! 776 770 1 73 2à äg 7U ± `gß ªÃU G ¡ iU 10RQ%à ä cU î èI:OR8
180
!(B9777'D#A6=/ <163574;@?720C"$0-; 174;<16&%3)C>.8: 2* + ,7
Transcript of ! 776 770 1 73 2à äg 7U ± `gß ªÃU G ¡ iU 10RQ%à ä cU î èI:OR8
7 7 6
7 7 0
1 7 3
2
7
i
1 ..................................................................................................................... 1 % .......................................................................................................................... 1 % ............................................................................................................... 1 (% ................................................... 1 )% ..................................... 2 % ............................................ 3
+% ......................................................................... 4 % ....................................................................................................................... 5 % ................................................................................................................... 5 % .............................................................................................................................. 6
................................................................ 7 1. ................................................................................................................................ 7 2. ..................................................................................... 7 3. .............................................................................................................. 8 4. ................................................................................................................ 11 5. ......................................................................................................... 13 6. .............................................................................................................................. 14
..................................................................................................................................... 15 ................................................................................................................ 17
% ........................................................................................................................ 17 (% ...................................................................................................................... 17 )% ......................................................................................................................... 18 % ................................................................................................... 18 1 ...................................................................................................................... 18 2 ............................................................................................................... 19 3 ............................................................................................................... 19 4 .......................................................................................................................... 19 5 ................................................................................................................................. 20 6 ............................................................................................................ 20 7 ................................................................ 20
ii
8 JASSO ...................................................................... 21 9 ............................................................................................................... 21 % ..................................................................................................................... 22
.................................................... 175 .............................................................................................................. 175
1. ................................................................................................... 175 2. 24 .................................................................... 176 3. ................................................................................. 176 4. ................................................. 178 5. ............................... 179 6. ............................................................... 181
.................................................................................................................. 181 2 ............................................................................................... 183 3 ............................................................................................... 185 4 ........................................................................................................ 186
7. ............................................................................................ 187 8. .......................................................................................................... 188
1 ............................................................................................................ 188 2 ................................................................................................................... 189 3 ........................................................................................................ 190
.............................................................................. 191 9.
............................................................................................................................ 193 (% ......................................................................................................... 193 )% ............................................ 195 % ................................................... 200
+% + .......................................................................... 205 ,% .......................................................................................... 208
.................... 211 % .......................................................................................................................... 211 % ............................................................................................. 211 1 ............................................................................................................. 211 2 .................................................................................................................... 212
iii
% ...................................................................................................................... 213 (% ................................................................................... 213 )% ................................................................................... 216 % ................................................................................... 218
% ............................................................................................................................. 226 % .......................................................................................................................... 227
.................................................................................................................. 229 1. ............................................................................................................................ 229 2. ......................................................................................................................... 230 3. ............................................................................................................................ 230
(% —
230 )% ............................................... 245 % ......... 250
+% ................................................................. 259 ,% JASSO 3
3 ............................................................................................ 269 4. ................................................................................................................................ 276 5. .............................................................................................................. 277
............................................................... 295 % ............................................................................... 295 (% .......................................................................................... 295 )% ..................................................................................................... 295 % ................................................................................................................ 296
+% ................................................................................................................ 296 ,% ....................................................................................... 296 -% .................................................................................................................... 297 % ............................................................. 297 % ..................... 299 % ....................................................................... 300 % ............................................................................................. 301
1
1
%
L
L
%
(%
L
2
L
.
)-
) L L
L L
L
Tinto
L
L
)%
m
+ ” L
3
L
%
L
L
20 15
24
L
L
L
1,146 703
61.3 L
4
)-
L )+
(0
a
+%
28
19 45
722 L
L L
L
L
a
L
5
%
). 0
(
(
((
((
)
*(
(
%
”
6
L
%
7
Å
1. 2005 2011
L L 1
a
L
3 4
5
2.
