Phát hiện hệ sao lạ giống trò chơi bi-a
Cập nhật: 09:22 18/11/2010 GMT+7
Các nhà thiên văn học thuộc hai trường đại học Warwick và Sheffield (Anh) vừa khám phá được một hệ sao lạ thường, trông giống một trò chơi bi-a.
w6xBb23FqeG6tuG7mUZG4bq7bOG7hsOhw4FH4bq24burbOG7izdB4buVR21Bw4HDveG6tG1Bw71tRuG7mcOCbeG6tsahbeG7ucOBQ+G6tOG7uW1H4buE4bqmbcWpQeG6uMOBbeG7p8OBLeG7mcOsL0Fv4buLw6zhu4Ztxanhurbhu5lGRuG6u2zhu4ZA4bur4buZxrBs4buLN0Hhu5VHbUHDgcO94bq0bUHDvW1G4buZw4Jt4bq2xqFt4bu5w4FD4bq04bu5bUfhu4ThuqZtxalB4bq4w4Ft4bunw4Et4buZw6wv4buG4buLw6zhu4Ztxanhurbhu5lGRuG6u2zhu4ZA4bur4buZxrBs4buLxajhu5XFqW3hurRB4buXbUdBw4F34bq0bU/hu6PhurRtQeG6rMWpbUdBSMSQxaltQeG7mcOBbUfhu4TEqOG6vOG6tOG7uW3hu6nGocOBbUHhuqzFqW3huq3hu5nhu4TDk8OBxanhurBtT+G7l21hQeG7q+G7t+G7t8OB4bur4bq2xrBtaeG7mOG6tEHDrW1PS+G7mW3hurBB4buV4bqybeG7hkHhu5Vt4bupxKjDisWpbeG6ssSQR21Bw71tRuG7mcOCbeG6tsahbUdBxKjhurzhurThu7lmbUfhu4RC4bq04bu5beG7ucOBQ+G6tOG7uW3hurLEkEdtR+G7hOG6pm3FqUHhurjDgW3hu6fDgS3hu5lnw6wv4buG4buLw6zhu4Ztxanhurbhu5lGRuG6u2zhu4bhu6bDgsaw4buMbOG7i+G7puG7lcOCbcav4buZw4Hhurbhu4xtLOG7mcOB4bq2beG7qcSo4buZbUfDgeG6tGZtQcO9bUbhu5nDgm3hurDDlW3hurbGoW1H4buEd+G6tG3hu6nEqMOKxalt4bupcEdtR3fhurRt4bq24buXbS4ubWHhu6vhu4Thu4bhu6vhurRHw4FGZm3FqeG7lcWpQW3DoeG7hOG7lcOBbeG7qXRHbW9nw7XDtG5t4bq04buj4bqybeG7leG6tEFtRuG7leG6tOG7uWdtw6FB4burw4Jtxanhu5XFqW3FqUFI4buMd+G6tG3hu7nDgeG7mWZtLi5tYeG7q+G7hOG7huG7q+G6tEfDgUZtR0FMxaltR3ht4bq24buXbeG6ssSQR21Bw71tRuG7mcOCbeG6tEHhuqJt4buGQXPhurRmbeG7p+G7mcOCbeG7uUThurJtw7Nt4bq04bu5QsOBbUbhu5nDgm1p4bqyxJBHbUbhu5nDgm3hurbDjeG6tG3hu6nhuqhtT+G7l23hurLEkEdtRuG7mcOCbeG6tsON4bq0bUfhu4Thu5/hurThu7nDrW3GsMOBbcWpQUjhu4zhu7PhurRt4buCSOG7meG6tEFt4bq0QeG7mUhtR0Hhu6vDgm3hurLEkEdt4buCSOG7km3hu6nGocOCbcWpQXBHbcWpQXZmbUbhu5VHbeG7uXXhurRt4bupeOG6tG3hurDDgeG6tEFt4bq04bu5xqHFqWfDrOG7huG7i8OsR+G7meG7p+G6tuG7q21GR+G7jOG6tuG7q+G6u2zhurLhu5nhu4Thu7nDgeG6tOG7g8Oz4buGw5Jt4buZSEfDgmzhu4vDrEfhu4Thu4vDrEfGsOG7i8Osw4HhurLhu7ltRuG7hMWp4bq7bEFHR+G7huG7gy8v4bun4buZw4Lhu4ZBSEdBw4JnT+G6tC/DguG6tsawxrDhu5lH4buZL8OT4bur4bunRsOBR+G7qy/hurBBw4Lhu5ktQcOCxaktxanDguG6tOG7uS3hurThu7lB4burL8Ozbm9vL8O1L2/Ds8Wo4buPxajFqOG7psOy4buqw7Thu40vb8Oz4buTbm7hu43DteG7k8O04buR4buN4buPw7Jfw4HhurLhu5nhu7nhu6tGw7Nuw7Xhu43hu4/hu43Dsl9GZ+G6ruG7huG7uWzhu4vDrC9HxrDhu4vDrC9H4buE4buLw6xH4buE4buLw6xHxrDhu4vDrOG7huG7i0DhuqDhurRBbeG7m+G6tEFt4bqyQm3hu4ZB4bqo4bq04bu5bUHDvW1G4buZw4JtLi5tYeG7q+G7hOG7huG7q+G6tEfDgUZtxanhu4rhu5ltxanhu5XFqW3hurRB4buXbeG6sEHDguG7mW1B4bqsxaltR0FIxJDFqW3hu6jGocOBbUHhuqzFqW3huq3hu5nhu4TDk8OBxanhurBnbeG7muG6tEHhu4NtN+G7mGfDrC/hu4bhu4vDrC9HxrDhu4vDrC9H4buE4buLw6wvR+G7meG7p+G6tuG7q+G7i8Os4buGbcWp4bq24buZRkbhurts4buG4bumw4LGsOG7jGzhu4vDoeG7hOG7lcOBbeG7qXRHbeG6tOG7oeG6sm1H4buEw4LhurThu7ltxanDjeG6tOG7uW3hurJwR23hu4ZBceG6tOG7uW1P4bq6w4FtQcO9bUbhu5nDgm3hu6lCw4FmbeG6tHfhurRtxalKbeG6ssOJw4Ftw7Jt4bu5w4HhurxmbcO0beG7hkFJR23hu6lE4bq04bu5bUFEZm3FqeG7lcWpbeG6tEHhu5dtR0HDgXfhurRtT+G7o+G6tG1B4bqsxalt4bq2xqHDgW3FqeG6pG1HQeG7s23hurRB4bqg4bq0bUdBdOG7jG3hurThu7lCw4FtRuG7mcOCbeG6tsON4bq0beG7qeG6qG3FqUHhu6tt4bqwQUh0R21G4buZw4Jt4bq2w43hurRtR+G7hOG7n+G6tOG7uWdtQOG6rG3hu6nhu51tRk1txrDDjOG6tOG7uW3hurRBTuG6tOG7uW3hurZ14bq0bUdBw4F34bq0bUdBTMWpbUdBxKjhurzhurThu7ltw5JI4buMd+G6tG3hurThu5fhu4xt4bup4buzbeG7hkHhu5VHbUHDgcO94bq0beG6ssSQR23GsMah4bq04bu5bcWp4buVxalt4bundEdtR0HEqOG6vOG6tOG7uW3hurRB4bqobeG6tEHEqOG6tOG7uW3hu6nhu5XhurThu7ltxalBSW3hu45tR+G7hMOC4bq04bu5beG7gkjhu5Jt4bupxqHDgm3FqeG7iuG7mW3FqeG7lcWpbeG6tOG7uULDgW1G4buZw4JmbeG7qUThurThu7ltR0HhurzDgW3FqeG7iOG6tOG7uW3hu7nDgUnhu4ZtxalBSuG6tOG7uW3hurLDgeG6tEFt4buE4buh4bq04bu5bcawxqHhurThu7lt4bundEdtR0HEqOG6vOG6tOG7uW3hu6nhuqRtxalB4bufxaltxalB4buf4bq0bcaww4JtRkxtQcOBw73hurRtxrDDgcO94bq0bU/hu5dt4bq2TMWpbUF04buGbcaw4bul4bq0bcWp4buK4buZbUHhu5nDgW1B4buX4bq0QW1Hw4HhurRBbeG6sEHDgG3hurBBReG6tOG7uW3hurZEZ8Os4buG4buL4bu4w4Hhu5XDgm1GxKhtw6HDguG6sm0s4buZ4buERkFtR0FIxJDFqW06QcOC4buZbeG6p8O6R23hurbhu45mbeG7qMahw4FtQeG6rMWpbeG6reG7meG7hMOTw4HFqeG6sG3hurRBw7rhurRt4bup4bqi4bq0QeG7g21sQOG7mcOBbUHhu5fhurRBbUfDgeG6tEFt4bqwQcOAbeG6sEFF4bq04bu5beG6tkRtxanhuqRt4bqwQUPDgW3hurbEqMOK4bq04bu5beG6sEHhu5XFqW3hurRB4buZSGZt4bq0QcSo4bq04bu5bcWpQUnhurThu7ltxanhuqRtR0Hhu7NtRuG6vm1BTkhtxanDjeG6tOG7uW3hurDDgMWpQW1HQcSo4bq6xalnw6wv4buG4buLw6zhu4Ztxanhurbhu5lGRuG6u2zhu4bhu6bDgsaw4buMbOG7iy54SG3FqUFJ4bq04bu5bUdIc+G6tG1HQeG7q8OCbcWp4buVxaltxrDGoeG6tOG7uW1HQUrFqW1HQcSo4bq84bq04bu5bUdBdOG7jG1H4buEw4LhurThu7ltQcO9bUbhu5nDgm3FqeG7iuG7mW3FqUFJ4bq04bu5bUfhu5lmbU9D4bq0beG7uUThurJtxanhu5XFqW1B4buX4bq0QW1Hw4HhurRBbeG6sEHDgG3hurBBReG6tOG7uW3hurZEbU/hurrDgW3hurLhu5dIbUbhu5/FqW3FqUHhu4pt4bupxqHDgm3hurbhu5dtT+G7l+G6tOG7uW1Bw4Jwxaltw5Lhu5nhurRBZm1HQeG6oG1B4bqg4bq0QW3hu5vhurRBbcWp4buK4buZbUHDvW1G4buZw4Jt4bq04buX4buMbeG7hHRHbeG7ucOBQ+G6tOG7uW1Bw71tR0FD4bq04bu5bUbhu5/hu4Ztw5J44buGbeG7p8OBbeG6sEFF4bq04bu5beG6tkRtxanhu4rhu5lt4bqyxJBHbUfhu4ThuqZtxalB4bq4w4Ft4bunw4FtLW3hu5ltT+G6usOBbeG6ssSQR23hu6fDgW3hurLhu5dIbeG7qeG6qGZtxanhu5XFqW3hu6fDgW1B4buZw4Ft4bqy4buXSG1P4buXbeG6ssSQR23hu6fDgW3FqUHhu4pt4bq0QeG6qG3hurLhu5dIbUfhu4Thu5/hurThu7lsZ8OsL+G7huG7i8Os4buGbcWp4bq24buZRkbhurts4buG4bumw4LGsOG7jGzhu4vhu7jDgeG7lcOCbUbEqG3huqfDgeG6sG3Gr0HDgeG6tuG6tsOC4bq0bUdBSMSQxalt4buoxqHDgW1B4bqsxaltYUHhu6vhu7fhu7fDgeG7q+G6tsawbeG7p+G6oOG6tEFt4bq2SMO64bq0bUdBd+G6suG7g21sLnhIbeG6tEFO4bq04