.048
.000
.972
.000
.000
.653
.311
.641
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x4
P
ears
on
Co
rrela
tion
-.028 1
.00
0**
.445
** 1
.445
** .346
** .1
86
-.028 1
.00
0**
.445
** .0
78
.000
.108
.671
**
Sig
. (2-
taile
d)
.797
.000
.000
.000
.001
.079
.797
.000
.000
.467
.998
.310
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x5
P
ears
on
Co
rrela
tion
.004
.445
** 1.0
00
** .4
45
** 1 .2
09
* .556
** .0
04
.445
** 1.0
00
** .0
48 -.1
08
.050
.700
**
Sig
. (2-
taile
d)
.972
.000
.000
.000
.048
.000
.972
.000
.000
.653
.311
.641
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x6
P
ears
on
Co
rrela
tion
-.143
.346
** .2
09
* .3
46
** .2
09
* 1
.089
-.143
.346
** .2
09
* .0
03 -.0
19 -.0
25
.326
**
Sig
. (2-
taile
d)
.180
.001
.048
.001
.048
.403
.180
.001
.048
.981
.859
.812
.002
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x7
P
ears
on
Co
rrela
tion
-.084
.186
.556
** .1
86
.556
** .0
89
1
-.084
.186
.556
** .0
19 -.1
31
.000
.421
**
Sig
. (2-
taile
d)
.433
.079
.000
.079
.000
.403
.433
.079
.000
.856
.220
.998
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x8
P
ears
on
Co
rrela
tion 1
.00
0**
-.028
.004
-.028
.004 -.1
43 -.0
84
1
-.028
.004 .4
75
** .573
** .455
** .4
77
**
Sig
. (2-
taile
d)
.000
.797
.972
.797
.972
.180
.433
.797
.972
.000
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x9
P
ears
on
Co
rrela
tion
-.028 1
.00
0**
.445
** 1.0
00
** .4
45
** .346
** .1
86
-.028
1
.445
** .0
78
.000
.108
.671
**
Sig
. (2-
taile
d)
.797
.000
.000
.000
.000
.001
.079
.797
.000
.467
.998
.310
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x1
0
Pe
ars
on
Co
rrela
tion
.004
.445
** 1.0
00
** .4
45
** 1.0
00
** .2
09
* .556
** .0
04
.445
** 1
.048 -.1
08
.050
.700
**
Sig
. (2-
taile
d)
.972
.000
.000
.000
.000
.048
.000
.972
.000
.653
.311
.641
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x1
1
Pe
ars
on
Co
rrela
tion
.475
** .0
78
.048
.078
.048
.003
.019
.475
** .0
78
.048
1 .5
99
** .469
** .4
90
**
Sig
. (2-
taile
d)
.000
.467
.653
.467
.653
.981
.856
.000
.467
.653
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x1
2
Pe
ars
on
Co
rrela
tion
.573
** .0
00
-.108
.000
-.108 -.0
19 -.1
31
.573
** .0
00
-.108 .5
99
** 1 .5
30
** .4
09
**
Sig
. (2-
taile
d)
.000
.998
.311
.998
.311
.859
.220
.000
.998
.311
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
x1
3
Pe
ars
on
Co
rrela
tion
.455
** .1
08
.050
.108
.050 -.0
25
.000
.455
** .1
08
.050 .4
69
** .530
** 1
.473
**
Sig
. (2-
taile
d)
.000
.310
.641
.310
.641
.812
.998
.000
.310
.641
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
skorto
tal P
ears
on
Co
rrela
tion
.477
** .6
71
** .7
00
** .6
71
** .7
00
** .326
** .421
** .4
77
** .6
71
** .7
00
** .490
** .409
** .473
** 1
Sig
. (2-
taile
d)
.000
.000
.000
.000
.000
.002
.000
.000
.000
.000
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
**. Co
rrela
tion is
sig
nific
an
t at th
e 0
.01
leve
l (2-ta
iled).
*. Corre
latio
n is
sig
nific
an
t at th
e 0
.05
leve
l (2-ta
iled).
Re
liab
ility S
tatis
tics
Cro
nb
ach
's A
lpha
N
of Ite
ms
.806
13
Ta
bel 1
.2
2.