4
4 2012 2005 84.5
8
61.4 68.0 87.4 L 1 2016b
2008
4
L
L
2009 2009
4 29.3 2 28.9
1 24.6 3 17.0 5 6 0.3
4 2
※ L ※ 2015
1 1 →
L 2007 2009 3
2014 4
8.0 L 1 2.3
2.3 8.0 a 28.8
4 4
4 2 1 3
3. 1 4 1 2
2 4
L 2
1 L
L
1 3 42012 2004
9
1 2
L 2 4 L
1
L
L DesJardins, 2003
1
DesJardins, 2003, p. 422 Figure 8.1: Failure Times of Electronic
Components
1
L
” L DesJardins,
2003
1 Failure Rate
Failu
re R
ate
Elapsed Time
Early Failure
Wear Out
Normal Life
10
DesJardins, 2003
1984 L
1
4 L
L
3 4,000 2,000
2005 11 1 2 2 2006 3 2 2006
11 2 3 2008 1 4 2009 12 5
2011 2 6 5 1
3 4,000
3 4 5
1 2 4
3 2,906 4 1,990 5
1,534 L 4 1 2
1 4,000
L L
2 17 21
2007 2008L
2016a L
11
2
“ 2016 3 1
http://ump.p.u-tokyo.ac.jp/crump/cat77/cat81/
4. 1 2 2 4
3 4 5
1 3
3 3 3 1
3 5
1
L 1 50.0 5 56.1
L 3
1
51.3 5 57.3 L
3 1 500 700
0
12
3
1 22.7 5 27.0
1
3 2005 11 1 2006
11 2 2008 1
4 2009 12 2
L 3
1 56.7 5 63.0
3
�� 50.0 48.5 44.9 43.9�� 50.0 51.5 55.1 56.1
��
3
�$4�4��4�� 23.8 23.4 22.1 21.6%�4��"'4&4��4�� 25.0 22.2 21.0 21.1%�4��4#� 51.3 54.4 56.9 57.3
��
3
+))���� 15.7 14.3 14.0 13.5+))7,))���� 20.1 19.3 19.2 19.9,))7-))���� 22.9 23.6 23.4 23.8-))7*()))���� 18.2 19.6 20.6 20.3*()))��! 18.0 18.5 18.8 18.6� � 5.1 4.7 4.0 3.8
��
3
�12/ 22.7 24.0 25.8 27.0�1� 23.6 24.1 24.0 24.7�03. 29.9 29.5 28.8 27.5�1� 14.7 14.1 13.5 13.4�12/ 9.1 8.3 7.8 7.3� � .1 .0 .1 .1
��
N
�1 �52005�11�6
�3 �52006�11�6
�4 �52008�1�6
�5 �52009�12�6
100.0 100.0 100.0 100.0
100.0 100.0 100.0 100.0
100.0 100.0 100.0 100.0
4,000 2,906 1,990 1,534
100.0 100.0100.0 100.0
13
2
5.
3
3 L 3 4 5 3
1 34 1
804 2 4
99.005 L a 0.995 3
1
1 2 L a L 5
2 803 4 4
5 3 4 2 5
L L 3
2 5 0 9 1
������� 56.7 59.5 61.5 63.0���� 43.4 40.5 38.5 37.0
��
2 3 8 0 64
����� 48.6 51.0 52.4���� 51.4 49.0 47.6
��
2 3 8 0 64
����� 57.2 58.6���� 42.8 41.4
��
2 3 8 0 64
����� 58.1���� 41.9
��
N 1,5344,000 1,990
- - - 100.0
-
2,906
- - 100.0 100.0
-
5����200912�
100.0 100.0 100.0
--
--
-
4����20081�
---
---
100.0 100.0 100.0 100.0
1����200511�
3����200611�
14
5 3 96.015 L
3.985 L L 4 2
4
1 4 L
L L
3 1 2
6.
1 2 2
4
L
1 2 2 4
L
2 3 ”
99.014 99.005 96.015
0.986 0.995 3.985
0.00010.00020.00030.00040.00050.00060.00070.00080.00090.000
100.000
����
1���#2��!+n=1,014,
+-,
1���#2��!+n=804,
+.,
2���#4��!+n=803,
3 �"��� ��&)'(+��1�� ����%��,
+*,
� "�������$ ������
15
2014 149 pp. 1-16.
