url: =hpqtypes-1.5.2.0: Haskell bindings to libpqtypes\nclass PQFormat row => ToRow row where\ntoRow' :: forall row. ToRow row => row -> ParamAllocator -> Ptr PGparam -> IO ()\nclass PQFormat row => ToRow row where Source #\nClass which represents "from Haskell tuple to SQL row" transformation.\ntoRow Source #\nTuple to be put into PGparam.\nPGparam allocator for toSQL.\n-> Ptr PGparam\nPGparam to put tuple into.\nPut supplied tuple into PGparam using given format string.\ntoRow :: () -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\nToSQL t => ToRow (Identity t) Source #\ntoRow :: Identity t -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2) => ToRow (t1, t2) Source #\ntoRow :: (t1, t2) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToRow row1, ToRow row2) => ToRow ((:*:) row1 row2) Source #\n(ToSQL t1, ToSQL t2, ToSQL t3) => ToRow (t1, t2, t3) Source #\ntoRow :: (t1, t2, t3) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4) => ToRow (t1, t2, t3, t4) Source #\ntoRow :: (t1, t2, t3, t4) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5) => ToRow (t1, t2, t3, t4, t5) Source #\ntoRow :: (t1, t2, t3, t4, t5) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6) => ToRow (t1, t2, t3, t4, t5, t6) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7) => ToRow (t1, t2, t3, t4, t5, t6, t7) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43, ToSQL t44) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43, ToSQL t44, ToSQL t45) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43, ToSQL t44, ToSQL t45, ToSQL t46) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43, ToSQL t44, ToSQL t45, ToSQL t46, ToSQL t47) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43, ToSQL t44, ToSQL t45, ToSQL t46, ToSQL t47, ToSQL t48) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47, t48) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47, t48) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43, ToSQL t44, ToSQL t45, ToSQL t46, ToSQL t47, ToSQL t48, ToSQL t49) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47, t48, t49) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47, t48, t49) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\n(ToSQL t1, ToSQL t2, ToSQL t3, ToSQL t4, ToSQL t5, ToSQL t6, ToSQL t7, ToSQL t8, ToSQL t9, ToSQL t10, ToSQL t11, ToSQL t12, ToSQL t13, ToSQL t14, ToSQL t15, ToSQL t16, ToSQL t17, ToSQL t18, ToSQL t19, ToSQL t20, ToSQL t21, ToSQL t22, ToSQL t23, ToSQL t24, ToSQL t25, ToSQL t26, ToSQL t27, ToSQL t28, ToSQL t29, ToSQL t30, ToSQL t31, ToSQL t32, ToSQL t33, ToSQL t34, ToSQL t35, ToSQL t36, ToSQL t37, ToSQL t38, ToSQL t39, ToSQL t40, ToSQL t41, ToSQL t42, ToSQL t43, ToSQL t44, ToSQL t45, ToSQL t46, ToSQL t47, ToSQL t48, ToSQL t49, ToSQL t50) => ToRow (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47, t48, t49, t50) Source #\ntoRow :: (t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34, t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47, t48, t49, t50) -> ParamAllocator -> Ptr PGparam -> Ptr PGerror -> IO () Source #\ntoRow' :: forall row. ToRow row => row -> ParamAllocator -> Ptr PGparam -> IO () Source #\nMore convenient version of toRow that allocates PGerror and format string by itself.


timestamp: tn

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url: =Femme Fatales | S02E07 | HDTV | XviD-AFG | x264-ASAP Bilqi Forum > Tv Dizileri ve Talk Showlar Film Tan�t�mlar� > Yabanc� Diziler Femme Fatales | S02E07 | HDTV | XviD-AFG | x264-ASAP\nKullanıcı ismi Beni hatırla Şifreniz Portal Kayıt ol Yardım �ye Listesi Social Groups Ajanda Arama Bug�nki Mesajlar Forumlar� Okundu Kabul Et �DEVLER�N�Z� BULMAKTA ZORLANIYOMUSUNUZ! SORUN ANINDA CEVAPLIYALIM. T�M SORULARINIZA ANINDA CEVAP VER�LECEKT�R ! Sitemize �ye Olmadan Konulara Cevap Yazabilir Ayr�ca Soru Cevap B�l�m�ne Konu A�abilirsiniz ! Femme Fatales | S02E07 | HDTV | XviD-AFG | x264-ASAPYabanc� Diziler Birinci okunmamış Mesajı g�ster\nLinkBack Se�enekler Stil 07-07-2012, 16:49\nTecr�be Puanı: 186 Femme Fatales | S02E07 | HDTV | XviD-AFG | x264-ASAP Alıntı: FEMME FATALES, based on the bestselling magazine, is a new weekly anthology series paying homage to classic film noir, grindhouse cinema and graphic novels. Hosted by the enigmatic Lilith (TANIT PHOENIX), each week's story is a sexy, contemporary crime thriller in the tradition of classic films like "Double Indemnity" and "Touch of Evil" and beloved series such as "The Twilight Zone." Airs Friday nights starting May 13, 2011, only on Cinemax. Y�netmen: Darin Scott\nT�r: Gizem | Su�\nS�re: 30 dk\nEkip: Tanit Phoenix, Catherine Annette, Madison Dylan, Christine Donlon, Stacy Stas, Ana Alexander, Tiffany Brouwer, Rick Copp\nLINKS Femme.Fatales.S02E07.HDTV.XviD-AFG Kod: http://letitbit.net/download/92593.90beceafd27fbf4d36b8cb4fa4f0/Femme.Fatales.S02E07.HDTV.XviD-AFG.avi.html Kod: http://turbobit.net/l8hv450qtbim/Femme.Fatales.S02E07.HDTV.XviD-AFG.avi.html Kod: http://bitshare.com/files/ze7vxfcu/Femme.Fatales.S02E07.HDTV.XviD-AFG.avi.html Kod: http://shareflare.net/download/92088.90beceafd27fbf4d36b8cb4fa4f0/Femme.Fatales.S02E07.HDTV.XviD-AFG.avi.html Femme.Fatales.S02E07.HDTV.x264-ASAP Kod: http://letitbit.net/download/09251.008d7fa353562e820bce8ad4dddc/Femme.Fatales.S02E07.HDTV.x264-ASAP.mp4.html Kod: http://turbobit.net/fpfqlt7g3jma/Femme.Fatales.S02E07.HDTV.x264-ASAP.mp4.html Kod: http://bitshare.com/files/weak2ljd/Femme.Fatales.S02E07.HDTV.x264-ASAP.mp4.html Kod: http://shareflare.net/download/09909.008d7fa353562e820bce8ad4dddc/Femme.Fatales.S02E07.HDTV.x264-ASAP.mp4.html Sponsored Links Bookmarks Facebook Tags fatales, femme, hdtv, s02e07, x264asap, xvidafg, | <--vBulletin Bilgilendirme Sistemi--> Değişiklikleri g�z ardı et Hızlı Cevap\nYou may not post new threads You may post replies You may not post attachments You may not edit your posts BB code is Açık Smileler Açık [IMG] Kodları Açık HTML-KodlarıKapalıTrackbacks are Açık Pingbacks are Açık Refbacks are Açık Forum Rules Benzer Konular Konu Konuyu Başlatan Forum Cevaplar Son Mesaj Workaholics | S03E05 | HDTV | XviD-AFG / X264-ASAP kdrzdmr Yabanc� Diziler 0 06-27-2012 15:56 Longmire | S01E04 | HDTV | XviD-AFG / X264-ASAP kdrzdmr Yabanc� Diziler 0 06-25-2012 19:52 The Newsroom | S01E01 | HDTV | XviD-AFG / X264-ASAP kdrzdmr Yabanc� Diziler 0 06-25-2012 14:40 Episodes | S02E07 | HDTV | XviD-AFG / x264-TLA kdrzdmr Yabanc� Diziler 0 06-24-2012 13:50 Femme Fatales | S02E05 | HDTV | XviD | AFG / 264-ASAP kdrzdmr Yabanc� Diziler 0 06-23-2012 14:12 B�t�n Zaman Ayarları WEZ +3 olarak d�zenlenmiştir. Şu Anki Saat: 18:39 . -- Turkce (TR) -- T�rk�e (TR) İletişim -