Va
lidita
s da
n R
eliab
ilitas T
ing
ka
t kep
ua
san
(Y)
Hasil u
ji valid
itas dan
reabilitas d
apat d
ilihat p
ada tab
el 1.3
dan
1.4
Co
rrela
tion
s
y1
y2
y3
y4
y5
y6
y7
y8
y9
y1
0
y1
1
y1
2
y1
3
skorto
ta
l
y1
P
ears
on
Co
rrela
tio
n
1
-.028 1
.00
0** 1
.00
0**
-.028
.004
.475
** .5
73
** 1.0
00
** -.0
28
.004
.475
** .5
73
** .7
85
**
Sig
. (2-
taile
d)
.7
97
.000
.000
.797
.972
.000
.000
.000
.797
.972
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y2
P
ears
on
Co
rrela
tio
n
-.028
1
-.028
-.028 1
.00
0**
.445
** .0
78
.000
-.028 1
.00
0**
.445
** .0
78
.000
.451
**
Sig
. (2-
taile
d)
.797
.797
.797
.000
.000
.467
.998
.797
.000
.000
.467
.998
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y3
P
ears
on
Co
rrela
tio
n
1.0
00
** -.0
28
1 1
.00
0**
-.028
.004
.475
** .5
73
** 1.0
00
** -.0
28
.004
.475
** .5
73
** .7
85
**
Sig
. (2-
taile
d)
.000
.797
.000
.797
.972
.000
.000
.000
.797
.972
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y4
P
ears
on
Co
rrela
tio
n
1.0
00
** -.0
28 1
.00
0**
1
-.028
.004
.475
** .5
73
** 1.0
00
** -.0
28
.004
.475
** .5
73
** .7
85
**
Sig
. (2-
taile
d)
.000
.797
.000
.797
.972
.000
.000
.000
.797
.972
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y5
P
ears
on
Co
rrela
tio
n
-.028 1
.00
0**
-.028
-.028
1
.445
** .0
78
.000
-.028 1
.00
0**
.445
** .0
78
.000
.451
**
Sig
. (2-
taile
d)
.797
.000
.797
.797
.000
.467
.998
.797
.000
.000
.467
.998
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y6
P
ears
on
Co
rrela
tio
n
.004
.445
** .0
04
.004
.445
** 1
.048
-.108
.004
.445
** 1.0
00
** .0
48
-.108
.377
**
Sig
. (2-
taile
d)
.972
.000
.972
.972
.000
.653
.311
.972
.000
.000
.653
.311
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y7
P
ears
on
Co
rrela
tio
n
.475
** .0
78
.475
** .4
75
** .0
78
.048
1
.599
** .4
75
** .0
78
.048 1
.00
0**
.599
** .6
86
**
Sig
. (2-
taile
d)
.000
.467
.000
.000
.467
.653
.000
.000
.467
.653
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y8
P
ears
on
Co
rrela
tio
n
.573
** .0
00
.573
** .5
73
** .0
00
-.108
.599
** 1
.573
** .0
00
-.108
.599
** 1.0
00
** .6
77
**
Sig
. (2-
taile
d)
.000
.998
.000
.000
.998
.311
.000
.000
.998
.311
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y9
P
ears
on
Co
rrela
tio
n
1.0
00
** -.0
28 1
.00
0** 1
.00
0**
-.028
.004
.475
** .5
73
** 1
-.028
.004
.475
** .5
73
** .7
85
**
Sig
. (2-
taile
d)
.000
.797
.000
.000
.797
.972
.000
.000
.797
.972
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y1
0
Pe
ars
on
Co
rrela
tio
n
-.028 1
.00
0**
-.028
-.028 1
.00
0**
.445
** .0
78
.000
-.028
1
.445
** .0
78
.000
.451
**
Sig
. (2-
taile
d)
.797
.000
.797
.797
.000
.000
.467
.998
.797
.000
.467
.998
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y1
1
Pe
ars
on
Co
rrela
tio
n
.004
.445
** .0
04
.004
.445
** 1.0
00
** .0
48
-.108
.004
.445
** 1
.048
-.108
.377
**
Sig
. (2-
taile
d)
.972
.000
.972
.972
.000
.000
.653
.311
.972
.000
.653
.311
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y1
2
Pe
ars
on
Co
rrela
tio
n
.475
** .0
78
.475
** .4
75
** .0
78
.048 1
.00
0**
.599
** .4
75
** .0
78
.048
1
.599
** .6
86
**
Sig
. (2-
taile
d)
.000
.467
.000
.000
.467
.653
.000
.000
.000
.467
.653
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
y1
3
Pe
ars
on
Co
rrela
tio
n
.573
** .0
00
.573
** .5
73
** .0
00
-.108
.599
** 1.0
00
** .5
73
** .0
00
-.108
.599
** 1
.677
**
Sig
. (2-
taile
d)
.000
.998
.000
.000
.998
.311
.000
.000
.000
.998
.311
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
skorto
ta
l
Pe
ars
on
Co
rrela
tio
n
.785
** .4
51
** .7
85
** .7
85
** .4
51
** .3
77
** .6
86
** .6
77
** .7
85
** .4
51
** .3
77
** .6
86
** .6
77
** 1
Sig
. (2-
taile
d)
.000
.000
.000
.000
.000
.000
.000
.000
.000
.000
.000
.000
.000
N
90
90
90
90
90
90
90
90
90
90
90
90
90
90
**. Co
rrela
tion is
sig
nific
an
t at th
e 0
.01
leve
l (2-ta
iled).