2009 4 5
3319 7.3 2.1 5.3 2.7
2004
→ pp.
91-100.
2008 33
2007
1
2008 33 11
pp. 107-126.
2012 IDE3 No. 546 pp. 64-67.
3333 2016a 33
3333 2016b 33
110 .
1984 39
pp. 140-153.
※ 2015 2016
DesJardins, Stephen L., 2003, “Event History Methods: Conceptual Issues and an
Application to Student Departure from College,” John C. Smart ed., Higher Education:
Handbook of Theory and Research, Vol. 18, New York: Springer, pp. 421-471.
16
17
L
L
20 15
24
L
L
L
% (%
20 L 20
17
L
18
)%
L
%
L
L
1
8 9
L
L
19
“
L
→
2
※
L
3
8
9
L
4
L
L
L
20
L
L
L
― 8
9
L
5
8 a 9
L
L
10
→ L
”
6
L
L
7
1
21
L
8 JASSO
L
L
L
9
8 11
9 ※
L L
L
a L
L
a L
JAASO
22
JASSO
a
L
%
L
23
( :2
),+ +0 ++ -+. ,(%.
(.
)
) +
(, , ) (
+
P ※
8). )+ (.
0 + ( .
(%- .) ,+ ( / /
24
:2
)+ m Å
m )( m -) /
m ( m -
) (( %/ %(- %0,
) () (% , (% ,
) ( (%(( %+ (%,
) (+ (%)/ %(- (%+
) (, () ( %,. %,.
) (,
m m
m ⇒
⇒
( ⇒
)
―
25
→
→
m ※
)-
).
Å
←
26
) (( (%/
) () )%/.
) ( (%/)
) (+ (%).
) (, () ( )% )
) (( ) (, ),%) → )+%+ ()%)
0%/
→
※
P
27
%
).
- (/%
/ ( %
0 )%
).
() ,%+
( +%
V ―
W ―
X
28
%
Å
8)+ m )
() - )( +
m . m (, m ()
), ,-
)%.-
m ,+ m +-
0
m
), .+
29
)/ ( (,
※
※
30
( :2
. + .+/ .). 0.- (,,
) . )+) (. +0-
(+
,
) ()
,
) ).
( +)
)) . .
Å
:2
:2
31
※
(
(
6
),
Ⅱ ※ ※
Ⅱ
Ⅱ
( 0+ ,./
0 ( -(.
.) .(- , .
)) +-
( 0+ ). )
,(- .
(.0 (
.) .(-
+( +)0 ,.
( 0+
--+ +/
)+ (/0 ( ( +) () +
), (// ( , 0 ( +
)- (/0 ( - , (. (
). +/ / , + ( )/ ( (
32
m m
m
→
P (
Å
→
33
Å
m
Å
m
→
34
)+ 0. ). ,, 0 -
), +( +, +0 (( /
)- -0 )0/ +- (0 -
). 0- )/ +( )( - )/ ( (
m (
(
35
※
m m
⇒
→ Å
%
)+ (- , +0( 0,
), ), 0 )+) ,,
)- ) / ,.) /
). /) (- -/. 0+ Å
36
(
―
, - ― . 0 ―
(( () ― ( ) ―
―
―
― )
%
37
V W
X ⇒
m
m
— — —
※
Å
)
38
( :2
Ⅱ ( )
))% ) %+ +%, .%0
/%- .% %. +)%)
(-%) (%/ %0 (.%(
)+%0 (+%/ %/ ,%0
8). ) ( ( ) ( (
8)- ( (
8), + ( ( (
). ()
( )
(-
(
)
39
T
T (
T
)
8).
,, 00 M ++0 ( -. /
++ )( M - (+ (( -
8). 0. () M +/, ((+ ./ ((0
8)-
+ .0 M / /- -) .-
(, M ( (- ( +
8)- .+ 0- M -0 ( ) .) ((-
8),
- ,+ M ) + ++ ( +.
- (/ M ) ( () ,+
8), -0 .+ M ))+ ,. + ( (
T
40
:2
:2
:2
Ⅱ Ⅱ
). Ⅱ
((%
T:2
T Ⅱ
8). (
8). ,
8).
