"lich\u00E9"@cs . . . "lich\u00E9 \u010D\u00EDslo"@cs . . . . "V matematice je ka\u017Ed\u00E9 cel\u00E9 \u010D\u00EDslo bu\u010F sud\u00E9, nebo lich\u00E9. Pokud je \u010D\u00EDslo celo\u010D\u00EDseln\u00FDm n\u00E1sobkem dvou, je to sud\u00E9 \u010D\u00EDslo, jinak je to lich\u00E9 \u010D\u00EDslo. Sud\u00E1 \u010D\u00EDsla jsou tedy nap\u0159. \u22124, 0, 12, 76; lich\u00E1 \u010D\u00EDsla jsou nap\u0159. \u22125, 1, 13, 37. \u010C\u00EDslo nula je sud\u00E9, nebo\u0165 je rovno nula-kr\u00E1t dv\u011Bma.Vlastnost \u010D\u00EDsla b\u00FDt sud\u00FDm anebo lich\u00FDm se n\u011Bkdy naz\u00FDv\u00E1 parita \u010D\u00EDsla (a m\u016F\u017Ee se ch\u00E1pat i jako \u010D\u00EDseln\u00E1 hodnota zbytku po d\u011Blen\u00ED \u010D\u00EDsla dv\u011Bma, tzn."@cs . . . "lich\u00E1"@cs . "sud\u00E9m \u010D\u00EDsle"@cs . "3051"^^ . . "sud\u00FDch"@cs . . "lich\u00FDch \u010D\u00EDsel"@cs . "sud\u00FD \u010Di lich\u00FD"@cs . "lich\u00FDch"@cs . "lich\u00FDmi \u010D\u00EDsly"@cs . . "16085606"^^ . "sud\u00E1 \u010D\u00EDsla"@cs . . "paritou"@cs . "parita"@cs . "lich\u00FD"@cs . "24"^^ . . "lich\u00E9ho po\u010Dtu"@cs . "sud\u00E9"@cs . "sud\u00E1"@cs . "sud\u00E9mu"@cs . "lich\u00E9ho \u010D\u00EDsla"@cs . . "sud\u00E9 \u010D\u00EDslo"@cs . "Sud\u00E1 a lich\u00E1 \u010D\u00EDsla"@cs . . . . . "sud\u00FDmi \u010D\u00EDsly"@cs . . "lich\u00E9ho"@cs . "sud\u00FD"@cs . . . . "V matematice je ka\u017Ed\u00E9 cel\u00E9 \u010D\u00EDslo bu\u010F sud\u00E9, nebo lich\u00E9. Pokud je \u010D\u00EDslo celo\u010D\u00EDseln\u00FDm n\u00E1sobkem dvou, je to sud\u00E9 \u010D\u00EDslo, jinak je to lich\u00E9 \u010D\u00EDslo. Sud\u00E1 \u010D\u00EDsla jsou tedy nap\u0159. \u22124, 0, 12, 76; lich\u00E1 \u010D\u00EDsla jsou nap\u0159. \u22125, 1, 13, 37. \u010C\u00EDslo nula je sud\u00E9, nebo\u0165 je rovno nula-kr\u00E1t dv\u011Bma.Vlastnost \u010D\u00EDsla b\u00FDt sud\u00FDm anebo lich\u00FDm se n\u011Bkdy naz\u00FDv\u00E1 parita \u010D\u00EDsla (a m\u016F\u017Ee se ch\u00E1pat i jako \u010D\u00EDseln\u00E1 hodnota zbytku po d\u011Blen\u00ED \u010D\u00EDsla dv\u011Bma, tzn. parita sud\u00E9ho \u010D\u00EDsla je nula, parita lich\u00E9ho \u010D\u00EDsla je jedna).Mno\u017Einu v\u0161ech sud\u00FDch \u010D\u00EDsel lze zapsat jako Sud\u00E1 = 2Z = { \u2026, \u22124, \u22122, 0, 2, 4, \u2026 }Mno\u017Einu v\u0161ech lich\u00FDch \u010D\u00EDsel pak jako Lich\u00E1 = 2Z + 1 = { \u2026, \u22123, \u22121, 1, 3, 5, \u2026 }Je vid\u011Bt, \u017Ee libovoln\u00E9 sud\u00E9 \u010D\u00EDslo je mo\u017Eno vyj\u00E1d\u0159it ve tvaru 2k, kde k \u2208 Z, zat\u00EDmco libovoln\u00E9 lich\u00E9 \u010D\u00EDslo je mo\u017Eno vyj\u00E1d\u0159it jako 2k + 1, op\u011Bt pro k \u2208 Z."@cs . "Sud\u00E1 a lich\u00E1 \u010D\u00EDsla"@cs . . "5022"^^ . "sud\u00E9ho po\u010Dtu"@cs . . . "lich\u00E1 \u010D\u00EDsla"@cs . . . "sud\u00FDch \u010D\u00EDsel"@cs . . .