url: =APOEL (2-0) Ethnikos Assias | 1. Division | 24 November 2001 00:00 - Statistics • Online Betting Academy\nAPOEL 2 - 0 Played 24 November 2001 - 00:00\n9º Apollon 4-3\tAssias 12º - 13º Doxa 2-0\tAssias 12º - 4º Omonia 6-0\tAssias 12º - 3º AEL 2-1\tAssias 12º - Ranking analysis of all matches in Home/Away condition » 1. Division 2001/2002 » Group Stage\n2.8 3 2.89 Average goals conceded each match\n0.6 1.25 0.89 Average goals scored+conceded 3.4\n2 3.5 2.67 Average goals scored+conceded 3.6


url: =Sykes - A Family History\nThe last name Sykes has been established in Europe for nearly 100 years. Sykes is a early Anglo-Saxon occupational surname. The surname went global in the sixteenth and seventeenth century with the growth of the British empire and the establishment of independant colonies.\nSykes is the 1160th most popular last name in Europe. In the UK alone there are 120640 people with the surname Sykes. Wiltshire currently holds the highest density of families with the last name Sykes. A late 18th century Sykes was noted as a keen drinker after police allegedly threw him out of no less than six taverns in a single night. A tarnished history is evident, particularly around the summer of 1875 when Tim Sykes stole a greyhound and was sentenced to prison. 110\nTraits associated with Sykes\nThe Sykes's are highly regarded for their outgoing personalities. Elusive, egocentric and charismatic are common traits often associated with the Sykess. They take up new activities enthusiastically but lack focus, constantly needing new interests. Flitting from project to project as apparently purposelessly as a butterfly. Often like children, they require constant attention, admiration, and effort, getting upset if they dont get what they want.\nMost famous Sykes's\nThe most famous Sykes's include:-\nEve Sykes | Catherine Sykes | Archie Sykes | Matthew Sykes | Abigail Sykes | Chloe Sykes | Mohammed Sykes | Joshua Sykes | Francesca Sykes | Luke Sykes | David Sykes | Lucy Sykes | Jasmine Sykes | Louise Sykes | Leah Sykes | William Sykes | Harvey Sykes | Natasha Sykes | Alex Sykes | Mohammad Sykes | Ellis Sykes | Hollie Sykes | Maisie Sykes | Madison Sykes | Bethany Sykes | Robert Sykes | Isabel Sykes | Joe Sykes | Max Sykes |


url: = H ajiologhsh den qa kleisei, kaqws h kybernhsh den qa kataferei na perasei ta metra, ektima o B. Lebenths\n Sxolio toy KKE ``gia th diaceysh ths ellhnikhs kybernhshs apo ton Nt. Toysk''\n Sto Parisi to Sabbato o Alejhs Tsipras\n Aysthroteroys kanones gia tis epibarynseis apo th xrhsh "plastikoy xrhmatos"\n Sto 24% meiwqhke h anergia ton perasmeno Dekembrio\n Pente nekroi apo byqish taxyplooy anoikta twn toyrkikwn aktwn\n H Toyrkia den qa dexqei epanaprowqhsh prosfygwn apo ellhnika nhsia\n Synanthsh toy prwqypoyrgoy me ton g.g. toy OOSA\n M.Bemper: Eyrwpaikh lysh sto prosfygiko para to kleisimo toy balkanikoy diadromoy\n ``To kleisimo toy dromoy twn Balkaniwn den epilyei to problhma''\n Lotzeski: ``Jeroyme ti prepei na kanoyme gia na nikhsoyme sth Germania''\n O Olympiakos egine 91 etwn!\n Formoyla 1: To kalentari ths neas sezon\nH ajiologhsh den qa kleisei kaqws h kybernhsh den qa kataferei na perasei ta aparaithta metra, ektimhse o proedros ths Enwshs Kentrwwn, Basilhs Lebenths. ``Qa ta ypogracei ola o Tsipras alla oi boyleytes toy qa antidrasoyn'' shmeiwse, milwntas sto MEGA.\nO k. Lebenths anefere oti oi daneistes den prokeitai na kanoyn pisw stis apaithseis toys kai epanefere thn protash gia oikoymenikh kybernhsh, yposthrizontas pws ``thn oikoymenikh den thn kanoyme giati th qeloyme, alla giati xreiazetai gia th xwra''. Epishs, ejapelyse epiqesh kata toy Alejh Tsipra, legontas pws o prwqypoyrgos ``kanei to liontari alla sto telos jebrakwnetai''.\nSxoliazontas thn anarthsh toy Ntonalnt Toysk sto twitter, o proedros ths Enwshs Kentrwwn tonise pws pisteyei osa leei o proedros toy Eyrwpaikoy Symboylioy kai kathgorhse ton Ellhna prwqypoyrgo oti paroysiazei mia ceydh eikona sto eswteriko.\nPantws, o k. Lebenths ektimhse pws h Germanida kagkelarios, Aggela Merkel, qa bohqhsei th xwra sto prosfygiko kai prosqese pws meta th symfwnia h katastash qa ejomalynqei.\n``Oi dhlwseis toy proedroy toy Eyrwpaikoy Symboylioy epibebaiwnoyn ayto poy to KKE, apo thn prwth stigmh, kathggeile se antiqesh me toys panhgyrismoys ths kybernhshs oti, dhladh, to "sfragisma" twn synorwn apo tis xwres toy "balkanikoy diadromoy" ki o egklwbismos xiliadwn prosfygwn sthn Ellada egine, kai me thn ypografh ths ellhnikhs kybernhshs, epishmh politikh ths EE'' yposthrizei to KKE, se sxolio toy ``gia th diaceysh ths ellhnikhs kybernhshs apo ton Nt. Toysk''.\n``H dhlwsh Tsipra oti dhqen "apomonwqhkan osoi hqelan na apomonwsoyn thn Ellada" htan mnhmeio politikhs ejapathshs kai paraplanhshs toy laoy. H apanthsh toy Al. Tsipra stis dhlwseis toy N. Toysk, h apoysia rhths kai kaqarhs diaceyshs toy, parolh thn prospaqeia na qolwsei ta nera, epibebaiwnoyn thn kataggelia toy KKE'' prosqetei to sxolio toy kommatos, to opoio katalhgei: ``ta kommata ths antipoliteyshs, poy twra "peftoyn ap' ta synnefa", exoyn terasties eyqynes giati symfwnoyn me thn antidrastikh politikh ths EE gia to prosfygiko, thn emplokh toy NATO sto Aigaio, alla kai giati, apo koinoy me thn kybernhsh, xarajan th legomenh "eqnikh politikh" gia to prosfygiko, me bash to anakoinwqen ths syskechs twn politikwn arxhgwn, enw oloi mazianagoreysan thn toyrkikh arxoysa tajh se ryqmisth toy problhmatos''.\nSynanthsh kybernhtikwn sosialistikwn kai aristerwn kommatwn, sthn opoia qa symmetexei kai o prwqypoyrgos Alejhs Tsipras, qa pragmatopoihqei to Sabbato sto Parisi me prwtoboylia toy Galloy proedroy Fransoya Olant.\nAyrio, o k. Tsipras qa symmetasxei se allh synanthsh poy organwneiepishs sto Parisi to Komma Eyrwpaikhs Aristeras.\nApagoreyetai h epibolh apo toys promhqeytes, opoiasdhpote epibarynshs ston katanalwth gia th xrhsh meswn plhrwmhs (opws pistwtikh/xrewstikh karta), symfwna me anakoinwsh poy anarthqhke sthn hlektronikh selida ths Genikhs Grammateias Katanalwth.\nSygkekrimena, symfwna me prosfath tropopoihsh toy arqroy 4g toy n.2251/1994 gia thn prostasia twn katanalwtwn (A' 191), apagoreyetai h epibolh apo toys promhqeytes opoiasdhpote epibarynshs ston katanalwth gia th xrhsh meswn plhrwmhs (opws pistwtikh/xrewstikh karta) kai ypenqymizetai oti sxetikh apagoreysh eixe hdh probleftei me to arqro 49 (3) toy n. 3862/2010 gia tis yphresies plhrwmwn sthn eswterikh agora (113 A').\nAnalytika, me thn paragrafo 2 toy arqroy 56 toy n. 4370/2016, to arqro 4g toy n. 2251/1994 antikaqistatai ws akoloyqws: ``O promhqeyths den dikaioytai na epiballei epibarynseis stoys katanalwtes gia th xrhsh enos sygkekrimenoy mesoy plhrwmhs.''\nSth genikh grammateia Emporioy kai Prostasias Katanalwth sygkrothqhke pentamelhs Epitroph pistopoihshs leitoyrgias twn enwsewn katanalwtwn poy problepetai se apofash toy ypoyrgoy Oikonomias Giwrgoy Staqakh enw me thn idia apofash poy dhmosieythke sto FEK (Ar. fylloy 119/ 4 Martioy 2016) orizontai oi akribeis oroi kai proypoqeseis pistopoihshs twn enwsewn katanalwtwn.