Ta
bel 1
.4
Re
liab
ility S
tatis
tics
Cro
nb
ach
's
Alp
ha
N o
f Item
s
.867
13
Hasil u
ji norm
alitas
On
e-S
am
ple
Ko
lmo
go
rov-S
mirn
ov T
est
mo
tif ke
pu
asa
n
N
90
90
No
rma
l Pa
ram
ete
rsa
Me
an
5
2.8
0
53.4
3
Std
. De
via
tion
5
.00
4
5.8
00
Mo
st E
xtre
me
Diffe
ren
ces A
bsolu
te
.117
.084
Po
sitiv
e
.068
.070
Ne
ga
tive
-.1
17
-.084
Ko
lmo
goro
v-S
mirn
ov Z
1
.11
0
.801
Asym
p. S
ig. (2
-taile
d)
.170
.542
a. T
est d
istrib
utio
n is
No
rma
l.
Hasil u
ji Lin
earitas
AN
OV
A T
ab
le
S
um
of S
qu
are
s
df
Me
an
Sq
uare
F
S
ig.
ke
pu
asa
n * m
otif
Be
twe
en
Gro
up
s
(Co
mb
ined
) 2
39
0.9
30
20
119
.54
6
13.6
76
.000
Lin
ea
rity
228
1.5
13
1
228
1.5
13
260
.99
5
.000
De
via
tion
from
Lin
ea
rity
109
.41
7
19
5.7
59
.659
.845
With
in G
roup
s
603
.17
0
69
8.7
42
Tota
l 2
99
4.1
00
89
Hasil u
ji ko
relasi
Co
rrela
tion
s
mo
tif ke
pu
asa
n
mo
tif P
ears
on
Co
rrela
tion
1
.873
**
Sig
. (2-ta
iled)
.0
00
N
90
90
ke
pu
asa
n
Pe
ars
on
Co
rrela
tion
.873
** 1
Sig
. (2-ta
iled)
.000
N
90
90
**. Co
rrela
tion is
sig
nific
an
t at th
e 0
.01 le
ve
l (2-ta
iled).
Hasil u
ji determ
inasi
Mo
de
l Su
mm
ary
Mo
de
l R
R
Sq
uare
Ad
juste
d R
Sq
uare
Std
. Erro
r of
the E
stim
ate
1
.873
a .7
62
.759
2.8
46
a. P
redic
tors
: (Co
nsta
nt), m
otif
Hasil u
ji T
Co
effic
ien
tsa
Mo
de
l
Un
sta
nd
ard
ize
d C
oeffic
ients
Sta
nd
ard
ize
d C
oeffic
ients
t S
ig.