Ⅱ 8). )/0
Ⅱ 8). .
8). ,
T
T
)-
※ ※ m ※
m 8)-
m (
,+
41
).
+
※
※
T
T
T
)-
%0
)%.
,%
m m
T
42
m m m m
:2
Å
→ Å
:2
T
).
43
(%,
)%.
-%
m
Å
%
((
.
+
( ) +
( (
44
―
%
)
:2
A2 2
m Å
m Å m
m m⇒
45
)- ※ m
Å
:2
46
:2
P
Å
Å
Å
m
)+ ), )-
:2 , %+ ,(%0 ,)%
P
,(
47
/ .
( 0 ,
( - . +
+ /-+ ,
( - -,
:2
:2
V
W
※ ※
), ( +
( 0,
(/
,
48
)+ %.
), %-
)- (%
m m
m
m
⇒ ⇒
⇒
49
※ ※
※
( Å
) Å
m
m .
⇒
( ⇒
)
+ Å
, ―
-
. ―
/
(-
(-
→
50
Å
Å
V:2
Ⅱ
W
→
X
A2 2
Ⅱ
51
V Ⅱ
―
W
)+ /%)
), .%/
)- .%.
(
→
52
Å
Å
%
). ((
)- (- )- )
), )+ ), (,
―
53
:2
Ⅱ
Ⅱ
Ⅱ
Ⅱ
%
). :2 ))
) (
:2
54
:2
Å
:2
:2
55
( :2
( )
:2 :2
V T
W
X
),
:2
56
V
)+
a :2 Å
b Å
c ()
W
)/
V
W
X
V X
V
W
X
(/ )
V— — ← ) J
57
W
X )
→
m m
58
V
W
X ⇒
―
42
Å
Ⅱ
Ⅱ
Å
59
60
%
(
+
⇒ ⇒
⇒
(( ()
― ―
⇒
⇒
61
%
). ,/ , %,
Åm
/+( ,,
:2
Å
:2
62
:2 )/
—
(
—
)
m m m
m
63
※
) +.- ).( .+0 )
)+ ) ( .. ,() k
), ((+ ). 0, k
)- ( ( )) .)/ k
). /- (0 ./, k
:2
m
m
)+ -0
), --
)- .(
64
Ⅱ
m
Ⅱ
m m
V
W
X
Å
⇒ ⇒
65
V
Å
W
)+ )(
), (.
)- )(
Ⅱ
m
Ⅱ
66
Ⅱ
Ⅱ
→ )+ ),
)-
Ⅱ )-
%
)+ . ), . )- ,0
) )) ( +
Ⅱ ―
(
―
67
%
Ⅱ
:2 (
(
68
( :2
:2 ,
(
:2
/(, (
) (, (
69
,
( ) ,
:2 ) (, )
) (, ) (,
/ /, ⇒
A2
70
) (, (
m
m m
V ―
W
X
⇒
71
V 0- W X
(
) ) ((
+ →
, →
V
W ) (( →
X
-
—
72
Å
) (, (
(
)
+
-
73
(
-
( ) ((
)
) ((
)
)
(
(
74
(
(
)
+
75
⇒
⇒
(
)
-
76
%
77
%
(
)
0.
78
(
)
+
,
-
79
( )
/
80
( :2
) (,
/.
(,-
)/
T
T
T T
P
) (+ )0 0
) ( )+. +
) () )- -
m m
) (( )
V
(
81
)
m
( /+(
) ,,
P ) (,
)
) ( ), .-
) (+ )- -+
) (, ). .
:2
:2
V
(
) (
W
82
X
)
(
) )/ (
[
m+
V
V
W m V
m
Xm
83
m m
m
m
()
84
—
(
V
W )%,
V
Å
V
W
C63
X
Ⅱ Ⅱ
Ⅱ
Å
85
m
6
P
m Ⅰ
V
⇒
m
W %-
X
) (+ ( ( ( ) (
) ( ( ( ( (
) () ( ( ) ) ( ( + +
86
V
V
W m V
Xm
87
(
(
%
m
V
m
W (, () (,
⇒
X
⇒ m m
88
) (+ +/ 0 )( ++ (( (, 0 ) /0 (-0
) ( .( 0- )0 . (+ (/ / ( ()) (-(
) () -( ( ( ) ) () (0 ) , 0+ (,.
