Tân Tổng thống Hàn Quốc đặt mục tiêu đoàn kết và phát triển đất nước
Theo phóng viên TTXVN tại Seoul, ngày 4/6, tân Tổng thống Hàn Quốc Lee Jae Myung đã công bố những đường hướng chính sách đầu tiên tại lễ tuyên thệ nhậm chức sau khi đắc cử trong cuộc bầu cử tổng thống hôm 3/6.
4buHd+G7i8OtcsOBw7PhurrhurrhuqtpRTN44bq8w4F1aeG7gzPhu5vhuqDDrTPhuqbhuqB2w63hurx34bq04bqgdsOtV+G7jeG6oMOtMMOK4bq0csOtdOG7leG6vMOtw4Dhu4Zyw63hurx4xanDisOtdOG6ouG7jeG6oMOtQcaw4bq8w63hu4rhu43DrUV3w7LhurzDreG6vOG6uHjhu7HhuqDDrXThu53hurzDreG6oEbhuqpy4buHL3fhu4vhu4Phu4dFw61yw4HDs+G6uuG6uuG6q2lFV3XDs3Np4buDM3d14bqiw61Fd8OD4bqgdsOt4buKeMWp4bqgw60zM+G6scSDJMOt4bq84buPeMOtMnXhuqLDisOB4bq7w63huqB24buNSsOtai9s4bq7w63hurzhu5vhuqDDrTPhuqbhuqB2w63hurx34bq04bqgdsOtV+G7jeG6oMOtMMOK4bq0csOtI3V1w63hu7jDs3XDrT1Kw4rhuqB2w610w7TDrXLhurLhuqB2w61x4bq0w63huqB3w4zhuqB2w610RkLhuqB2w613RuG6quG6oHbDrXJ3eeG6oHfDreG6usOycnfDrXThu6PDisOt4bq8eMWp4bqgw63hurzhu494w63DgeG7rcOt4bq8w4pKxanhuqDDreG6vHfhu6vDreG6oHfhu5/DgMOtcndHcsOt4bq6w7PDisOtQXd4w6104buTcsOtcsONw63hurzhurjhuqLhuqB2w61yw4rhuqRyw61x4bujw4rDrXLDjcOt4bq84bqm4bqgdsOt4bq8d+G6tOG6oHbDrXfhurLDgMOtxKkvbOG6veG7hy9F4buD4buHRcOtcsOBw7PhurrhurrhuqtpRVHhuqJzSmnhu4Phu4d4w4B2w61yw4HDs+G6uuG6uuG6q2lz4bq8d8OKw4Bxw614UnXhuqDhurx14bq4acOt4bq64bq8SsOBdeG6q2nhu4h4c+G6vHfDqcOtbuG7icOsRcSo4bq5w613dXh2d+G6vMOpw61sw6zEqUXEqOG6uWnDreG6uuG6uHLhuqtpLy944bq9ccOz4bqi4bq8d8Oz4bqgd3fhuqLDs+G6veG7iuG6oC/huqB14buI4bq6L+G7iWvhu4nhu4kv4buLbW1zxKnhu4tq4buLa+G7iWvhurxuxKluw4FrLeG7i8Sp4buJc2rhu4trw6xqw6xr4bq8a2trb8OB4buJLW/hur3hu7lFdmnDrcOzw4HhurzhuqtpM+G7m+G6oMOtM+G6puG6oHbDreG6vHfhurThuqB2w61X4buN4bqgw60ww4rhurRyw6104buV4bq8w63DgOG7hnLDreG6vHjFqcOKw6104bqi4buN4bqgw61BxrDhurzDreG7iuG7jcOtRXfDsuG6vMOt4bq84bq4eOG7seG6oMOtdOG7neG6vMOt4bqgRuG6qnJpw63hu4h4c+G6vHfhuqtpbuG7icOsacOtd3V4dnfhurzhuqtpbMOsxKlpw60v4buD4buHL0Xhu4Phu4dFw61yw4HDs+G6uuG6uuG6q2lFUsOzReG6vHjhuqLhuqBp4buDLOG6oHbDrSN1dcOt4bu4w7N1LcOASsOK4bqgdsOt4bq6w7PDisOtQXd4w6104buTcsOtcsONw63hu4rhu7PDreG6vOG6uHnDrUfhuqB2w63hu4p4xanhuqDDrTPhuqbhuqB2w63hurx34bq04bqgdsOtcuG7gsOzw610w7XhuqB2w61T4bub4bqgw61