B
Std
. Erro
r B
eta
1 (C
onsta
nt)
.008
3.1
97
.002 .9
98
mo
tif 1
.012
.060
.873 1
6.7
85 .0
00
a. D
epe
nd
ent V
aria
ble
: ke
pu
asa
n
R ta
bel
N
Th
e Lev
el of S
ign
ifican
ce N
T
he L
evel o
f Sig
nifica
nce
5%
1
%
5%
1
%
3
0.9
97
0.9
99
38
0
.32
0
0.4
13
4
0.9
50
0.9
90
39
0
.31
6
0.4
08
5
0.8
78
0.9
59
40
0
.31
2
0.4
03
6
0.8
11
0.9
17
41
0
.30
8
0.3
98
7
0.7
54
0.8
74
42
0
.30
4
0.3
93
8
0.7
07
0.8
34
43
0
.30
1
0.3
89
9
0.6
66
0.7
98
44
0
.29
7
0.3
84
10
0
.63
2
0.7
65
45
0
.29
4
0.3
80
11
0
.60
2
0.7
35
46
0
.29
1
0.3
76
12
0
.57
6
0.7
08
47
0
.28
8
0.3
72
13
0
.55
3
0.6
84
48
0
.28
4
0.3
68
14
0
.53
2
0.6
61
49
0
.28
1
0.3
64
15
0
.51
4
0.6
41
50
0
.27
9
0.3
61
16
0
.49
7
0.6
23
55
0
.26
6
0.3
45
17
0
.48
2
0.6
06
60
0
.25
4
0.3
30
18
0
.46
8
0.5
90
65
0
.24
4
0.3
17
19
0
.45
6
0.5
75
70
0
.23
5
0.3
06
20
0
.44
4
0.5
61
75
0
.22
7
0.2
96
21
0
.43
3
0.5
49
80
0
.22
0
0.2
86
22
0
.43
2
0.5
37
85
0
.21
3
0.2
78
23
0
.41
3
0.5
26
90
0
.20
7
0.2
67
24
0
.40
4
0.5
15
95
0
.20
2
0.2
63
25
0
.39
6
0.5
05
10
0
0.1
95
0.2
56
26
0
.38
8
0.4
96
12
5
0.1
76
0.2
30
27
0
.38
1
0.4
87
15
0
0.1
59
0.2
10
28
0
.37
4
0.4
78
17
5
0.1
48
0.1
94
29
0
.36
7
0.4
70
20
0
0.1
38
0.1
81
30
0
.36
1
0.4
63
30
0
0.1
13
0.1
48
31
0
.35
5
0.4
56
40
0
0.0
98
0.1
28
32
0
.34
9
0.4
49
50
0
0.0
88
0.1
15
33
0
.34
4
0.4
42
60
0
0.0
80
0.1
05
34
0
.33
9
0.4
36
70
0
0.0
74
0.0
97
35
0
.33
4
0.4
30
80
0
0.0
70
0.0
91
36
0
.32
9
0.4
24
90
0
0.0
65
0.0
86
37
0
.32
5
0.4
18
10
00
0.0
62
0.0
81
T ta
bel T
itik P
ersenta
se Distrib
usi t (d
k =
1 –
40
)
Pr
Df
0.2
5
0.1
0
0.0
5
0.0
25
0.0
1
0.0
05
0.0
01
0.5
0
0.2
0
0.1
0
0.0
50
0.0
2
0.0
10
0.0
02
1
1.0
00
00
3.0
77
68
6.3
13
75
12
.70
62
0
31
.82
05
2
63
.65
67
4
31
8.3
08
84
2
0.8
16
50
1.8
85
62
2.9
19
99
4.3
02
65
6.9
64
56
9.9
24
84
22
.32
71
2
3
0.7
64
89
1.6
37
74
2.3
53
36
3.1
82
45
4.5
40
70
5.8
40
91
10
.21
45
3
4
0.7
40
70
1.5
33
21
2.1
31
85
2.7
76
45
3.7
46
95
4.6
04
09
7.1
73
18
5
0.7
26
69
1.4
75
88
2.0
15
05
2.5
70
58
3.3
64
93
4.0
32
14
5.8
93
43
6
0.7
17
56
1.4
39
76
1.9
43
18
2.4
46
91
3.1
42
67
3.7
07
43
5.2
07
63
7
0.7
11
14
1.4
14
92
1.8
94
58
2.3
64
62
2.9
97
95
3.4
99
48
4.7
85
29
8
0.7
