論理名 |
型 |
物理名 |
備考 |
KEY |
9(004) |
KEY |
|
|
9(001) |
IKC |
|
|
[OUUCRS24] |
1 |
S9(009) |
UD |
U |
UKD |
[OUUCRS24] |
2 |
S9(009) |
UKD |
3 |
S9(009) |
UKD |
4 |
S9(009) |
UKD |
5 |
S9(009) |
UKD |
6 |
S9(009) |
UKD |
7 |
S9(009) |
UKD |
8 |
S9(009) |
UKD |
9 |
S9(009) |
UKD |
10 |
S9(009) |
UKD |
11 |
S9(009) |
UKD |
12 |
S9(009) |
UKD |
13 |
S9(009) |
UKD |
14 |
S9(009) |
UKD |
15 |
S9(009) |
UKD |
16 |
S9(009) |
UKD |
17 |
S9(009) |
UKD |
18 |
S9(009) |
UKD |
19 |
S9(009) |
UKD |
20 |
S9(009) |
UKD |
21 |
S9(009) |
UKD |
22 |
S9(009) |
UKD |
23 |
S9(009) |
UKD |
24 |
S9(009) |
UKD |
|
|
S9(010) |
TU |
AOTU |
|
|
S9(010) |
ANTU |
|
|
[OUUCRS24] |
1 |
S9(009) |
AD |
A |
AKD |
[OUUCRS24] |
2 |
S9(009) |
AKD |
3 |
S9(009) |
AKD |
4 |
S9(009) |
AKD |
5 |
S9(009) |
AKD |
6 |
S9(009) |
AKD |
7 |
S9(009) |
AKD |
8 |
S9(009) |
AKD |
9 |
S9(009) |
AKD |
10 |
S9(009) |
AKD |
11 |
S9(009) |
AKD |
12 |
S9(009) |
AKD |
13 |
S9(009) |
AKD |
14 |
S9(009) |
AKD |
15 |
S9(009) |
AKD |
16 |
S9(009) |
AKD |
17 |
S9(009) |
AKD |
18 |
S9(009) |
AKD |
19 |
S9(009) |
AKD |
20 |
S9(009) |
AKD |
21 |
S9(009) |
AKD |
22 |
S9(009) |
AKD |
23 |
S9(009) |
AKD |
24 |
S9(009) |
AKD |
|
|
S9(010) |
TA |
AOTA |
|
|
S9(010) |
ANTA |
|
年月 |
年 |
9(004) |
NG |
N |
|
月 |
9(002) |
G |
|
|
|
9(001) |
TC |
TC1 |
|
|
9(001) |
TC2 |
|
|
9(001) |
BC |
|
F |
X(025) |
F |
|
|
9(001) |
SEN |
|