Tỷ lệ thất nghiệp của Nhật Bản giảm lần đầu tiên sau 5 tháng

Theo Kyodo 16:18 25/12/2020

Tỷ lệ thất nghiệp của Nhật Bản trong tháng 11 là 2,9%, giảm so với mức 3,1% của tháng 10 và đánh dấu lần giảm đầu tiên sau 5 tháng.

4bu4Yzom4bqh4bq/e8O1w7Xhu6gqw7LDlGTDtOG6v8SDKkDDlOG7pSbhur/huqcmw7RjN8O0JuG7h2JjZOG6p8OyJuG6oeG7l3sm4buGYznDtCbDgCLhu4cmYmQi4buBJuG6vzjhu4cmw6M44buRJsO0ZOG6teG7hybDtXvhu5EmISbDtGN94buHYuG7uC9jOkDhu7jDsibhuqHhur97w7XDteG7qCrDskPEg3vhuqMqQMOU4bulJuG6v+G6pybDtGM3w7Qm4buHYmNk4bqnw7Im4bqh4buXeybhu4ZjOcO0JsOAIuG7hybDtOG7j+G7g+G7h2Imw7RjfeG7h2ImOjom4bq/WyY7WT7hu7BZJmJkIuG7gSbDteG7gyZxbGQm4buB4bud4bqhJixZOuG7sCbhuqHhu5d7JsO0Y33hu4diJjo/JnFbJsOjfeG7h2Mm4bqjN+G7kSbhur844buHJmJkIuG7gSbDozjhu5Emw7Rk4bq14buHJsO1e+G7kSYhJsO0Y33hu4diw53hu7gvw7JA4bu4w7Im4bqh4bq/e8O1w7Xhu6gqw7LhuqB7w7LDtGThu4Phu4cqQOG7uGThu4FiJuG6oeG6v3vDtcO14buoKuG6oeG7gcO1LcOyY+G7g8O04buDKibDtcO0dOG6v8SD4buoKuG6o2TDtcOy4bq/e3RXJsOg4bq/4buD4bqhw6pYJuG7gXvhu49iZOG7hy3hur/Eg+G6q8O0VyZ74buRw7Thu4NYJuG7gXvhu49iZOG7hy3hu49kYmPDtFcme+G7kcO04buDWComw7Rkw7Thur/Eg+G7qCrDlOG7pSbhur/huqcmw7RjN8O0JuG7h2JjZOG6p8OyJuG6oeG7l3sm4buGYznDtCbDgCLhu4cmYmQi4buBJuG6vzjhu4cmw6M44buRJsO0ZOG6teG7hybDtXvhu5EmISbDtGN94buHYiZjZeG7h2MmIuG7h2MmOiomw7Xhu4/huqHhu6gqLy/huqHDneG6o2PhuqHhu4fDnXHhu4cvZOG7gWIv4bqjxIPDtcOqw7Thu4PDsi/huqMtw6B74buDw7Rje+G7h2Nj4buDe8OdceG7hy/hu4fEg3LDtS87PyE6LzopPOG6oyE6KDo8OyjDtCw/KTrhur86w51yxIPDoMOyKiZ74bq/w7Thu6gqw5Thu6Um4bq/4bqnJsO0YzfDtCbhu4diY2ThuqfDsibhuqHhu5d7JuG7hmM5w7Qmw4Ai4buHJmJkIuG7gSbhur844buHJsOjOOG7kSbDtGThurXhu4cmw7V74buRJiEmw7RjfeG7h2IqJuG6o3vDtHstw7Jj4buDw7Thu4Mt4buD4buPZGJk4buHe+G6vy3DteG7j+G6oeG7qCpjw7TDtMOyw7VXLy/huqHhuqPhu4dk4buBYsOdcWTEg8O04buHe+G7gcOy4bq/4buRw7XDnXHhu4cvw7QoOz8v4buRw7Lhur/hu4N74bqjxIPhuqMvw6Dhu4PDqsO0w7Thur0vOz87P186O187IS/DtMO0c3Hhu4df4buHY3vDtF/DoHvhu4df4bq/e+G7g1/huqPhu4Phu4diw53hur3DsmIqJi9A4buGYuG7m21kJuG6ozbhu4cm4bqjZCbhuqFj4buRdOG6reG7hybDtOG7j+G6teG7hybDo+G7m23hu4diJsOyY8OsJsO0XWQmw5Thu4PDqnThu4NZJuG7hmM5w7Qmw4Ai4buHJsOdJuG7tOG7seG7h2NXJsWp4bqqw5Ivw5TDlFNR4buG4bu24bu4L8OyQOG7uMOyJuG6oeG6v3vDtcO14buoKsOyw4Dhu4PhuqN0KkDDgzZ0JuG6ocah4buHYibhur9bJuG6vzjhu4cmw6M44buRJsO0ZOG6teG7hybDquG6rSbDtOG7oybDtGN94buHYiYpLzs/Oz9ZJsO04bulJuG6v+G6pybhu4dbdCbhuqPhu5tsZCbhu4Hhu53huqEmLOG7sMOdJsODNnQm4bq/WybhuqHhu4Phu4cmw7XDrCbhuqPhu4Mmw4Dhu4km4buG4buJZCZx4buVJnFbJsOU4buP4buRdOG6peG7hybDtGPDreG7h2Im4buGYznDtCbDgCLhu4cm4bqhw63hu4diJsOgw6wm4buHYlt0JjshLzo7w53hu7gvw7JA4bu4w7Im4bqh4bq/e8O1w7Xhu6gqw7LDgOG7g+G6o3QqQOG6oGbhu4cmw7RjxIPhu4Mmw7XDrCbhur9k4bqn4buRJuG6oeG7l3smw4Dhu4km4bq+e+G7gybDo+G7ieG7h2Im4buGYznDtCbDgCLhu4dZJsO04bulJuG6v+G6pyZxZOG6p+G6oSbhur9b4buBJsO1NeG7hybhuqHhu4Umw7Thu4/hu4Phu4diJsO0Y33hu4diJjo6JuG6ocah4buHYibDo+G7m27huqEm4bqhImQmw7RjZOG6p+G7h1kmw7Thu6MmOlk/Libhur/hurXhu4cmOlk/KFkm4bqh4buFJuG7h2Jj4bq7eybhur9bJuG6oeG7hSY6Pygm4bqhayZj4buJZCZxZOG6p+G6oSbhur9b4buBJuG6oWPhu4MmOj8/JuG7h2Lhu5ttZCbDtGXhu4EmcWThuqfhuqHDnSbDgzZ0JuG6ocah4buHYibhur9bJsO0Y33hu4diJsO0Y+G7nSZje2Qm4bq/ZOG6teG7hybDtGTDosOyJsO04bulJuG6v+G6pybhu4dbdCbDtDDhu4diw53hu7gvw7JA4bu4w7Im4bqh4bq/e8O1w7Xhu6gqw7LDgOG7g+G6o3QqQMOU4bulJuG6v+G6pybDtGM3w7Qm4buHYmNk4bqnw7Imw7Thu4/hu4Phu4diJsO0Y33hu4diJjo6JmJkIuG7gSZz4buRw6zhu4diJuG6o+G7m2xkJuG7geG7neG6oSYs4buwJuG7h2Phu5vhu4diJnHDoeG7hybhuqFj4bubeyZx4bqlJsOj4bubbuG6oSbhu4Hhu53huqEmO1ku4buwJuG6oeG7l3smw7RjfeG7h2ImOy87Pzs/WSbDqmNkJuG7h+G6peG7hybDqmThu4djJsO0w6Im4bq/bOG7hybDtGPhu50mw6B7JsO0Y8OiJmJkbGQm4bqhY+G7m3sm4bqhY8Op4buRJsO0feG6oSbDo+G7ieG7h2Imw6N94buHYibDquG6rSbhu4db4buDJsO04bujJsOjXWQm4bqjw6nhuqFjJuG6oOG7glFE4bqiLTo+JsOd4bu4L8OyQOG7uMOyJuG6oeG6v3vDtcO14buoKsOyw4Dhu4PhuqN0KkBRZOG6p+G6oSbhuqPDqeG6oWMmw6Dhuqfhu4djJsO0fWQmw6Dhu5nhu4diJsOyY33DtCZxbGQmw7XDrCbhuqF7JuG6vzZ0JuG7h2Nk4bqp4buBJuG6oOG7glFE4bqiLTo+JsO0MOG7h2Im4bqhe+G7gybDtOG7oybDtGN94buHYiY6OiZx4bujeybhu43hu5F7JsOjICbDsmPhu5cmw6Dhu4Xhu4diJuG6v+G6teG7hybDtOG7j2Thuq3hu4cmcWfhu4diJsO0MOG7h2Imw7Thu4/hu5tv4buHYiZxw6zhu4cm4bqhY+G7m3smY+G7g1vhu4cmw7Thu4Nb4buHJsOyY+G7leG6oSZj4buLZCbDquG6rSbDtOG7oybDtXvhu5Emw6pj4buX4buHYiZj4buDIuG7h2Imw7RbZCbhuqFjxJHhu4djJsO04buDW+G7hybhuqE44buRw53hu7gvw7JA4bu4w7Im4bqh4bq/e8O1w7Xhu6gqw7LDgOG7g+G6o3QqQMOVw6wm4buHYuG7m21kJsO0YzfDtCbhu4diY2ThuqfDsiZvJuG7hmM5w7Qmw4Ai4buHJsOj4bubbuG6oSbDo2ThuqXhu5Em4bqhY+G6ueG7h2Mmw7RjxIPhu4Mm4buB4buZeybDtOG7j+G7g+G7h2Imw7RjfeG7h2ImOjovOz87Pybhur9bJjpZPjwmw7Thu49k4bqn4buRJuG7h2Lhu5ttZFkmYmQi4buBJjooP8OdPz8/JuG7h2Lhu5ttZCbDteG7gyZxbGQmw7RjfeG7h2Imw7Thu4/hu5ts4bqhJsOj4buFw53hu7gvw7JA4bu4w7Im4bqh4bq/e8O1w7Xhu6gqw7LDgOG7g+G6o3QqQMOU4buP4buD4buHYibDo+G7hVkm4bqh4buFJig+P8OdPz8/JuG7h2Lhu5ttZCbDtOG7nybhu4di4buRdOG6p+G7hybhu4diY+G6uSZxZOG6p+G6oVkmKDo/w50/Pz8m4buHYuG7m21kJsOgw6kmw7V7JsO0YyJkJnFbJi48P8OdPz8/JuG7h2Lhu5ttZCbDtGXhu4EmcWThuqfhuqEm4buBbGTDneG7uC/DskDhu7jDsibhuqHhur97w7XDteG7qCrDssWp4buRw7Rj4buD4buPKkDDlGPEg+G7gybDinThu4PhuqPhu4Phu7gvw7JA