06
39
1.3
96
82
1.8
59
55
2.3
06
00
2.8
96
46
3.3
55
39
4.5
00
79
9
0.7
02
72
1.3
83
03
1.8
33
11
2.2
62
16
2.8
21
44
3.2
49
84
4.2
96
81
10
0
.69
98
1
1.3
72
18
1.8
12
46
2.2
28
14
2.7
63
77
3.1
69
27
4.1
43
70
11
0
.69
74
5
1.3
63
43
1.7
95
88
2.2
00
99
2.7
18
08
3.1
05
81
4.0
24
70
12
0
.69
54
8
1.3
56
22
1.7
82
29
2.1
78
81
2.6
81
00
3.0
54
54
3.9
29
63
13
0
.69
38
3
1.3
50
17
1.7
70
93
2.1
60
37
2.6
50
31
3.0
12
28
3.8
51
98
14
0
.69
24
2
1.3
45
03
1.7
61
31
2.1
44
79
2.6
24
49
2.9
76
84
3.7
87
39
15
0
.69
12
0
1.3
40
61
1.7
53
05
2.1
31
45
2.6
02
48
2.9
46
71
3.7
32
83
16
0
.69
01
3
1.3
36
76
1.7
45
88
2.1
19
91
2.5
83
49
2.9
20
78
3.6
86
15
17
0
.68
92
0
1.3
33
38
1.7
39
61
2.1
09
82
2.5
66
93
2.8
98
23
3.6
45
77
18
0
.68
83
6
1.3
30
39
1.7
34
06
2.1
00
92
2.5
52
38
2.8
78
44
3.6
10
48
19
0
.68
76
2
1.3
27
73
1.7
29
13
2.0
93
02
2.5
39
48
2.8
60
93
3.5
79
40
20
0
.68
69
5
1.3
25
34
1.7
24
72
2.0
85
96
2.5
27
98
2.8
45
34
3.5
51
81
21
0
.68
63
5
1.3
23
19
1.7
20
74
2.0
79
61
2.5
17
65
2.8
31
36
3.5
27
15
22
0
.68
58
1
1.3
21
24
1.7
17
14
2.0
73
87
2.5
08
32
2.8
18
76
3.5
04
99
23
0
.68
53
1
1.3
19
46
1.7
13
87
2.0
68
66
2.4
99
87
2.8
07
34
3.4
84
96
24
0
.68
48
5
1.3
17
84
1.7
10
88
2.0
63
90
2.4
92
16
2.7
96
94
3.4
66
78
25
0
.68
44
3
1.3
16
35
1.7
08
14
2.0
59
54
2.4
85
11
2.7
87
44
3.4
50
19
26
0
.68
40
4
1.3
14
97
1.7
05
62
2.0
55
53
2.4
78
63
2.7
78
71
3.4
35
00
27
0
.68
36
8
1.3
13
70
1.7
03
29
2.0
51
83
2.4
72
66
2.7
70
68
3.4
21
03
28
0
.68
33
5
1.3
12
53
1.7
01
13
2.0
48
41
2.4
67
14
2.7
63
26
3.4
08
16
29
0
.68
30
4
1.3
11
43
1.6
99
13
2.0
45
23
2.4
62
02
2.7
56
39
3.3
96
24
30
0
.68
27
6
1.3
10
42
1.6
97
26
2.0
42
27
2.4
57
26
2.7
50
00
3.3
85
18
31
0
.68
24
9
1.3
09
46
1.6
95
52
2.0
39
51
2.4
52
82
2.7
44
04
3.3
74
90
32
0
.68
22
3
1.3
08
57
1.6
93
89
2.0
36
93
2.4
48
68
2.7
38
48
3.3
65
31
33
0
.68
20
0
1.3
07
74
1.6
92
36
2.0
34
52
2.4
44
79
2.7
33
28
3.3
56
34
34
0
.68
17
7
1.3
06
95
1.6
90
92
2.0
32
24
2.4
41
15
2.7
28
39
3.3
47
93
35
0
.68
15
6
1.3
06
21
1.6
89
57
2.0
30
11
2.4
37
72
2.7
23
81
3.3
40
05
36
0
.68
13
7
1.3
05
51
1.6
88
30
2.0
28
09
2.4
34
49
2.7
19
48
3.3
32
62
37
0
.68
11
8
1.3
04
85
1.6
87