P
P Å
) (+ %- -%/0 )+,)
) ( ,% 0 -%.) ) 0.
) () +% . -%/ ) /
P Å
m m m
(, () (,
⇒
m
m m m
m
89
⇒
m m m
m
⇒
⇒ m
%
⇒
(
(
90
P
⇒ (
( + m
→
—
91
Å
⇒
()
92
P
( :2
8).
3 4 6 8 5
( (, (-- (0 ( , ( )-(
) )/ ,+ ,0 / , ), ),.
+ - , (+ (
+- ))+ /+ ,- ( ) 0 ,,(
8). ). / (
3 4 6 8 5
( (++ (0+ (-) )+ (- /. ..+
) .) --. ,+/ ( +0 )-. )++.
+0 .0 +- ( ,/ ) ).+
,-, 0+ .,- ( + .(+ /- +0,
3 4 6 8 5
( , 0 (.
) ( )
( ( %, )
(
)
P
3 4
8 5
93
) :2
8).
-(
((
.0
(
,
).
V ) )-
( , ),
) (0 ), ,
)+ (. ). 0
), (- 0,
)- (0
W ) )-
Å
)
)+ +
), ((
), 0
:2
94
L a
:2
./ ()
⇒ +
7 2 %
A 694+,
, (
(
(
) , . (
P
+
(%
)%
%
8). +,) )(, (.
95
+%
,%
-%
m m
0
⇒
)% ⇒
0 ) Å ⇒
+(
⇒
)%
%
Å
+%
+) ⇒
((
, ( )
―
96
→
Å
-
) ( (
) (+ (
) (, )
-
97
→
%
)
― + ―
Å
) ,
. (
P
98
%
(
:2
:2
99
V
( :2
( 0(.
) (.,0
( ) ),
)
).
( (+, +
) (,, ()
�m9< wuvy)*
��%� &W�6
vt1W
wta7
xt'^HC
�#i vt1W
��)I��� wta7
xto4
vt1W
wta7
xto4
vt1W
wta7
xto4
vt1W
wta7
xto4
�.�
z����
( �#i�#��bY�B�R���'^�/�- ���Y
'^- �_8:qR
y;�}; {u���� xv�
�!##�"�jrG�"�fs~ �#i �)*�#@1W�G��O�Y 1WR ~ wu�� xu�
�!##�"�j���f�~ �#i�)*�1W���)*��[���������1>�]���Y
1WR ~ vu�� z}�
( �#i=#3%�j\Ak5Z�����J��#d�$T��Y
'^HCR v; K`Y��
( �#i +#SN���#@�F���O�Y y; vw�� v�
vx�
( �#i +#SN���#@�F���O�Y y; wy���� v�
( G��O�#I�E0�2��MQ�Sg��Y y; vz�� y�
( �#i #@�F���O��+#SN�,�Y y; zu����
(�#i�L#I�G���
#Y�l���O�#I�UD��#�n�Y y; vw�� z|�
���� �������
�P (c e? hX V�)p
100
- :2
( ) Å
P
P8)+ +- )
V m
W
X
W X
W
:2 ) (,
:2
:2
8). :2 )+ .
0(%
Sm % /%.
101
) (( (%- %- )%)
) () (%- %. )%
) ( (%- %/ )%
) (+ (%/ %, )%
) (, () ( %. % (%
) (,
m m
(
ⅡT T Ⅱ T
)
V
W
X ※
(
→ %
m →
) (, ) (+
P
G
102
H
)
V
W :2
X
[
V
W
V :2
W
6D%
Å
V
Å
W
103
X
) (( %/.
) () %,)
) ( %-)
) (+ (%))
) (, () ( (%+. +
P m
→
S
) (,
V
W :2
X
104
[
V Ⅱ
W
X
%
8).
+ ― )%( )%)
― / %
8).
0 ― )%0 )%0
V ― ) ―
W
105
V:2 8). +.