bu5bUHhu5fhurRBbUfDgeG6tEFt4bq04buX4buMbeG7qcSow4rFqW1Gw4HhurRBbeG7hOG7mW3FqcON4bq04bu5bU/hurrDgW3FqeG7lcWpbUbhu5nDgm3FqUHhu5lt4bqy4butbcWp4buK4buZbcWpQUnhurThu7ltR0HhuqBtxalBSeG6tOG7uW3FqeG6pG3hurZ2beG7qeG7nW3hu4ZB4bubw4FtRkPhurThu7ltRuG6pEdt4buCSOG7mW3hurLEkEdtRkxt4bqww4HDveG6tG3hurDhuqLFqUFtR8OA4bq0QW3FqeG7lcWpQW3hu6lz4buMbeG6ssSQR21H4buEw4HDvUht4bq04buj4bqy4buDbeG6sEHDgW3hurThu7lCw4FtRuG7mcOCbcWpQcOA4bq0QW3hu6fhu5nhurRt4bupdUht4buGQUThurThu7ltR8OCZm3hu6fDgXjhurRtR0Hhu5fhurRBbeG6ssSQR21G4buZw4Jt4bup4bqobeG6sEFF4bq04bu5beG6tkRmbUdB4bqgbUbhu5nDgm3hu6lE4bq04bu5bUHhu5fhurRBbeG7p+G6om3hu6nDueG7jG3hu4ThurjDgW1P4buXw4Jt4buCSOG7km3hu6nGocOCbU9CbcWpw43hurThu7ltxalBcEdtxalBdmZtRuG7lUdt4bu5deG6tG3hurRBxKhtQcOBw73hurRt4bq04buZ4buMbWdnZ23FqOG7lcWpbeG7gkjhu5Jt4bupxqHDgm1B4buX4bq0QW1Hw4HhurRBbcWp4bqkbUdB4buzbeG7qeG7nW1H4buE4bubw4Ft4buCSOG7mW3hurRBTuG6tOG7uW3hu4RDw4Ft4bq2w4LGoeG6tG3hurbhurrhurRnw6wv4buG4buLw6zhu4bhu4su4bu5w4Lhu5fDgW3hu4Thu5lmbcWp4buVxaltQeG7l+G6tEFtR8OB4bq0QW3hurThu5fhu4xtxanhuqRtR0Hhu7Nt4bup4budbeG7qcSow4rFqW1B4bqg4bq0QW1HQeG7l+G6tEFt4bu5deG6tG3hu6lz4buMbUdLbU/DukdtxalBdEdtR0Hhu5vDgW3hurbDgsahw4Fnbcavw41t4bun4buh4bq04bu5bcWp4buVxalBbeG6tOG7l8OCZm1H4buEw4LhurThu7ltxanhu5XFqW1HQeG6vMOBbeG7qcOB4buz4bqybUfEqOG6uOG6tOG7uW3hu6lDw4Ft4bu5deG6tG1PeW1HQcOBd+G6tG1P4buj4bq0bUHhuqzFqWZtQcO9bUdBQ+G6tOG7uW3hurThu5fhu4xtRnZtR+G7hOG7m8OBbeG7gkjhu5lt4bqyxJBHbcWpSW1GQ8WpbeG6tuG6uuG6tG1PeW3hu4JI4buSbeG7qcahw4Jtxanhu4rhu5ltxanhu5XFqW3hurThu7lCw4FtRuG7mcOCbU/hu5dtQeG7l+G6tEFtR8OB4bq0QWZtR3RHbcWp4bubbeG7p+G7n0dt4bupdUht4bun4buh4bq04bu5bU/DgcO9xaltRuG7mcOCbeG6tsON4bq0bUfhu4Thu5/hurThu7lt4bq+bUfhu4RI4bq04bu5bUdz4bqybcWp4buK4buZbUHDvW1HQUPhurThu7lt4bq0QcSobUHDgcO94bq0bUfGocOBbGdtw6FB4burw4Jt4bqnLi4=