09
2.0
26
19
2.4
31
45
2.7
15
41
3.3
25
63
38
0
.68
10
0
1.3
04
23
1.6
85
95
2.0
24
39
2.4
28
57
2.7
11
56
3.3
19
03
39
0
.68
08
3
1.3
03
64
1.6
84
88
2.0
22
69
2.4
25
84
2.7
07
91
3.3
12
79
40
0
.68
06
7
1.3
03
08
1.6
83
85
2.0
21
08
2.4
23
26
2.7
04
46
3.3
06
88
Titik
Persen
tase
Distrib
usi t (d
k =
41
– 8
0)
Pr
Df
0.2
5
0.1
0
0.0
5
0.0
25
0.0
1
0.0
05
0.0
01
0.5
0
0.2
0
0.1
0
0.0
50
0.0
2
0.0
10
0.0
02
41
0
.68
05
2
1.3
02
54
1.6
82
88
2.0
19
54
2.4
20
80
2.7
01
18
3.3
01
27
42
0
.68
03
8
1.3
02
04
1.6
81
95
2.0
18
08
2.4
18
47
2.6
98
07
3.2
95
95
43
0
.68
02
4
1.3
01
55
1.6
81
07
2.0
16
69
2.4
16
25
2.6
95
10
3.2
90
89
44
0
.68
01
1
1.3
01
09
1.6
80
23
2.0
15
37
2.4
14
13
2.6
92
28
3.2
86
07
45
0
.67
99
8
1.3
00
65
1.6
79
43
2.0
14
10
2.4
12
12
2.6
89
59
3.2
81
48
46
0
.67
98
6
1.3
00
23
1.6
78
66
2.0
12
90
2.4
10
19
2.6
87
01
3.2
77
10
47
0
.67
97
5
1.2
99
82
1.6
77
93
2.0
11
74
2.4
08
35
2.6
84
56
3.2
72
91
48
0
.67
96
4
1.2
99
44
1.6
77
22
2.0
10
63
2.4
06
58
2.6
82
20
3.2
68
91
49
0
.67
95
3
1.2
99
07
1.6
76
55
2.0
09
58
2.4
04
89
2.6
79
95
3.2
65
08
50
0
.67
94
3
1.2
98
71
1.6
75
91
2.0
08
56
2.4
03
27
2.6
77
79
3.2
61
41
51
0
.67
93
3
1.2
98
37
1.6
75
28
2.0
07
58
2.4
01
72
2.6
75
72
3.2
57
89
52
0
.67
92
4
1.2
98
05
1.6
74
69
2.0
06
65
2.4
00
22
2.6
73
73
3.2
54
51
53
0
.67
91
5
1.2
97
73
1.6
74
12
2.0
05
75
2.3
98
79
2.6
71
82
3.2
51
27
54
0
.67
90
6
1.2
97
43
1.6
73
56
2.0
04
88
2.3
97
41
2.6
69
98
3.2
48
15
55
0
.67
89
8
1.2
97
13
1.6
73
03
2.0
04
04
2.3
96
08
2.6
68
22
3.2
45
15
56
0
.67
89
0
1.2
96
85
1.6
72
52
2.0
03
24
2.3
94
80
2.6
66
51
3.2
42
26
57
0
.67
88
2
1.2
96
58
1.6
72
03
2.0
02
47
2.3
93
57
2.6
64
87
3.2
39
48
58
0
.67
87
4
1.2
96
32
1.6
71
55
2.0
01
72
2.3
92
38
2.6
63
29
3.2
36
80
59
0
.67
86
7
1.2
96
07
1.6
71
09
2.0
01
00
2.3
91
23
2.6
61
76
3.2
34
21
60
0
.67
86
0
1.2
95
82
1.6
70
65
2.0
00
30
2.3
90
12
2.6
60
28
3.2
31
71
61
0
.67
85
3
1.2
95
58
1.6
70
22
1.9
99
62
2.3
89
05
2.6
58
86
3.2
29
30
62
0
.67
84
7
1.2
95
36
1.6
69
80
1.9
98
97
2.3
88
01
2.6
57
48
3.2
26
96
63
0
.67
84
0
1.2
95
13
1.6
69
40
1.9
98
34
2.3
87
01
2.6
56
15
3.2
24
71
64
0
.67
83
4
1.2
94
92
1.6
69
01
1.9
97
73
2.3
86
04
