| 1222091 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902088 |
Accepted (44 ms, 128 KB) |
C
|
307 B |
2024/10/18 13:44:08 |
| 1217969 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B13502171 |
Accepted (52 ms, 128 KB) |
C
|
318 B |
2024/10/10 18:16:41 |
| 1217968 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B13502171 |
Wrong Answer (score: 50) |
C
|
461 B |
2024/10/10 18:14:16 |
| 1217966 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B13502171 |
Wrong Answer (score: 50) |
C
|
485 B |
2024/10/10 18:12:34 |
| 1196287 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11209035 |
Accepted (65 ms, 128 KB) |
C
|
273 B |
2024/07/20 09:37:42 |
| 1153101 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
pyt405133 |
Wrong Answer (score: 0) |
Python 3
|
628 B |
2024/03/30 09:44:58 |
| 1080290 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
PYON360127 |
Accepted (102 ms, 3 MB) |
Python 3
|
258 B |
2023/10/10 18:59:03 |
| 1071327 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B10B01001 |
Wrong Answer (score: 50) |
C
|
633 B |
2023/09/27 08:17:17 |
| 1071314 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B09902080_CSIE1210_1121 |
Wrong Answer (score: 50) |
C
|
866 B |
2023/09/27 06:15:02 |
| 1071308 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902064 |
Accepted (103 ms, 128 KB) |
C
|
430 B |
2023/09/27 04:34:55 |
| 1071307 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902064 |
Wrong Answer (score: 90) |
C
|
427 B |
2023/09/27 04:00:19 |
| 1071306 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902064 |
Wrong Answer (score: 0) |
C
|
352 B |
2023/09/27 03:53:31 |
| 1071305 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902064 |
Wrong Answer (score: 0) |
C
|
348 B |
2023/09/27 03:50:50 |
| 1071304 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902064 |
Compilation Error |
C
|
294 B |
2023/09/27 02:53:48 |
| 1071242 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
R11944072 |
Accepted (117 ms, 128 KB) |
C
|
274 B |
2023/09/27 01:05:58 |
| 1071180 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902055 |
Accepted (50 ms, 128 KB) |
C
|
288 B |
2023/09/26 23:01:18 |
| 1071076 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B10502113 |
Accepted (56 ms, 128 KB) |
C
|
339 B |
2023/09/26 20:37:24 |
| 1070768 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11801027 |
Accepted (71 ms, 128 KB) |
C
|
398 B |
2023/09/26 03:11:39 |
| 1070754 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B10502057 |
Accepted (54 ms, 128 KB) |
C
|
296 B |
2023/09/26 01:41:23 |
| 1070733 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B10502057 |
Accepted (52 ms, 128 KB) |
C
|
637 B |
2023/09/26 00:02:28 |
| 1070714 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B10502057 |
Wrong Answer (score: 0) |
C
|
540 B |
2023/09/25 23:18:00 |
| 1070173 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902151 |
Accepted (82 ms, 128 KB) |
C
|
288 B |
2023/09/25 00:39:46 |
| 1070172 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902151 |
Wrong Answer (score: 90) |
C
|
323 B |
2023/09/25 00:37:12 |
| 1070149 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902151 |
Wrong Answer (score: 90) |
C
|
323 B |
2023/09/24 23:55:46 |
| 1070146 |
3453 |
112CP_w03_Group1-1 Q2 Trapezoidal Approximation
P
|
B11902151 |
Wrong Answer (score: 40) |
C
|
314 B |
2023/09/24 23:48:22 |