\nSto 24% meiwqhke to pososto ths anergias sth xwra ton perasmeno Dekembrio apo 25,9% ton Dekembrio 2014 kai enanti toy anaqewrhmenoy pros ta katw epipedoy 24,4% ton Noembrio 2015.\nSymfwna me th mhniaia ereyna ergatikoy dynamikoy ths ELSTAT, oi anergoi anhlqan se 1.149.716 atoma kai meiwqhkan kata 86.854 atoma se sxesh me ton Dekembrio 2014 (meiwsh 7%) kai kata 19.365 atoma se sxesh me ton Noembrio 2015 (meiwsh 1,7%).\nTo synolo twn apasxoloymenwn ektimatai oti anhlqe se 3.649.367 atoma. Oi apasxoloymenoi ayjhqhkan kata 113.825 atoma se sxesh me ton Dekembrio 2014 (ayjhsh 3,2%) kai kata 18.727 ato?a se sxesh me ton Noembrio 2015 (ayjhsh 0,5%).\nOi oikonomika mh energoi (ta atoma poy den ergazontai oyte anazhtoyn ergasia) anhlqan se 3.267.161 atoma kai meiwqhkan kata 71.281 atoma se sxesh me ton Dekembrio 2014 (meiwsh 2,1%) kai kata 3.461 atoma se sxesh me ton Noembrio 2015 (meiwsh 0,1%).\nStis gynaikes to pososto anergias (28,3% ton Dekembrio 2015 apo 29,6% ton Dekembrio 2014) paramenei shmantika ychlotero apo ekeino twn andrwn (20,5% apo 23%).\nHlikiaka, to ychlotero pososto apantatai stis omades 15- 24 etwn (48,9% ton Dekembrio 2015 apo 51,2% ton Dekembrio 2014) kai 25- 34 etwn (30,1% apo 33,8%). Akoloyqoyn oi hlikies 35- 44 etwn (20,4% apo 22,8%), 45- 54 etwn (19,7% apo 20,7%), 55- 64 etwn (18,1% apo 16,7%) kai 65- 74 etwn (9,7% apo 12,2%).\nSe epipedo apokentrwmenwn dioikhsewn ths xwras, stis treis prwtes qeseis briskontai h Qessalia- Sterea Ellada (28,7% ton Dekembrio 2015 apo 26,2% ton Dekembrio 2014), h Hpeiros- Dytikh Makedonia (28,3% apo 26,5%) kai h Krhth (24,8% apo 24,1%). Akoloyqoyn h Peloponnhsos- Dytikh Ellada- Ionioi Nhsoi (23,9% apo 26%), h Makedonia- Qrakh (23,8% apo 26,8%), h Attikh (23,3% apo 27%) kai to Aigaio (15,3% apo 16,3%).\nAyjhmenos einai o ariqmos twn egklwbismenwn metanastwn kai prosfygwn sta nhsia toy boreioy Aigaioy. Synolika, shmera stis 9:00, sth Lesbo, th Xio kai th Samo briskontai 7.583 pistopoihmenoi metanastes kai prosfyges, etoimoi na anaxwrhsoyn gia ton Peiraia. Ariqmos ayjhmenos kata 40% se sxesh me thn perasmenh Kyriakh, 6 Martioy, poy eftane toys 5.245.\nSymfwna me astynomikes phges, to gegonos ofeiletai, toso stis meiwmenes anaxwrhseis, oso kai stis ayjhmenes roes apo ta apenanti paralia. Molis to teleytaio 24wro bghkan sta nhsia 2.648 atoma.\nO ariqmos twn prosfygwn kai metanastwn poy paramenei egklwbismenos sth Lesbo, an kai exei pistopoihqei, shmera stis 9:00 anerxotan stoys 4.833. To prohgoymeno 24wro kai mexri shmera to prwi o ariqmos oswn pistopoihqhkan sto hot spot ths Morias eftase stoys 1.266. Sth Xio, xqes kai mexri tis 9:00 shmera pistopoihqhkan 1.109 prosfyges. Sto nhsi briskontai aythn th stigmh 2.169 atoma, etoima na anaxwrhsoyn. Telos, sth Samo to teleytaio 24wro pistopoihqhkan 273 neoeiserxomenoi, enw sto nhsi briskontai 581 atoma.\nH Toyrkia den qa dexqei thn epanaprowqhsh sto edafos ths prosfygwn kai metanastwn poy briskontai hdh sta ellhnika nhsia, dhlwse shmera o ypoyrgos Eyrwpaikwn Ypoqesewn ths Toyrkias Bolkan Mpozkir.\nMia symfwnia anamesa sthn Eyrwpaikh Enwsh kai thn Toyrkia gia thn epaneisdoxh prosfygwn kai metanastwn den afora ekeinoys poy briskontai hdh sta ellhnika nhsia, alla osoys qa fqasoyn meta thn efarmogh ths symfwnias, dieykrinise o toyrkos ypoyrgos, symfwna me to praktoreio eidhsewn Anatolh.\nO ariqmos twn prosfygwn kai metanastwn poy qa dexqei pisw h Toyrkia qa antiproswpeyei xiliades h dekades xiliades, oxi ekatommyria, dhlwse ston logariasmo toy sto Twitter o ypoyrgos, symfwna me thlegrafhma toy praktoreioy Anatolh.\nO Bolkan Mpozkir dhlwse epishs oti h ypochfia gia entajh xwra Toyrkia qa ekplhrwsei tis ypoxrewseis ths gia thn arsh twn periorismwn ths bizas pros tis xwres ths Eyrwpaikhs Enwshs mexri thn 1h Maioy.\nThn apokatastash ths Zwnhs Sengken kai tis synepeies apo to kleisimo toy Balkanikoy Diadromoy qa ejetasei, metajy allwn, to shmerino symboylio ypoyrgwn Eswterikwn ths EE, symfwna me dhlwseis toy Ollandoy ypoyrgoy Eswterikwn kai proedreyonta toy symboylioy, Klaas Ntikof.\nSxetika me thn protash ``enas pros enas'', dhladh na ginetai mia epanegkatastash stis xwres ths EE gia kaqe epistrofh prosfyga sthn Toyrkia, o Ollandos ypoyrgos Eswterikwn tonise oti qa einai enas proswrinos kai oxi monimos mhxanismos, prokeimenoy na stalei to mhnyma oti yparxei nomimh odos metanasteyshs sthn Eyrwph kai oti oi prosfyges den xreiazetai na diakindyneyoyn th zwh toys sth qalassa. ``Aytoy toy eidoys h paranomh roh metanastwn prepei na stamathsei'', eipe o k. Ntikof kai epeita qa syzhthqei me thn Toyrkia enas monimos mhxanismos epanegkatastashs, gia na stamathsei h ryqmish toy ``enas pros enas''. Parallhla, o Ollandos ypoyrgos ypogrammise oti h EE prepei na epagrypna gia na apotrecei th dhmioyrgia, apo toys diakinhtes, allwn piqanwn odwn dieleyshs twn prosfygwn.\nEjalloy, o k. Ntikof shmeiwse oti oi ypoyrgoi Eswterikwn ths EE qa syzhthsoyn shmera kai to qema ths dhmoyrgias mias eyrwpaikhs synoriofylakhs kai aktofylakhs, me stoxo na epiteyxqei symfwnia entos toy Aprilioy.\nSxedon miso ekatommyrio paratypoi metanastes efqasan sthn Ellada toys teleytaioys treis mhnes toy 2015, oi perissoteroi apo toys opoioys metakinhqhkan boreia diamesoy twn Balkaniwn, symfwna me stoixeia ths Frontex, ths synoriakhs yphresias ths Eyrwpaikhs Enwshs (EE), poy doqhkan shmera sth dhmosiothta.\nH Frontex, poy syllegei stoixeia gia ton ariqmo twn paratypwn dieleysewn twn synorwn, kategrace 484.000 tetoies periptwseis sth diadromh ths anatolikhs Mesogeioy apo thn Toyrkia sthn Ellada metajy Oktwbrioy kai Dekembrioy kai 466.000 sth diadromh twn dytikwn Balkaniwn, kyriws anqrwpoi poy epaneiserxontai sthn Eyrwpaikh Enwsh apo ta synora ths Kroatias me th Serbia poy den einai melos ths EE.\nEtsi, o synolikos ariqmos twn paratypwn dieleysewn twn synorwn ths EE, aytwn poy den xrhsimopoioyn ta kanonika shmeia dieleyshs, anhlqe se 978.300 to trimhno ayto, o megalyteros ariqmos afotoy h Frontex arxise na syllegei tetoia stoixeia to 2007.\nApo ekeinoys poy fqanoyn sthn Ellada, kyriws se nhsia apo tis toyrkikes aktes, to 46% dhlwsan pws einai Syroi kai to 28% Afganoi, anefere h Frontex.\nO epikefalhs ths koinoboyleytikhs omadas twn synthrhtikwn sto eyrwkoinoboylio Manfrent Bemper anamenei mia eyrwpaikh lysh sthn prosfygikh krish para to kleisimo toy balkanikoy diadromoy.\nSe synenteyjh toy sthn germanikh efhmerida ``Neue Osnabr?cker Zeitung'' o o Bemper eipe oti ``eqnika metra opws sta Balkania den prepei na briskontai se antiqesh me mia koinh eyrwpaikh lysh''.