2.6
54
85
3.2
22
53
65
0
.67
82
8
1.2
94
71
1.6
68
64
1.9
97
14
2.3
85
10
2.6
53
60
3.2
20
41
66
0
.67
82
3
1.2
94
51
1.6
68
27
1.9
96
56
2.3
84
19
2.6
52
39
3.2
18
37
67
0
.67
81
7
1.2
94
32
1.6
67
92
1.9
96
01
2.3
83
30
2.6
51
22
3.2
16
39
68
0
.67
81
1
1.2
94
13
1.6
67
57
1.9
95
47
2.3
82
45
2.6
50
08
3.2
14
46
69
0
.67
80
6
1.2
93
94
1.6
67
24
1.9
94
95
2.3
81
61
2.6
48
98
3.2
12
60
70
0
.67
80
1
1.2
93
76
1.6
66
91
1.9
94
44
2.3
80
81
2.6
47
90
3.2
10
79
71
0
.67
79
6
1.2
93
59
1.6
66
60
1.9
93
94
2.3
80
02
2.6
46
86
3.2
09
03
72
0
.67
79
1
1.2
93
42
1.6
66
29
1.9
93
46
2.3
79
26
2.6
45
85
3.2
07
33
73
0
.67
78
7
1.2
93
26
1.6
66
00
1.9
93
00
2.3
78
52
2.6
44
87
3.2
05
67
74
0
.67
78
2
1.2
93
10
1.6
65
71
1.9
92
54
2.3
77
80
2.6
43
91
3.2
04
06
75
0
.67
77
8
1.2
92
94
1.6
65
43
1.9
92
10
2.3
77
10
2.6
42
98
3.2
02
49
76
0
.67
77
3
1.2
92
79
1.6
65
15
1.9
91
67
2.3
76
42
2.6
42
08
3.2
00
96
77
0
.67
76
9
1.2
92
64
1.6
64
88
1.9
91
25
2.3
75
76
2.6
41
20
3.1
99
48
78
0
.67
76
5
1.2
92
50
1.6
64
62
1.9
90
85
2.3
75
11
2.6
40
34
3.1
98
04
79
0
.67
76
1
1.2
92
36
1.6
64
37
1.9
90
45
2.3
74
48
2.6
39
50
3.1
96
63
80
0
.67
75
7
1.2
92
22
1.6
64
12
1.9
90
06
2.3
73
87
2.6
38
69
3.1
95
26
Titik
Persen
tase
Distrib
usi t (d
k =
81
–1
20
)
Pr
Df
0.2
5
0.1
0
0.0
5
0.0
25
0.0
1
0.0
05
0.0
01
0.5
0
0.2
0
0.1
0
0.0
50
0.0
2
0.0
10
0.0
02
81
0
.67
75
3
1.2
92
09
1.6
63
88
1.9
89
69
2.3
73
27
2.6
37
90
3.1
93
92
82
0
.67
74
9
1.2
91
96
1.6
63
65
1.9
89
32
2.3
72
69
2.6
37
12
3.1
92
62
83
0
.67
74
6
1.2
91
83
1.6
63
42
1.9
88
96
2.3
72
12
2.6
36
37
3.1
91
35
84
0
.67
74
2
1.2
91
71
1.6
63
20
1.9
88
61
2.3
71
56
2.6
35
63
3.1
90
11
85
0
.67
73
9
1.2
91
59
1.6
62
98
1.9
88
27
2.3
71
02
2.6
34
91
3.1
88
90
86
0
.67
73
5
1.2
91
47
1.6
62
77
1.9
87
93
2.3
70
49
2.6
34
21
3.1
87
72
87
0
.67
73
2
1.2
91
36
1.6
62
56
1.9
87
61
2.3
69
98
2.6
33
53
3.1
86
57
88
0
.67
72
9
1.2
91
25
1.6
62
35
1.9
87
29
2.3
69
47
2.6
32
86
3.1
85
44
89
0
.67
72
6
1.2
91
14
1.6
62
16
1.9
86
98
2.3
68
98
2.6
32
20
3.1
84
34
90
0
.67
72
3
1.2
91
03
1.6
61
96
1.9
86
67
2.3
68
50
2.6
31
57
3.1
83
27
91
0
.67
72
0
1.2
90
92
1.6
61
77
1.9
86
38
2.3
68
03
2.6
30
94
3.1
82
22