T
W
P
X
[
%
V
W
X
P V Å
+ :2 :2 ) +/
) , ( + ( (0 0 ) )0 ((
0 () + +0 0 , ,0 . - -0 / . .0 -
/ /0 + 0 00 (
P
106
V
W
107
E( :2
G -
H .
E)
G
H Ⅱ
E
G
G
P m
G ) (, .0
G
108
:2
G ) (, ), (+ )
(
)- -0 )
)+ ((+ (0
), .) (
)- 0 (
)
+
, (
m m
(
)
+
109
( ((
,
(
( ((
(
) V W
X
m (
→ →
m
m →
→
110
Ⅱ m
(
)
Å
(
V
)- )- ()
W
111
)+ (+
), (, 0
)- + ( (.
)
+
),
(
Å Å
⇒
)
112
(
(
)
),
+ ⇒
Å
,
-
Ⅱ
%
(
)
113
(
) ―
( ( (
α
Å
%
(
)
114
( (
Å )
Å
)
115
( :2
V +./
W -+(
+)
(
,%+
(
)
V
W
) (( ) (+
m
(
( (
116
:2
:2
:2 () S
V (
W
X
) (-
V m m ) (-
m
W
) (-
) (-
+ +
+ +
117
)- %-.
.% +%( (.% (+%-
%(
⇒
m m
Å
m m
V Å
W
X
:2 m m
:2 :2
118
Å
⇒
Ⅱ Ⅱ Ⅱ Ⅱ
/
7 2 (%
V
⇒
W
119
)- ). -
(-
⇒
⇒
120
%
, -
(+
( () )0
V
W ―
V
W
m
%
V
W
X
121
V
) (+
) (, (,
) (-
W
W
V:2
:2 ) (-
) (- ( )
122
W
()
X
( )
���
���
���
���
���
���
� � �
���
���
� � �
���
���
� � �
���
���
���
��
130
:2
:2 (
(), ()
Å
※ V
(/ W
Å
—
(,
131
)/
)- ,
2+
Ⅱ Ⅱ
Ⅱ
Å
Å
:2
Ⅱ
⇒
). +-+
+
132
133
( :2
((-
./
:2
( , + :2
:2 :2
:2
Å ), ()%,
134
:2
(
)
Ⅱ
)
%
135
(
)
Å
(
)
Å
+
,
-
.
/
(
)
+ ) ※
(
)
+
136
(
)
(
)
P
%
(
)
(%
(
)
:2
137
1
m
1
), ,- )- ++ ). (
), )/ )- (- ). ()
( ⇒ m
( )-
), )- ( ).
), ). (
m)+
m m
1 ⇒
1 ⇒
138
―
⇒
m
), )-
00
Å
m m m
m)+ m
Å m
139
m
m
m
m
Å
1
), 1
)- 1
). 1
140
⇒
%
)- (% )
),
(
141
―
+
%
V
W
X
(
)
Å
142
:2
:2
143
( :2
) (,
()%- ) 0)+
)(% + 0)
% .,
), ) ( ) (+
(, ) ( ) (+
( ( ) ( ) (+
) ( -(0 ,,
) (( +-+ +++
) () +.. +
) ( .) .)
) (+ (/ (/
) ()
) ()
) ((
144
:2
) - )( +(
),
.)
(0 )+-
V
※ m
W
X
[
(, (
]
145
). )-
.. )/0 //
++ / . (/
% -/
% → 0-
% → ,(
% ,-
% )
% -
% (/
% )
% -+
m m
⇒
⇒
Å
※
146
m
T T
147
Å
V
) (+ ( +, ) ( ) () (, %,
) (( ) ,0%, ) ( ) 0-
W
) (+ ( ) ( ( ) () ( ) (( +
) ( +
X
) (+ (, ) ( (+ ) () (- ) (( (,
) (
⇒ ⇒
Ⅱ Å
148
m
m
.
) (- Å
Å
149
Ⅱ
m m
Å
150
). ).
)/- (/0 0.