\nMporei kaneis na katanohsei to gegonos oti oi balkanikes xwres logw ths idiaiterhs pieshs apo tis metanasteytikes roes antidroyn, prosqese o Bemper, omws to oysiastiko symperasma ths teleytaias synodoy koryfhs me thn Toyrkia einai oti epiteloys oi xwres ths E.E. qa drasoyn twra apo koinoy kai poly sygkekrimena. ``Ayto einai ena poly shmantiko bhma gia thn koinh lysh ths metanasteytikhs krishs'', kati to opoio isxyei toso gia thn synergasia me thn Toyrkia, oso kai gia th bohqeia pros thn Ellada h gia to mhnyma oti h Eyrwph ``qelei na balei ena telos sto eleyqero perasma synorwn, to doylemporio anqrwpwn kai thn paranomh metanasteysh pros thn Ellada''.\nO Bemper yperamynqhke, epishs, ths politikhs ths kagkelarioy Merkel sthn prosfygikh krish: ``Einai kalo to oti h kagkelarios parakinei tis alles xwres ths E.E. wste na breqei mia lysh'', eipe\nH kagkelarios ths Germanias Aggela Merkel dhlwse shmera oti to kleisimo toy dromoy twn Balkaniwn ``den epilyei to problhma'', prosqetontas oti h katastash ayth ``den einai oyte biwsimh, oyte mporei na diarkesei gia poly''.\n``Den lynoyme to problhma lambanontas mia monomerh apofash'', dhlwse h Merkel sto radiofwniko diktyo MDR. ``Xreiazetai mia apofash poy na einai apodekth kai apo toys 28. Gia ton logo ayton desmeyomai gia mia pragmatika eyrwpaikh lysh, dhladh mia lysh twn 28 melwn ths Eyrwpaikhs Enwshs'', eipe.\n``Ayth h katastash den einai oyte biwsimh, oyte mporei na diarkesei poly. Proswpika pisteyw oti h monomerhs apofash ths Aystrias, kai sth synexeia oi apofaseis en seira twn allwn xwrwn twn Balkaniwn, einai bebaio oti mas fernei ligoteroys prosfyges, alla qetei apo thn allh pleyra thn Ellada se poly dysxerh katastash'', eipe.\n``Ean den kataferoyme na fqasoyme se mia symfwnia me thn Toyrkia, tote h Ellada den qa mporesei na antejei to (prosfygiko) baros gia kairo'', proeidopoihse h germanida kagkelarios.\nAnaferomenh sto sxedio drashs poy syzhthqhke kata th synodo koryfhs EE-Toyrkias, h Merkel epemeine sto gegonos oti h Agkyra ``den prokeitai na apofasisei monh''. ``Exoyme problecei oti sto plaisio mias tetoias apofashs - kai einai oi leptomereies ths poy prepei na tyxoyn akomh epejergasias- h Ypath Armosteia toy OHE gia toys Prosfyges exei shmasia'', eipe.\nO Mat Lotzeski anaferqhke, mesw toy blog toy sthn Euroleague, sthn poreia ths apoqerapeias toy kai sto pote anamenetai na epistrecei sto kanoniko programma twn proponhsewn toy Olympiakoy, enw xarakthrise ws ``teliko'' ton agwna me thn Mpampergk gia thn 10h agwnistikh toy TOP 16 ths Euroleague. Metajy allwn o ``eryqroleykos'' forgoyornt egrace sto blog toy:\n``Exoyme ena shmantiko paixnidi me thn Mpampergk, to opoio einai telikos gia emas, opws kai ta epomena tessera mats. Qeloyme pash qysia na paroyme th nikh. Kai gia na apanthsoyme gia thn entos edras htta mas sto SEF, alla kyriws gia na paroyme ena shmantiko apotelesma, to opoio qa mas diathrhsei zwntanoys sthn prospaqeia mas na paroyme thn prokrish sthn epomenh fash ths Euroleague. Sta teleytaia paixnidia mas exoyme brei ryqmo, leitoyrgoyme kalytera se amyna kai epiqesh kai to zhtoymeno gia emas pleon einai h diarkeia.\nH Mpampergk mporei san omada na mhn exei to megeqos kai th lamch poy exoyn alloi syllogoi ston omilo mas, alla prokeitai gia mia sobarh kai kala ftiagmenh omada, me roloys, poy basizetai sto synolo ths. Prepei na thn prosejoyme. Jeroyme ti kaname laqos sto prwto metajy mas mats poy xasame sto SEF kai jeroyme ti prepei na kanoyme gia na nikhsoyme sth Germania''.\n``Synistatai en Peiraiei ypo ton titlon "Olympiakos Syndesmos Filaqlwn Peiraiws" Swmateion, oytinos skopos einai h anaptyjis ths swmatikhs agwghs para th neolaia kai h kata panta filaqlon tropon ejycwsis ayths''. Kapws etsi gennhqhke stis 10 Martioy 1925, o Olympiakos Syndesmos Filaqlwn Peiraia, sthn istorikh syneleysh poy pragmatopoihqhke sthn taberna toy Moira, ekei opoy kai ekdoqhke to prwto katastatiko, meros toy opoioy apoteloyn oi parapanw seires. Stoxos, opws diateineto o Mixalhs Manoyskos, htan na dhmioyrghqei enas syllogos poy q' apoteloyse empneysh gia oloys toys Ellhnes. ``Olympiakos'' to onoma kai o dafnostefanwmenos efhbos to emblhma toy.\nO Olympiakos sto perasma twn xronwn egine tropos zwhs gia ekatommyria filwn toy. Kai oxi mono se podosfairo kai mpasket, afoy ta erasitexnika toy tmhmata, exoyn diaprecei se eyrwpaiko epipedo me dekades titloys sto energhtiko toys.\n``H klhronomia einai megalh. Ypoxrewsh na synexisei o Qrylos se rota epityxiwn. Megalh einai kai h eyqynh gia na metalampadeytoyn stis epomenes genies ta Olympiaka idanika. O Olympiakos einai Qrylos. H dikh mas Olympiakh oikogeneia. Eimaste nikhtes. Pote den stamatame. Pote den to bazoyme katw. Synexizoyme na oneireyomaste!'', anaferei metajy allwn h anakoinwsh ths PAE Olympiakos\nLiges hmeres apemeinan ews thn enarjh ths neas sezon sto Pagkosmio prwtaqlhma ths Formoyla 1, to opoio jekina me to gkran pri sth Melboyrnh stis 20 Martioy kai qa oloklhrwqei meta apo 21 agwnes stis 27 Noembrioy. To kalentari perilambanei, gia prwth fora, kai to gkran pri toy Azermpaitzan, poy qa diejaxqei sto Mpakoy, enw epistrefei meta apo ena xrono apoysias to gkran pri ths Germanias sthn pista toy Xokenxaim.\nAnalytika oi agwnes ths neas sezon:\n- 20 Martioy - Aystralia\nMelboyrnh-58 gyroi, synolikh apostash 307.574 xlm.\n- 3 Aprilioy - Mpaxrein\nManama-57 gyroi, synolikh apostash 308.484 xlm.\n- 17 Aprilioy - Kina\nSangkah-56 gyroi, synolikh apostash 305.256 xlm.\n- 1 Maioy - Rwsia\nSotsi-53 gyroi, synolikh apostash 309.944 xlm.\n- 15 Maioy - Ispania\nBarkelonh-66 gyroi, synolikh apostash 307.230 xlm.\n- 29 Maioy - Monako\nMonte Karlo-78 gyroi, synolikh apostash 260.286 xlm.\n- 12 Ioynioy - Kanadas\nMontreal-70 gyroi, synolikh apostash 305.270 xlm.\n- 19 Ioynioy - Azermpaitzan\nMpakoy-Den exoyn anakoinwqei oi gyroi\n- 3 Ioylioy - Aystria\nSpilmpergk-71 gyroi, synolikh apostash 307.146 xlm.\n- 10 Ioylioy - Bretania\nSilberstooyn-52 gyroi, synolikh apostash 306.332 xlm.\n- 14 Ioylioy - Oyggaria\nBoydapesth-70 gyroi, synolikh apostash 306.670 xlm.\n- 31 Ioylioy - Germania\nXokenxaim-67 gyroi, synolikh apostash 306.458 xlm.\n- 28 Aygoystoy - Belgio\nSpa-44 gyroi, synolikh apostash 308.176 xlm.\n- 4 Septembrioy - Italia\nMontsa-53 gyroi, synolikh apostash 307.029 xlm.\n- 18 Septembrioy - Singkapoyrh\nMarina Mpei-61 gyroi, synolikh apostash 308.965 xlm.\n- 2 Oktwbrioy - Malaisia\nSepangk-56 gyroi, synolikh apostash 310.408 xlm.\n- 9 Oktwbrioy - Iapwnia\nSoyzoyka-53 gyroi, synolikh apostash 307.771\n- 23 Oktwbrioy - HPA\nOstin-56 gyroi, synolikh apostash 308.728 xlm.\n- 30 Oktwbrioy - Mejiko\nMejiko Siti-71 gyroi, synolikh apostash 305.584 xlm.\n- 13 Noembrioy - Brazilia\nInterlagkos-71 gyroi, synolikh apostash 305.939 xlm.\n- 27 Noembrioy - Ampoy Ntampi\nGias Marina-55 gyroi, synolikh apostash 305.470 xlm.