92
0
.67
71
7
1.2
90
82
1.6
61
59
1.9
86
09
2.3
67
57
2.6
30
33
3.1
81
19
93
0
.67
71
4
1.2
90
72
1.6
61
40
1.9
85
80
2.3
67
12
2.6
29
73
3.1
80
19
94
0
.67
71
1
1.2
90
62
1.6
61
23
1.9
85
52
2.3
66
67
2.6
29
15
3.1
79
21
95
0
.67
70
8
1.2
90
53
1.6
61
05
1.9
85
25
2.3
66
24
2.6
28
58
3.1
78
25
96
0
.67
70
5
1.2
90
43
1.6
60
88
1.9
84
98
2.3
65
82
2.6
28
02
3.1
77
31
97
0
.67
70
3
1.2
90
34
1.6
60
71
1.9
84
72
2.3
65
41
2.6
27
47
3.1
76
39
98
0
.67
70
0
1.2
90
25
1.6
60
55
1.9
84
47
2.3
65
00
2.6
26
93
3.1
75
49
99
0
.67
69
8
1.2
90
16
1.6
60
39
1.9
84
22
2.3
64
61
2.6
26
41
3.1
74
60
10
0
0.6
76
95
1.2
90
07
1.6
60
23
1.9
83
97
2.3
64
22
2.6
25
89
3.1
73
74
10
1
0.6
76
93
1.2
89
99
1.6
60
08
1.9
83
73
2.3
63
84
2.6
25
39
3.1
72
89
10
2
0.6
76
90
1.2
89
91
1.6
59
93
1.9
83
50
2.3
63
46
2.6
24
89
3.1
72
06
10
3
0.6
76
88
1.2
89
82
1.6
59
78
1.9
83
26
2.3
63
10
2.6
24
41
3.1
71
25
10
4
0.6
76
86
1.2
89
74
1.6
59
64
1.9
83
04
2.3
62
74
2.6
23
93
3.1
70
45
10
5
0.6
76
83
1.2
89
67
1.6
59
50
1.9
82
82
2.3
62
39
2.6
23
47
3.1
69
67
10
6
0.6
76
81
1.2
89
59
1.6
59
36
1.9
82
60
2.3
62
04
2.6
23
01
3.1
68
90
10
7
0.6
76
79
1.2
89
51
1.6
59
22
1.9
82
38
2.3
61
70
2.6
22
56
3.1
68
15
10
8
0.6
76
77
1.2
89
44
1.6
59
09
1.9
82
17
2.3
61
37
2.6
22
12
3.1
67
41
10
9
0.6
76
75
1.2
89
37
1.6
58
95
1.9
81
97
2.3
61
05
2.6
21
69
3.1
66
69
11
0
0.6
76
73
1.2
89
30
1.6
58
82
1.9
81
77
2.3
60
73
2.6
21
26
3.1
65
98
11
1
0.6
76
71
1.2
89
22
1.6
58
70
1.9
81
57
2.3
60
41
2.6
20
85
3.1
65
28
11
2
0.6
76
69
1.2
89
16
1.6
58
57
1.9
81
37
2.3
60
10
2.6
20
44
3.1
64
60
11
3
0.6
76
67
1.2
89
09
1.6
58
45
1.9
81
18
2.3
59
80
2.6
20
04
3.1
63
92
11
4
0.6
76
65
1.2
89
02
1.6
58
33
1.9
80
99
2.3
59
50
2.6
19
64
3.1
63
26
11
5
0.6
76
63
1.2
88
96
1.6
58
21
1.9
80
81
2.3
59
21
2.6
19
26
3.1
62
62
11
6
0.6
76
61
1.2
88
89
1.6
58
10
1.9
80
63
2.3
58
92
2.6
18
88
3.1
61
98
11
7
0.6
76
59
1.2
88
83
1.6
57
98
1.9
80
45
2.3
58
64
2.6
18
50
3.1
61
35
11
8
0.6
76
57
1.2
88
77
1.6
57
87
1.9
80
27
2.3
58
37
2.6
18
14
3.1
60
74
11
9
0.6
76
56
1.2
88
71
1.6
57
76
1.9
80
10
2.3
58
09
2.6
17
78
3.1
60
13
12
0
0.6
76
54
1.2
88
65
1.6
57
65
1.9
79
93
2.3
57
82
2.6
17
42
3.1
59
54