(. . (
, + (
, ,
T
151
T
T
Å
152
%
)- ). (( Ⅱ Ⅱ (
Ⅱ
)
+ ( 0 (0 , (0
0 ) ( (( 0
⇒
Ⅱ ―
⇒
2
153
3
4
T
Å T
%
2
3
4
T
T
154
2
4
Å
2
4
155
( :2
V
) (+ + ,-) (+%( (
--
W
) (+ . )(+ ))%) (
//
X
) (+ (
)
) ((
) (,
V
) (+ /. -- )( (
) ( ) (,
W
) (+ ( ) ((
156
m
- Ⅱ
) ( ) ( (-
) (( ()
:2
,
m m m ⇒
m
m ⇒
m
( +
- (
( / +
) (+ ( -/+
,%) ( 0
⇒ m
157
m
) (+ ( +(
%/ ( (-
⇒ )
+ . 7 2 %/
7 2 +% 2
7 7 2 ,% ) (+ +--
(%+ ( +0
) (.
) ()
) (, ) (-
) (.
,
-
+
:2
+
)- +.. +) . ,/
((, + - -/
158
(0(
m m →
m
m m
m m
⇒
→
,
m m
m m m
((
( ,
)- (/(
(++
(
159
:2
:2
Å
R
160
m ) ((
)-%/ ) (,
%/ ) (( + ) (,
)
Å
m
�
161
((
( )
Å
)- ,,. ) / (/,
((
162
%
,
. / ( )
V (
―
(
W
X
() (
V
W
163
X
:2
%
m
:2
164
m m
:2
V
m m
:2 m
m
W
:2
165
( :2
G 8)/%(
( ) 0 +.%
H ). )+ (
P Å
Å
() - ) )
I
V
Å m ( )
(
W
166
:2
:2
:2 +.%
:2
V
(
). 0 )- ( ), ((
W
(
). ( ) ) ( ,
)- . ), -
X
). ( )- ), (
++
))
), (
)( )
167
P Å
( ,
)/
:2
P ※
V
8) (./ 8)+ (+/ 8), (,( 8)- ) + 8). (,) 8)/%)
W Ⅱ Ⅱ
m m
V
⇒
W
⇒
P
168
a
P ※
b
(
X
P
P
P
P
V
W
X
Ⅱ
[
]
169
Å
Ⅱ
Ⅱ
), )-
)-
V
8) .. // 8)+ 0- 0+ 8), (( (((
8)- .0 ., 8). . ,
W Ⅱ Ⅱ
X
170
V
W
X
P
←
171
%
)0 ).
( (( ), ).
). +) :2 )) %
() +0 :2 ) %
0( %
P )- :2 (,
)- ,( ++ /, %
(
), )-
P(
P) m Ⅱ m―
m― , )( (( )( m
Ⅱ
. )0 ).
(
( ), ).
T
P( +
172
P)
+P
( (
- (
+- :2 )) T +
( (
() (
, :2 , T (
P
P )-
%
P
173
), :2
), () (- )
.,0
,.) .,%+ (/- )+%, ( %(
2B9 ,+0 2B9 ) / )
2B9 Å / -+ (+.
, ( )/, , (/( ( -, ,.)
(/0 ((( ( ,/ ) ,.)
,.) .,%+
) (/0 (((
V
W 2B9
X 2B9
2B9
※
174
![해외여행보험보통약관 - 현대백화점img.e-hyundai.com/images/tour/co_main/images2/insurance... · 2010. 10. 15. · Ô³%C & J Gß+ )* Y v]§$ · ÕÜ+ Gß+ )*$ a\9U!"](https://static.fdocument.pub/doc/165x107/608f17bcac6f6049f2117b3b/eee-eoeeimge-2010-10-15-c-.jpg)
![Zindagi-2018-07 - Julyzindgienau.com/Issues/2018/July2018/images/PDF/July-2018.pdf · (~/+−Zw°¦*****ÑÑÑññÑññ)]Zg÷áZ w]q gß{Š ñÅVâ›~y*zy 6,b) gzZ] ÑqÆV•Z›](https://static.fdocument.pub/doc/165x107/5eada8e35762ac5a4344359f/zindagi-2018-07-azwzgz-wq-g-vayzy.jpg)