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url: =Cyprus News Agency: News in Greek, 03-11-28\n (K) EE - Neapolh - YPEJ - Eyrwpaiko Syntagma\n (K) Kypros - Kina - Naytiliakh symfwnia\n (K) Presbeyths Libanoy - Episkech sto KYPE\n (K) Proedros Papadopoylos - Rwmh - Mperloyskoni\n (K) Synedrio - Epitroph Kefalaiagoras - EE - Omilies\n (K) Proedros KS EDEK - Eyrwekloges - ESK - Sosialistikh Omada\n (K) Ypoyrgos Ergasias - Jenoi ergates - Ellhnopontioi\n (K) Ypoyrgos Ejwterikwn - Napolh - Maastrixt\n (K) Proedros NEO - Pagkypria Syndiaskech\n (K) EE - Symboylio Ypoyrgwn Eswterikwn - Dikaiosynhs\n (K) Boylh - Ekdhlwsh ''To Periballon sthn Eyrwpaikh Kypro''\n (K) Bretania - Ypoyrgeio Ejwterikwn - Titina Loizidoy\n (K) Bretania - Ekproswpos Ergatikoy kommatos - Kypriako\n (K) Eyrwboylh - Pempth Asfalistikh Odhgia\n (K) Ellhnikh Trapeza - Apotelesmata Enniamhnias\nArxizoyn shmera sth Neapolh ths Italias dihmeres diaboyleyseis twn Ypoyrgwn Ejwterikwn twn melwn ths EE, twn ypo prosxwrhsh xwrwn kai twn ypochfiwn pros entajh kratwn, sto plaisio ths Diakybernhtikhs Diaskechs, epi ths italikhs protashs gia to sxedio toy Eyrwpaikoy Syntagmatos.\nO apohxos twn epafwn kai dhlwsewn gia to Kypriako sth diarkeia ths epishmhs episkechs toy Proedroy ths Dhmokratias Tassoy Papadopoyloy sthn Aqhna kai oi syzhthseis kai diaboyleyseis sto Strasboyrgo gia thn ektelesh ths apofashs toy Eyrwpaikoy Dikasthrioy Anqrwpinwn Dikaiwmatwn (EDAD) me thn opoia ypoxreoytai h Toyrkia na apozhmiwsei thn Titina Loizidoy gia thn aposterhsh toy dikaiwmatos ekmetalleyshs ths perioysias ths sta katexomena einai ta qemata poy kyriarxoyn sta shmerina prwtoselida twn perissoterwn efhmeridwn ths Leykwsias.\nO qanatos 37xronhs se idiwtikh klinikh sth Lemeso kata th diarkeia epembashs gia ejwswmatikh gonimopoihsh kai oi synqhkes leitoyrgias idiwtikwn klinikwn, h anaqesh ths anaptyjhs twn aerodromiwn se strathgiko ependyth, ta problhmata poy antimetwpizei h koinwnia ths Pafoy kai h anazhthsh apo thn Astynomia epikindynoy biasth, einai merika apo ta ypoloipa qemata toy kypriakoy Typoy.\nH ''Alhqeia'' grafei sto kyrio qema ypo ton titlo ''Skandalo h paranomh klinikh'' oti oloena kai megalyteres diastaseis proslambanei to qema twn adeiwn twn idiwtikwn klinikwn, meta to qanato 37xronhs sth Lemeso kata th diarkeia epembashs gia lhch warioy apo tis woqhkes ths. Boyleytes kai Genikh Eisaggelia, opws anaferei h efhmerida, afhnoyn aixmes kata toy Ypoyrgeioy Ygeias, epeidh se diasthma hmerwn allaje dyo fores to diatagma gia anastolh ths leitoyrgias ths klinikhs opoy egine h epembash ayth. Se allo qema grafei pws oi Toyrkoi einai ejw frenwn me to chfisma 1517 poy enekrine to Symboylio Asfaleias toy OHE gia ananewsh ths qhteias ths Eirhneytikhs Dynamhs sthn Kypro, isxyrizomenoi oti ayto periexei ''aparadektes ekfraseis kai lanqasmenes plhrofories''.\n''H Maxh'' me ton titlo ''Ston aera... ta aerodromia'' grafei sto kyrio qema oti h etaireia ''Iwannoy kai Paraskeyaidhs'' prosfeygei sth Dikaiosynh yposthrizontas pws ''exoyn parakamfqei kai parabiasqei oysiwdeis oroi'' ths prokhryjhs diagwnismoy gia anazhthsh prosforodotwn strathgikwn ependytwn gia thn anaptyjh twn aerodromiwn Larnakas kai Pafoy. Allh eidhsh einai h apofash ths kybernhshs gia th metaqesh toy monimoy proswpikoy poy yphretei se presbeies ths Dhmokratias sto ejwteriko, na termatisei epishs thn yphresia oswn Akoloyqwn Typoy ergazontai me symbash kai oti sta en logw proswpa exei hdh diabibasqei epistolh poy ypografei o Dieyqynths toy Grafeioy Typoy kai Plhroforiwn Giannakhs Solwmoy.\nO ''Poliths'' sto kyrio qema kai katw apo ton titlo ''Aorato xeri prostateyse thn klinikh'' grafei pws sth xqesinh synedria ths Koinoboyleytikhs Epitrophs Ygeias syzhthqhke to qema toy qanatoy ths 37xronhs se idiwtikh klinikh sth Lemeso, alla den dieykrinisthke o logos gia ton opoio o Eforos Idiwtikwn Noshleythriwn Kwnstantinos Mallhs anesteile th lhch dikastikwn metrwn enantion toy idiokthth ths klinikhs ayths. To qema ayto, opws dhlwse o Anaplhrwths Ypoyrgos Ygeias, Ypoyrgos Paideias kai Politismoy Peykios Gewrgiadhs, qa syzhthqei sthn epomenh synedria toy Ypoyrgikoy Symboylioy. Se allo qema grafei oti ypanexwrhsan h proedreyoysa ths Synodoy twn Anaplhrwtwn Ypoyrgwn toy StE Ollandia kai oi ''synetairoi'' ths Bretania kai Italia kai den zhthsan th diejagwgh chfoforias gia apodoxh ths symbibastikhs protashs Sbimer sxetika me thn katabolh apozhmiwshs sthn Titina Loizidoy apo thn Toyrkia.\n''H Shmerinh'' me ton titlo ''SOS ekpempei h Pafos'' grafei sto kyrio qema oti "narkwtika, klopes kai gketo jenwn tarazoyn synqemela thn koinwnia ths Pafoy", enw o Ypoyrgos Ergasias kai Koinwnikwn Asfalisewn Makhs Keraynos dhlwse oti "dexetai pieseis kai apeiles, prokeimenoy oi armodies yphresies na proxwroyn amesa sthn ekdosh adeiwn ergasias gia allodapoys ergates". Alloy grafei oti diatypwnontai allhlokathgories sxetika me to neo Texnologiko Panepisthmio kai oti o Proedros ths Koinoboyleytikhs Epitrophs Paideias Prodromos Prodromoy zhtei epispeysh ths diadikasias chfishs sxetikoy nomosxedioy, enw oi foithtes ejaggelloyn kinhtopoihseis.\n''O Fileleyqeros'' katw apo ton titlo ''Nea parembash Tassoy pros Anan'' grafei sto kyrio qema pws qa yparjei, amesws meta tis legomenes boyleytikes ekloges toy ceydokratoys, proswpikh parembash toy Proedroy ths Dhmokratias Tassoy Papadopoyloy sto Geniko Grammatea toy OHE Kofi Anan gia epanenarjh twn synomiliwn me stoxo thn epiteyjh lyshs sto Kypriako prin apo thn 1h Maioy 2004. Allh eidhsh einai h parathroymenh elleich tsimentoy sthn agora kai h synepakoloyqh anastatwsh kai epiptwseis sthn oikodomikh biomhxania.\nH ''Xaraygh'' grafei sto kyrio qema ypo ton titlo '' 'Epilegw elpida' '' oti o Proedros Papadopoylos, o opoios oloklhrwse xqes thn trihmerh epishmh episkech toy sthn Aqhna kai epestrece sthn Kypro, esteile me dhlwseis toy safestato mhnyma sthrijhs sta t/k kommata poy antitiqentai sthn politikh Ntenktas. O Proedros, opws anaferei h efhmerida, dhlwse oti ta kommata ayta blepoyn qetika tis synomilies kai ara mporei kaneis na elpizei sthn ejeyresh lyshs, se antiqesh me ton adiallakto Ntenktas kai th dixotomikh grammh poy akoloyqei me th sthrijh ths Agkyras. Allh eidhsh einai oti ta koinoboyleytika kommata kateqesan xqes sthn Olomeleia ths Boylhs dyo protaseis nomoy poy problepoyn apomakrynsh apo ta kaqhkonta toy opoioydhpote meloys Dhmotikoy h Koinotikoy Symboylioy empleketai se ypoqesh gia thn opoia diejagetai poinikh ereyna.\nH agglofwnh efhmerida ''Cyprus Mail'' me ton titlo '' 'Biaios' biasths trexei kynhghmenos'' grafei sto kyrio qema pws h Astynomia ejapelyse xqes anqrwpokynhghto gia enan triantaxrono, o opoios pisteyetai oti exei biasei mia 37xronh mhtera dyo paidiwn, meta apo apagwgh kai metafora ths se topoqesia ligo ejw apo th Leykwsia. Alloy grafei oti doqhke xqes apo ton Proedro ths Epitrophs Ypoyrgwn toy Symboylioy ths Eyrwphs anabolh allhs mias ebdomadas sthn proqesmia poy elhje gia katabolh apozhmiwshs apo thn Toyrkia sthn Titina Loizidoy.\nH ebdomadiaia agglofwnh efhmerida ''The Cyprus Weekly'' katw apo ton titlo ''H Loizidoy zwtikh gia th dieyqethsh'' grafei sto kyrio qema pws o Proedros Papadopoylos, me dhlwseis toy xqes sthn Aqhna, eipe pws h apofash - oroshmo toy Eyrwpaikoy Dikasthrioy Anqrwpinwn Dikaiwmatwn sthn ypoqesh Loizidoy qa kaqorisei th morfh mias dieyqethshs sto Kypriako kai thn epanenwsh toy nhsioy. Alloy grafei oti gia prwth fora to Symboylio ths Eyrwphs fainetai na kanei ta prwta bhmata pros thn kateyqynsh apobolhs ths Toyrkias apo tis tajeis toy, epeidh apetyxe na efarmosei thn apofash toy EDAD gia apozhmiwsh ths Titinas Loizidoy.