yd+G7guG6u8Ot4bq84buPeMOt4bq8d+G7jeG6oHfDrUV34bq0w61W4bqiSsOz4bqgduG6u8OtRXd5w7PDrVHhu5Nyw60ydeG6osOKw4HhurvDreG6oHbhu41Kw63hu4ltL2ov4buJw6zhu4lr4bq9w63hur/DleG6oHfDqcOt4bq3JSRXw5MgLzMz4bqxxIMk4buB4buHL0Xhu4Phu4dFw61yw4HDs+G6uuG6uuG6q2lFUeG6onNKaeG7gzPhurjhuqLhuqB2w61x4buNeMOtc3jhu63huqDDreG7iuG7keG6oMOt4bq84bq4RuG6qnLDrTDDiuG6tHLDrXfhuqR4w63hu4rhu43DrXRGQ3LDreG6vOG6uMOKSuG7qeG6oMOtd8O94bqgd8Ot4bq84bq4SXLDreG6vHjGsEXhurvDreG6vOG7m+G6oMOtM+G6puG6oHbDreG6vHfhurThuqB2w60jdXXDreG7uMOzdcOtPUrDiuG6oHbDrXLDs8OAw61BxrDhurzDrXJ34budw4DDrXNH4bq8w61yd3jDs8Ot4bq44bunw61yd3nhuqB3w63hurzhurjhu7PhurvDreG7ikZD4bq8w63DicOKw7PDrUF34buC4bqgdsOtd+G6osO14bqgdsOtceG7meG6oHbDrXLDsnJ3w6104bqi4buN4bqgw61BxrDhurzDrcOA4bqueMOt4bq84buj4bqgdsOtw4HhuqpFw63hurzhurjhuqLhuqB2w63EqMO0w6134bqkeOG6vcOtLOG6oHbDrXLDs8OAw61BxrDhurzDreG6oOG6rMOtw4FJcsOtdOG7scOt4bq84bq4RMOt4bq8d+G7jeG6oHfDrcOA4bqk4bq8w63hurzhuqbhuqB2w63hurx34bq04bqgdsOtcuG7gsOzw63huqB2RkJ4w61z4bub4bqg4bq7w61Fd+G7hnLDreG7iuG7hsOt4bqgd+G7m+G6oMOtc+G7m+G6oOG6veG7hy9F4buD4buHRcOtcsOBw7PhurrhurrhuqtpRVHhuqJzSmnhu4Mz4bqm4bqgdsOt4bq8d+G6tOG6oHbDrSN1dcOt4bu4w7N1w609SsOK4bqgdsOtcuG7hOG6oHbDreG6oHfhu53huqDDrcOA4buP4bqgd8Ot4bq44buZ4bqgdsOtV+G7jeG6oMOtMMOK4bq0csOtdMOz4bqgdsOtRMOtw4DhuqThurzDrXFG4bqqcsOt4bqgduG6ouG7leG6vMOtcuG7gsOzw63hurpJw63hurx3w7NKw6104bqmeMOtw4HhuqrhuqDhurvDrXThu53hurzDreG6oEbhuqpyw61Fd8O1eMOtdOG6tHjDrcOA4buV4bq8w63hu4rhuqp4w63DgOG6pOG6vMOtcsOK4bqkcsOtQXfhu4LhuqB2w6134bqiw7XhuqB2w61Fd0dyw63hurzhu49Fw63hurzhurjFqeG6oMOt4bqgd3jhu6nDisOtw4Hhu7fhuqB3w63hu4pJcsOt4bq8SMOtdEJ4w63hurrhurThuqB2w63hurp44bqgd8OtQcaww61y4buCw7PDreG6oHZGQnjDrXPhu5vhuqDDrXTGsOG6oMOtQXjhuqB3w63hurzGsOG6u8Ot4bqgduG6ouG7j3jDrXZ4w7PhuqLhurvDrcOz4bqgw63huqB44bqgd8Ot4buK4buNw63hurx34buxw61yd8aww61z4bub4bqgw61yd+G7guG6veG7hy9F4buD4buHRcOtcsOBw7PhurrhurrhuqtpRVHhuqJzSmnhu4Ms4bqgdsOt4bqgxanDisOt4bq44bq2w610w7TDrXTGsOG6oMOtw4Hhur5yw61y4buj4bqgw63hurx4xrDhuqDDrXfhu43huqB3w61yw4rhuqRyw61yw7Jyd8Otw4Dhu4/huqB2w6104buxw63EqOG7m0rDrXNJ4bqgdsOtw4DhuqThurzDrXThu53hurzDreG6oEbhuqpyw63DgOG6qnjDreG6vEbhuqh4w63hurrDsuG6oHbhur3hu4cvReG7g+G7h0XDrXLDgcOz4bq64bq64bqraUVR4bqic0pp4buDVOG7qcOtcuG7n0XDrXLDsnLDrXLDsnLDrUbDisOt4bq8eMWp4bqgw61y4buCw7PDrXJ3eeG6oHfDrUV34buC4bq7w63hurzhu5vhuqDDrTPhuqbhuqB2w63hurx34bq04bqgdsOt4bqgd+G7neG6oMOtw4Dhu4/huqB3w63hurzhurhG4bqqcsOt4bq8eMWp4bqgw61y4buj4bqgw61Bd+G6snjDrUV34buGcsOt4bq6eOG6oHfDrUHGsOG6u8OtdEJ4w63hurrhurThuqB2w61y4buCw7PDreG6oHZGQnjDrXPhu5vhuqDDreG7iuG7jcOtRXfhu4Zyw613w4J4w63huqDhu6nhuqDDrUF44bqgd8Ot4bq8xrDhur3hu4cvReG7g+G7h0XDrXLDgcOz4bq64bq64bqraUVR4bqic0pp4buDLOG6oHbDreG6oMWpw4rDreG6uOG6tsOtUnd54bqgd8OtRXfhu4LDrXLhu4LDs8OtdMO14bqgdsOtU+G7m+G6oMOtcnfhu4LDreG6uuG7p8Otw4Hhu43DrcOA4bqk4bq8w61yd3nhuqB3w61Fd+G7gsOtcuG6suG6oHbDrXHhu5nhuqB24bq7w63hurx34bq04bqgdsOt4bqgd+G7neG6vMOt4buK4buNw63DgeG7jcOtw4DhuqThurzDrXJ3eeG6oHfDrUV34buCw63DgXjhuqB3w6134bqi4buP4bq8w63hu4rhu43DreG6vHdJcsOt4bq8xrDhurvDrUbDisOt4bq8eMWp4bqgw63huqB3w4zhuqB2w612w73DreG6vHd4xrDhurzDreG6vHdJcsOt4bqgd+G7neG6vMOtcnfhuqLDrXThu53hurzDreG6oEbhuqpy4bq94buHL0Xhu4Phu4dFw61yw4HDs+G6uuG6uuG6q2lFUeG6onNKaeG7gzPhuqbhuqB2w63hurx34bq04bqgdsOtI3V1w63hu7jDs3XDrT1Kw4rhuqB2w61yd+G7gsOt4bq84bq4RuG6qOG6oHbDrXJ3eeG6oHfDrUV34buCw63hurrhu6fDreG6vHd14bqiw613RuG6quG6oHbDrXnhurzDrXLDs+G6oMOt4bq8d3jhu6tFw63hu4rhu43DreG6vOG6suG6oMOt4bq84bq44bqu4bqgdsOt4bq8d+G7s8Ot4bq84bq4RkLhuqB24bq7w610w4LhuqB2w63hurx3QnjDreG6vOG7n0XDreG6vOG6uMOK4bqgdsOtd+G6rMOt4bq84bq4Q8Ot4buK4buNw61Bd8OKSsaw4bqgw61Bd3lyd8Otc+G6osOz4bqgd8Ot4bqgdnd44burReG6veG7hy9F4buD4buHRcOtcsOBw7PhurrhurrhuqtpRVHhuqJzSmnhu4PEg+G7qcOtcnd54bqgd8Ot4bq6w7Jyd8OtdOG6tHjDreG6oHbhuqLhu494w63hu4rhu43DrXJ3eeG6oHfDreG6usOycnfDrcOz4bqgw63huqB44bqgd+G6u8Ot4bq84bub4bqgw60z4bqm4bqgdsOt4bq8d+G6tOG6oHbDrXJ34bqiw61xeMaw4bq8w61X4buN4bqgw60ww4rhurRyw63hurrhu6fDreG6vOG7keG6oHbDrXJGQuG6oHbDrXdDRcOt4bq8w7Jyw63hurrhuqLhuqB2w61Fd0bhuqjhuqB2w63hu4rhuqp4w609T8Ot4buK4buNw60kd+G7n+G6vMOtUcO14bqgw61zScOzw63hurzhurjFqeG6oMOtw4F4xanhuqDDrcOAeOG6oHfDrVfhu43huqAtPU/DrcOA4buP4bqgd8Otw4Dhu6fhurnDrXTDguG6oHbDreG6vHdCeMOt4bq8eMawRcOtcuG7n+G6oMOtw4nDisOz4bqgw6134burw63hu4rhuqp4w63huqBG4bqqcsOtw4HDsuG6oHbDrXZ44bup4bqgdsOtJHfhu5/hurzDrVHDteG6oMOtc0nDs8Ot4bq84bq4xanhuqDDrcOJw4rDs+G6oMOtdHjhu7HDgMOtw4FDeMOteXJ3w63DicOK4bq0csOtdnjDs+G6veG7hy9F4buD4buHRcOtcsOBw7PhurrhurrhuqtpRVHhuqJzSmnhu4Mz4bub4bqgw60z4bqm4bqgdsOt4bq8d+G6tOG6oHbDrXLDs8OAw61BxrDhurzDrXThu6PDisOt4bq8RsOt4buK4buNw6134bqsw63hurzhurhDw63DicOKSsOtw4DhurLDrcOB4bqq4bqgw61yd+G6osOtcsOycsOt4bqgduG7jeG6oHfDrXLhurLhuqB2w63huqB2d+G7q8Ot4bq8eMWp4bqgw63hurx4xrDhuqDDreG6oHdGw63hurzhurh5w63hurzDiuG7q8Ot4bqgd+G7m+G6oMOt4bq84buP4bqiw63hur/Dk1jhu4HhurvDrXJ34bud4bq8w61xw7LhuqDDrXNw4bqg4bq7w63hu4rhu43DrXJ3w4pK4bux4bqgw6104bqmeMOt4bq6w7PhuqB2w63DgOG6pOG6vMOtxKjDtMOtd+G6pHjDrcOB4budSsOt4bqg4buR4bqgdsOtw4FGQ+G6oHbDreG6vMOyeMOt4bq84buP4bqiw63DgeG7jcOAw63hurzhurjDiuG6oHbDreG6vOG7m8OAw6104buxw61H4bqgdsOtRXfDg8Ot4buK4bqqeMOtcsOK4bqkcsOtQXfhu4LhuqB2w6134bqiw7XhuqB2w61Bd3nDrXfhu5/DiuG6veG7hy9F4buD4buHRcOtcsOBw7PhurrhurrhuqtpRVHhuqJzSmnhu4Mz4bqm4bqgdsOt4bq8d+G6tOG6oHbDrSN1dcOt4bu4w7N1w609SsOK4bqgdsOtcsSC4bqgw63huqB34bud4bqgw63DgOG7j+G6oHfDreG6vOG7o8OAw63DicOKw7PhuqDDreG6vOG6uOG6ruG6oHbDrXLhu4LDs8Otw4DhuqThurzDrWnDicOK4bq0csOtdnjDs8Otw7PhuqDDreG6vOG6ouG7jeG6oMOt4buK4buNw613xILDs8OtccO94bqgd+G6vWnhu4cvReG7g+G7h0XDrXLDgcOz4bq64bq64bqraUVR4bqic0pp4buDM3d14bqiw610w4PhurvDrVfhu43huqDDrTDDiuG6tHLDreG6uuG7p8OtcnfDiuG7oeG6oMOtceG7s8OtdOG6tHjDrUV3w4PDreG7iuG6qnjDreG7iuG7hMOtQXd5w6134buP4bq8w63huqB34bub4bqgw63hu4rhu43DrXLDsnLDrXfhu43huqB3w6104bqk4bqgdsOtQXd4xanDisOtQXd5cnfDrcOJw4rhu5vhuqDDreG6uknDrXNJw7PDreG6vOG6uMWp4bqgw63DgXjFqeG6oMOtw4B44bqgd8OtV+G7jeG6oC09T8Ot4buKw4zhuqB2w61yd+G7k3LhurvDrXTDguG6oHbDreG6vHdCeMOt4bq64bunw63DgETDrXLDsnLDrUHFqeG6oHfDrcOBeMWp4bqgw63DgeG7j3LDreG7iuG6qnjDrTPhurh44bupw4rDrTN4xanhuqDDreG7iuG7jcOt4bq8d3jGsOG6vMOtw4Hhu59Fw613xILDs8OtccO94bqgd8Ot4bq84bq4xanhuqDDrVHDsuG6oMOtdMO14bqiw60z4bq4eOG7qcOKw60zeMWp4bqgw63hurx34bqy4bqgdsOtw4nDisOzw6104bq0eMOt4bq8d+G6ouG7j3jDreG7iuG7jcOtd0NFw63hurzDsnLhur0v4bq94buHL0Xhu4Phu4dFw61yw4HDs+G6uuG6uuG6q2lFUeG6onNKacOt4bq64bq8SsOBdeG6q2nhurx1xKjhurwtw7PDgXh24bqgw6nDreG6uHh2d+G6vOG6uWnhu4Phu4fhurrhurzhurjhuqLhuqB24buDM3d14bqiw60zM+G6scSDJOG7hy/hurrhurzhurjhuqLhuqB24buD4buHL0Xhu4M=