\nProedros Papadopoylos - Epistrofh - Dhlwseis ----------------------------------------- O Proedros ths Dhmokratias Tassos Papadopoylos epestrece apolyta ikanopoihmenos apo tis synanthseis poy eixe kata th diarkeia ths trihmerhs epishmhs episkechs toy sthn Aqhna, xarakthrizontas thn poly xrhsimh kai karpofora.\nSe dhlwseis toy sto aerodromio Larnakas meta thn epistrofh toy, o Proedros Papadopoylos epanelabe oti h e/k pleyra einai etoimh na parakaqhsei se synomilies opote to zhthsei o GG toy OHE, enw gia to qema ths ypoqeshs ths Titinas Loizidoy eipe pws o idios parakoloyqei poly stena to qema kai pws h qesh mas einai safestath, oti dhladh, h ej Ypoyrgwn Epitroph Ypoyrgwn toy Symboylioy ths Eyrwphs exei armodiothta kai kaqhkon na epopteysei thn efarmogh ths apofashs.\nErwthqeis gia th synenteyjh toy sthn efhmerida ``Poliths'' kai to fobo poy eixe ekfrasei gia eyrwdixotomhsh an den epilyqei to Kypriako mexri thn 1h Maioy 2004, o Proedros ths Dhmokratias shmeiwse oti an kapoios diabasei to periexomeno ths synenteyjhs qa dei ''oti h dynatothta na entaxqei h Kypriakh Dhmokratia xwris th lysh toy Kypriakoy den einai mia epilogh thn opoia emeis epidiwkoyme alla epidiwkoyme thn entajh mias epanenwmenhs Kyproy''.\n''Kai ws epixeirhma giati to epidiwkoyme legoyme oti diaforetika egeirontai sobara, praktika problhmata, tonizontas oti kanena den einai anyperblhto, kai kanenas kindynos den yparxei na odhghqoyme sthn katastash poy qa apotelei h diaxwristikh grammh ejwteriko synoro ths Eyrwphs'', prosqese.\nEjefrase thn pepoiqhsh oti ''exoyme plhsiasei sta oria poy qa epilyqoyn ta polla praktika problhmata poy egeirontai, kaqena me th dikh toy lysh kai ta dika toy problhmata''.\nGia to qema ths Titinas Loizidoy, o Proedros ths Dhmokratias eipe oti parakoloyqei ``poly stena to qema. H qesh mas einai safestath, oti h Epitroph Ypoyrgwn toy StE exei armodiothta kai kaqhkon, symfwna me th symbash poy diepei to qema, na epopteyei thn efarmogh ths apofashs. Kai idiaitera meta apo thn tetarth endiamesh apofash katadikastikh gia thn Toyrkia, poy exei lhfqei, pisteyw oti ekei exei ekpneysei h armodiothta opoioydhpote proedroy, proedreyontos h alloy meloys na arxisei neo kyklo diapragmateysewn''.\nProedros Papadopoylos - Diaskech Typoy -------------------------------------- O stoxos ths Kypriakhs Dhmokratias einai h epilysh toy Kypriakoy kai den qa feisqoyme prospaqeiwn gia thn epiteyjh lyshs prin apo thn 1h Maioy 2004, tonise se synenteyjh Typoy poy edwse sthn Enwsh Antapokritwn Jenoy Typoy sthn Aqhna o Proedros ths Dhmokratias Tassos Papadopoylos, me thn oloklhrwsh ths trihmerhs epishmhs episkechs toy sthn Aqhna.\n``Ean h Kypros entaxqei (sthn EE) dixasmenh qa dhmioyrghqoyn problhmata, kanena anyperblhto, alla h lysh qa einai pros ofelos olwn twn katoikwn ths Kypriakhs Dhmokratias'', anefere o Proedros Papadopoylos, o opoios prosqese oti ``epeidh den yparxoyn elpides'' - logw twn qesewn toy Toyrkoy Prwqypoyrgoy Petzep Tagip Erntogan, toy Arxhgoy twn toyrkikwn enoplwn dynamewn Xilmi Ozkiok kai toy katoxikoy hgeth Paoyf Ntenktas - ``den mporw na pw oti ta parataw h ypografw to sxedio Anan ws exei''.\nO Proedros Papadopoylos ypogrammise oti to sxedio Anan ''xreiazetai allages gia na katastei leitoyrgiko'', kai anaferqhke sthn apofash toy Symboylioy Asfaleias toy OHE symfwna me thn opoia ``oi protaseis ths ellhnokypriakhs pleyras hsan entos twn parametrwn toy sxedioy Anan kai mporei na syzhthqoyn dixws na allajei h filosofia toy sxedioy''.\nErwthqeis peri twn ``eklogwn'' sta katexomena kai gia tis dynatothtes epilysews toy Kypriakoy ean tis kerdisei h ''antipoliteysh'', o Proedros Papadopoylos tonise oti me ton k. Ntenktas poy yposthrizei thn yparjh dyo ``kratwn'' kai dyo ``kyriarxiwn'' einai ``adynaton na yparjei lysh''.\nParallhla epeshmane oti h toyrkokypriakh ''antipoliteysh'' twn kyriwn Ali Erel kai Mexmet Ali Talat dhlwse oti qa proselqei se diapragmateyseis ``gia dyo xwrista krath'', alla ``aytoi toylaxiston blepoyn qetika tis synomilies''.\nKata synepeia, ypogrammise o Proedros Papadopoylos, ``metajy bebaiothtos apotyxias kai elpidas, epilegw thn elpida''.\nProedros Papadopoylos - Kaklamanhs - Dhlwseis ----------------------------------------------- Yparxoyn paragontes, opws einai oi HPA, poy mporoyn na symbaloyn pio apofasistika sthn epilysh toy Kypriakoy, alla den to prattoyn, dhlwse xqes o Proedros ths Boylhs twn Ellhnwn Apostolos Kaklamanhs, ystera apo synanthsh poy eixe me ton Proedro ths Kypriakhs Dhmokratias Tasso Papadopoylo kai thn epishmh antiproswpeia poy ton synodeyei, sto ktirio toy Koinoboylioy sthn Aqhna.\nErwthqeis ean yparxoyn paragontes poy na mhn qeloyn epilysh toy Kypriakoy, o k. Kaklamanhs eipe oti sthn Kypro kai thn Ellada den yparxoyn kai synexise legontas oti ``alloy fysika yparxoyn paragontes poy mporoyn na symbaloyn pio apofasistika sthn epilysh toy Kypriakoy, opws einai oi HPA, alla den to prattoyn''.\nO Proedros Papadopoylos eyxaristhse ton Proedro ths Boylhs twn Ellhnwn gia ton ychlo baqmo synergasias ths Elladas me thn kypriakh kybernhsh kai diabibase thn eygnwmosynh toy kypriakoy ellhnismoy, ths kybernhshs ths Kyproy kai toy idioy proswpika gia ``osa polla exei prajei to Koinoboylio kai idiaitera o Proedros ths Boylhs k. Kaklamanhs gia prowqhsh kai eyodwsh toy kypriakoy agwna gia entajh kai genikotera gia dikaiwsh stis dyskoles stigmes poy pernoyme'', opws eipe.\nProedros Papadopoylos - Arxiepiskopos Xristodoylos - Dhlwseis -------------------------------------------------------------- Th synexh symparastash ths Ekklhsias ths Elladas pros ton kypriako Ellhnismo gia ekplhrwsh twn prosdokiwn toy gia lysh toy Kypriakoy, ejefrase xqes o Arxiepiskopos Aqhnwn kai pashs Ellados Xristodoylos ston Proedro ths Dhmokratias Tasso Papadopoylo me ton opoio eixe synanthsh mishs wras sthn Aqhna.\n''H Ekklhsia ths Ellados hdh apo thn arxh toy agwna toy kypriakoy Ellhnismoy symparastaqhke kai ejakoloyqei kai shmera kai sto mellon na symparistatai sthn epibebaiwsh kai ekplhrwsh twn ierwn poqwn kai prosdokiwn toy kypriakoy laoy'', ypogrammise o Arxiepiskopos Xristodoylos.\nApo thn pleyra toy, o Proedros Papadopoylos ejefrase thn eygnwmosynh toy kypriakoy Ellhnismoy gia th syneph kai staqerh symparastash ths ellhnikhs Ekklhsias kai toy idioy toy Arxiepiskopoy Aqhnwn Xristodoyloy ston agwna toy kypriakoy laoy.\nStE - Anabolh - Loizidoy - Keimeno kyrwsewn ------------------------------------------- Me stoxo na doqei xronos stis diafores antiproswpeies na ejetasoyn to keimeno poy etoimase h Grammateia toy Symboylioy ths Eyrwphs (StE) gia kyrwseis enantion ths Toyrkias, logw ths arnhshs ths na symmorfwqei me thn apofash toy EDAD sthn ypoqesh Titinas Loizidoy, o Proedreywn ths Epitrophs Monimwn Antiproswpwn toy StE anebale th syzhthsh toy qematos gia thn allh Tetarth.\nOpws dhlwsan sto KYPE diplwmatikes phges, xqes arxise h syzhthsh toy keimenoy ths Grammateias gia tis kyrwseis, alla polles antiproswpeies eipan oti den eixan odhgies gia to pws na topoqethqoyn enanti toy keimenoy.\nLogw ths sobarothtas toy qematos, o Proedreywn ths Epitrophs proxwrhse se anabolh mias ebdomadas gia na melethqei endelexws to keimeno.\nOi idies phges dhlwsan oti typika, egine ena mikro bhma gia enarjh ths diadikasias afoy o Proedreywn ''anelyse to xarti twn kyrwsewn''.\nToyrkikos Typos - StE - Toyrkia - Loizidoy - Apozhmiwsh - Formoyla ------------------------------------------------------------------- H toyrkikh efhmerida ''Miliet'' me xqesino ths dhmosieyma epibebaiwnei tis toyrkikes meqodeyseis gia katabolh ths apozhmiwshs poy epedikase to Eyrwpaiko Dikasthrio Anqrwpinwn Dikaiwmatwn sthn ypoqesh ths Titinas Loizidoy, mono sthn periptwsh poy egkriqei h symbibastikh formoyla.\nSygkekrimena se dhmosieyma ypo ton titlo ''H apozhmiwsh qa katablhqei, sthn periptwsh epiteyjhs symbibasmoy epi ths formoylas'', h efhmerida epikaleitai diplwmatikes phges apo to Strasboyrgo oi opoies anaferoyn oti ''an mporesoyme na ftasoyme se symbibasmo sthn formoyla epi ths opoias ergasthkame, tote h Agkyra einai etoimh na katabalei thn apozhmiwsh''.\nSoyhdikh Kybernhsh - Kypros - Presbeyths -------------------------------------------------- H Soyhdikh Kybernhsh diorise xqes ton Ingemar Lindahl ws ton prwto ths Presbeyth apokleistika gia thn Kypro.\nSymfwna me anakoinwsh toy Ypoyrgeioy Ejwterikwn ths xwras, o k. Lindahl qa exei ws bash toy th Stokxolmh mexri neoterhs eidopoihshs.\nProqesh ths Soyhdikhs Kybernhshs, anaferetai sthn anakoinwsh, einai to anoigma Presbeias sth Leykwsia entos toy 2004.\nHPA - ''Oyasigkton Taims'' - Arqro - Kypros -------------------------------------- To paraqyro eykairias gia lysh toy Kyriakoy paramenei anoikto enocei ths entajhs ths Kyproy sthn Eyrwpaikh Enwsh kai oi Hnwmenes Politeies mporoyn na epityxoyn mia eirhnikh lysh, askwntas thn epirroh toys sthn Agkyra gia na egkataleicei mia gia panta thn epiqetikh ths stash.\nAyta anaferei, metajy allwn, h Amerikanida Repoymplikanh boyleyths Ileana Ros-Lehtinen se arqro ths poy dhmosieyqhke xqes sthn efhmerida ''Oyasigkton Taims'' me titlo ''Einai h Kypros wrimh gia thn epanenwsh;''\nSto arqro ths h boyleyths shmeiwnei th desmeysh twn HPA, ths EE kai toy OHE stis prospaqeies epilyshs toy Kypriakoy kai ypogrammizei pws idiaitera twra didetai h eykairia gia epanenwsh afoy ''molis prosfata h amerikanikh syllogikh politikh boylhsh exei isxyropoihqei''.\nAnaferomenh sthn toyrkikh adiallajia, h boyleyths melos ths Epitrophs Dieqnwn Sxesewn epishmainei oti prokalei ''sygxysh''.\nItalikh Proedria - EE - Syntagma --------------------------------- H italikh Proedria koinopoihse proxqes to apogeyma stis prwteyoyses twn 24 xwrwn melwn kai ypo entajh xwrwn ena keimeno symbibastikhs protashs gia to eyrwpaiko syntagma, to opoio qa apotelesei antikeimeno diapragmateyshs sto dihmero konklabio twn Ypoyrgwn Ejwterikwn ths Eyrwpaikhs Enwshs, thn Paraskeyh kai to Sabbato sth Neapolh ths Italias.\nThn Kypro qa ekproswphsei o Ypoyrgos Ejwterikwn Giwrgos Iakwboy.\nSe sxesh me to keimeno ths Syntaktikhs Syneleyshs gia to mellon ths Eyrwphs, h italikh Proedria epiferei elaxistes allages sth symbibastikh protash. Opws yposthrizoyn diplwmatikes phges stis Bryjelles, stoxos ths Rwmhs einai na kleisoyn sth Neapolh ola ta qemata, panw sta opoia yparxei taytish h proseggish twn apocewn kai na apomeinoyn ta epimaxa gia thn krisimh Synodo Koryfhs twn Bryjellwn.\nKS EDEK - Kentrikh Epitroph - Politiko Grafeio - Eklegentes ------------------------------------------------------------ O Antwnhs Koytalianos ejelegh Grammateas ths Kentrikhs Epitrophs toy Kinhmatos Sosialdhmokratwn EDEK ejasfalizontas 64 chfoys kata tis proxqesines eswkommatikes ekloges sto Dieqnes Synedriako Kentro.\nSymfwna me anakoinwsh toy Kinhmatos, o anqypochfios toy Andreas Filippoy ejasfalise 63 chfoys. Sth qesh toy Organwtikoy Grammatea ejelegh xwris anqypochfio o Loyhs Kappas.\nQesh sto Politiko Grafeio ejasfalisan oi Antwnhs Basileioy me 62 chfoys, o Giwrgos Barnaba me 60, h Maria Basileiadoy me 54, o Basilhs Prwtopapas me 54, o Makhs Royshs Makhs me 50, o Qemhs Polybioy me 49, o Andreas Grhgorioy me 45, o Dhmhtrhs Hliadhs me 45, o Mixalhs Polyneikhs me 45, o Eyqymios Floyrentzoy me 45, h Maria Qrasyboyloy me 43, o Xryshs Prentzas me 41, o Marios Karatzias me 40, o Gewrgios Xarh me 40, h Anna Giannakoy me 39 kai h Loyiza Mayrommath me 38.\nKypros - Olympiada Enoplwn Dynamewn -------------------------------------- Me elpides gia diakrish sta aqlhmata ths kalaqosfairas kai ths petosfairas, kaqws kai gia mia kalh paroysia genikotera, h Kypros qa symmetasxei me 58melh apostolh sthn 3h Olympiada Enoplwn Dynamewn, h opoia qa diejaxqei apo tis 4 mexri tis 11 Dekembrioy sthn Katania ths Sikelias, me th symmetoxh 87 xwrwn.\nH Kypros qa symmetasxei sta aqlhmata ths kalaqosfairas, petosfairas, sto stibo, sto tzoynto kai sthn kolymbhsh. H 58melhs apostolh, h opoia me proponhseis kai filikoys agwnes exei oloklhrwsei thn proetoimasia ths, anaxwrei gia thn Italia thn erxomenh bdomada.\nSe dhlwseis sto plaisio dhmosiografikhs diaskechs, o Arxhgos ths Eqnikhs Froyras (EF) Antistrathgos Aqanasios Nikolodhmos, afoy tonise th shmasia poy dinei h EF ston aqlhtismo, anakoinwse oti ayth apofasise na syneisferei sth diorganwsh twn Olympiakwn Agwnwn toy 2004 me th diaqesh oplitwn eqelontwn kai foithtwn twn paragwgikwn sxolwn poy foitoyn sthn Ellada.\nO k. Nikolodhmos ejhre th shmasia ths symmetoxhs ths mikrhs Kyproy stoys Olympiakoys twn Enoplwn Dynamewn kai tonise oti h symmetoxh ths Kyproy qa stefqei me epityxia.\n''Nomizoyme kai exoyme thn entypwsh oti (oi aqlhtes) qa epistrecoyn me xrysa, me argyra kai me xalkina metallia'', eipe o Arxhgos.\nOPAK - T/k Organwsh Atomwn me Kinhtikes Anaphries - Ekdhlwsh --------------------------------------------------------------- Me stoxo na erqoyn konta mesw toy aqlhtismoy oi E/K kai T/K anaphroi gia syzhthsh kai epilysh twn koinwn problhmatwn poy antimetwpizoyn, pragmatopoihqhke xqes dikoinotikh ekdhlwsh poy diorganwse h Organwsh Paraplhgikwn Kyproy (OPAK) kai h t/k Organwsh Atomwn me Kinhtikes Anaphries.\nH ekdhlwsh pragmatopoihqhke sto oikhma ths OPAK, sth Leykwsia, me qema: ''Kalaqosfaira gia Atoma me Anaphries (AmeA)'' kai se ayth symmeteixan tria melh toy DS ths t/k organwshs kai dyo T/K kalaqosfairistes - enas antras kai mia gynaika.\nOpws dhlwse sto KYPE o Proedros ths OPAK Antros Prokopioy, me thn ekdhlwsh ayth egine mia arxh gia synergasia, enw teqhkan stoxoi oson afora diafora problhmata, opws ekeino ths prosbashs.\nO Proedros ths t/k organwshs Moystafa Tselik paroysiase sth dialejh ena DVD me kalaqosfairiko agwna anaphrwn. Ajioshmeiwto einai oti enw o ariqmos twn T/K poy einai kinhtika anaphroi einai poly mikros, aytoi exoyn kataferei na dhmioyrghsoyn kalaqosfairikh omada h opoia symmetexei sto eqniko prwtaqlhma Toyrkias.\nOmilos Laikhs - Apotelesmata Enniamhnias --------------------------------------------------- Sta 12 ek. lires efqasan ta kerdh pro ths forologias toy Omiloy ths Laikhs Trapezas gia thn enniamhnia poy elhje stis 30 Septembrioy, enw to kerdos apo tis ergasies symperilambanomenwn twn xrhmatisthriakwn zhmiwn efqase ta 48,9 ek. lires, ariqmos poy antistoixei se anodo 43,3% se sygkrish me thn persinh periodo.\nSymfwna me th synoch twn apotelesmatwn toy Omiloy, thn antistoixh persinh periodo h Laikh Trapeza eixe zhmies ycoys 33,1 ek. lirwn. H persinh periodos eixe epibarynqei me th metafora 47,1 ek. lirwn apo to apoqematiko epanektimhshs ependysewn logw monimhs meiwshs sthn ajia twn ependysewn diaqesimwn pros pwlhsh.\nProedros XAK - Ej apostasews syndesh ------------------------------------- Teqhke xqes se efarmogh apo to Xrhmatisthrio Ajiwn Kyproy (XAK) h diadikasia kai to systhma ths ej apostasews syndeshs (remote trading), me to opoio qa diapragmateyontai oles oi eishgmenes ajies kai qa katartizontai oles oi synallages ajiwn sto XAK.\nO Proedros toy XAK Akhs Kleanqoys dhlwse sto KYPE oti shmera shmatodoteitai mia nea poreia gia to Xrhmatisthrio.\n''Pleon to Xrhmatisthrio einai plhrws aytomatopoihmeno. Ayto shmainei oti ginetai mia shmantikh beltiwsh twn leitoyrgikwn ejodwn toy Xrhmatisthrioy kai apo thn allh h prosoxh ths Dioikhshs kai ths Dieyqynshs toy Xrhmatisthrioy estiazetai sthn anaptyjiakh toy poreia'', prosqese o k. Kleanqoys.\nXrhmatisthrio - Nees apwleies ------------------------------------ To Xrhmatisthrio Ajiwn Kyproy den mporese oyte kai xqes, logw twn newn piesewn poy dexqhkan oi trapezikoi titloi elew Trapezas Kyproy kai Laikhs Trapezas, na anakocei thn ptwtikh poreia poy paroysiazei kata tis teleytaies dyo synanthseis, me apotelesma na ypoxwrhsei sto epipedo twn 81 monadwn. O Genikos Deikths kategrace nees apwleies se pososto 0,86%, kleinontas stis 81,56 monades. H ajia twn synallagwn diamorfwqhke stis 656 xiliades lires, me toys trapezikoys titloys na sygkentrwnoyn ta tria tetarta ths hmerhsias synallaktikhs drasthriothtas.\nEpishmh episkech sthn Kypro qa pragmatopoihsei metajy 1-3 Dekembrioy o Yfypoyrgos toy Ypoyrgeioy Sygkoinwniwn ths Laikhs Dhmokratias ths Kinas Hong Shangxiaug.\nEpiskech sta grafeia toy Kypriakoy Praktoreioy Eidhsewn (KYPE) pragmatopoihse shmera o neos Presbeyths toy Libanoy sthn Kypro Misel El-Xoyri.\nKata th synedriash kaqorismoy timwn synallagmatos stis 28/11/2003\nDolario HPA                      2,0445            2,0567\nLira Agglias                     1,1889            1,1960\nGEN Iapwnias                     223,4594        225,2470\nDolario Aystralias                 2,8190          2,8415\nDolario Kanada                     2,6451          2,6662\nKorwna Danias                     12,6791         12,7805\nKorwna Norbhgias                  13,9231         14,0344\nKorwna Soyhdias                   15,3765         15,4995\nFragko Elbetias                    2,6381          2,6592\nH Epitroph Nomismatikhs Politikhs se shmerinh ths synedria apofasise na diathrhsei ametablhta ta basika epitokia.\nSygkekrimena opws anakoinwse o Dioikhths ths Kentrikhs Trapezas Xristodoylos Xristodoyloy, ta basika epitokia ths Kentrikhs Trapezas, dhladh ta epitokia dieykolynshs oriakhs xrhmatodothshs (Lombard) kai to epitokio dieykolynshs apodoxhs kataqesewn (Overnight Deposit Facility) paramenoyn sto 4,5% kai sto 2,5%, antistoixa.\nO Proedros ths Dhmokratias Tassos Papadopoylos qa metabei stis 2 Dekembrioy sth Rwmh opoy qa exei synanthsh me ton Prwqypoyrgo ths Italias kai proedreyonta ths EE Silbio Mperloyskoni.\nMe thn anamorfwsh kai thn anaplash toy Xrhmatisthrioy Ajiwn Kyproy kai thn prosarmogh toy sto koinotiko kekthmeno prosdokoyme sthn tonwsh toy ygioys kai eleyqeroy antagwnismoy sthn kypriakh kefalaiagora, dhlwse shmera o Ypoyrgos Oikonomikwn Markos Kyprianoy.\nGenikos Deikths XAK                            81,20  (-0,44)\nSynoliko Poso Synallagwn      �    305.813\nDeikths FTSE/CYSE 20          �    242.182    323,50  (-1,27)\nFTSE Med 100 **                             5.798,04  ( 0,95)\nTrapezikoi Organismoi         �    203.995     92,34  (-0,72)\nOrganismoi                �      8.088     69,46  (-0,60)\nAsfalistikoi Organismoi       �      1.063     15,38  ( 2,12)\nBiomhxanikes Etaireies        �     11.694     57,49  ( 0,35)\nToyristikes Epixeirhseis      �      1.903     70,95  ( 0,08)\nEmporikes Etaireies           �      8.618     20,58  (-0,19)\nEt. Oikodomhsimwn Ylwn        �     10.723     70,53  ( 0,03)\nEt. Plhroforikhs              �      3.608      3,28  ( 1,55)\nEt. Xrhmatooikonomikwn Yphr.  �      9.843     11,43  (-1,55)\ncariwn                    �        107     11,49  (-1,20)\nJenodoxeia                    �      7.343     38,30  (-0,75)\nAlles Etaireies               �     33.396     75,17  (-0,36)\nEntones anhsyxies gia thn poreia toy dhmosionomikoy elleimmatos kai kat' epektash toy dhmosioy xreoys, ejefrase shmera o Dioikhths ths Kentrikhs Trapezas Xristodoylos Xristoydoyloy, tonizontas thn anagkh gia dhmosionomikh ejygiansh kai ayjhmenh dhmosionomikh peiqarxia.\nTrith kata seira ptwsh kategrace to Xrhmatisthrio Ajiwn Kyproy, afoy kai sth shmerinh teleytaia synanthsh toy Noembrioy o Genikos Deikths Timwn kinhqhke ptwtika. H agora ekleise stis 81,2 monades katagrafontas mikrh ptwsh se pososto 0,44%, logw twn piesewn poy dexqhke apo toys trapezikoys titloys elew Trapezas Kyproy. Sta misa peripoy epipeda ths xqesinhs synanthshs paremeine h ajia twn synallagwn, h opoia diamorfwqhke stis 305 xiliades lires.\nExontas ws stoxo thn anadeijh toy Eyrwpaikoy Sosialistikoy Kommatos (ESK) ws ths prwths dynamhs gia allh mia koinoboyleytikh periodo, stelexh ths Sosialistikhs Omadas sto Eyrwpaiko Koinoboylio kai melh toy ESK briskontai sthn Kypro kai epejergazontai mazi me to KS EDEK koines qeseis poy qa symperilhfqoyn sto koino proeklogiko programma twn melwn toy ESK se oles tis xwres - melh ths Eyrwpaikhs Enwshs (EE) enocei twn eyrweklogwn toy prosexoys Ioynioy.\nO ariqmos twn jenwn ergatwn poy ergodotoyntai sthn Kypro einai, me bash ta epishma stoixeia toy Tmhmatos Koinwnikwn Asfalisewn, 40.054, dhlwse shmera o Ypoyrgos Ergasias kai Koinwnikwn Asfalisewn Iakwbos Keraynos.\nO Ypoyrgos Ejwterikwn Giwrgos Iakwboy, brisketai sthn Napolh ths Italias opoy symmetexei stis ergasies ths 5hs Ypoyrgikhs Synodoy apo tis 28 - 29 Noembrioy (Konklabio twn Ypoyrgwn Ejwterikwn ths Diakybernhtikhs Diaskechs gia th Syntagmatikh Synqhkh ths Eyrwpaikhs Enwshs).\n''Krisimh kai poly shmantikh'' xarakthrise o Proedros twn Newn Orizontwn (NEO) Nikos Koytsoy thn Pagkypria Syndiaskech toy kommatos poy qa pragmatopoihqei thn Kyriakh, dioti, opws eipe, ''qa paroysiastoyn oi qeseis twn NEO sth nea fash poy mpainoyme kai ws kratos kai ws koinwnia kai ws Kypriako kai qa lhfqoyn apofaseis gia thn poreia mas stis eyrwekloges kai qa kaqoristoyn oi stoxoi''.\nO Kyprios poliths paragei kata meso oro ta diplasia oikiaka apoblhta ethsiws apo ayta poy kata meso oro paragoyn oi polites ths EE, dhlwse h Proedros ths Koinoboyleytikhs Epitrophs Periballontos Elenh Mayroy.\nMilwntas epishs sthn ekdhlwsh, o Dieyqynths ths Yphresias Periballontos toy Ypoyrgeioy Gewrgias, Fysikwn Porwn kai Periballontos Nikos Gewrgiadhs tonise oti to megalytero problhma poy antimetwpizei h Kypros, einai h diaxeirish apoblhtwn.\nH Bretania yposthrizei thn symmorfwsh ths Toyrkias me thn apofash toy Eyrwpaikoy Dikasthrioy sto qema Loizidoy alla yposthrizei kai tis prospaqeies ths Ollandikhs proedrias gia ejeyresh lyshs sto problhma, dhlwse shmera ekproswpos toy Ypoyrgeioy Ejwterikwn.\nPolitikh symfwnia epi ths ``pempths'' asfalistikhs odhgias , h opoia kaqorizei to elaxisto poso asfalistikhs kalychs gia troxaia atyxhmata kai ylikes zhmies se 1 ekat. eyrw sto synolo ths koinotikhs epikrateias, epiteyxqhke sto Symboylio Ypoyrgwn Antagwnismoy ths Eyrwpaikhs Enwshs.\nAyjhmena kata 29% einai ta kerdh toy Sygkrothmatos ths Ellhnikhs Trapezas apo synhqeis ergasies gia thn enniamhnia poy elhje stis 30 Septembrioy 2003, fqanontas ta 19 ekatommyria lires se sxesh me thn persinh periodo.\nkypegr2html v2.00 run on Friday, 28 November 2003 - 18:49:24 UTC


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