• o2,
• oir,
• oyur,
• orrur,
• voir,
• wr,
• raor,
• or3,
• ppor,
• euorp,
• orca,
• orthe,
• yr,
• jor,
• ifor,
• for0,
• hior,
• lr,
• rror,
• oru,
• odr,
• ou're,
• org,
• lor,
• 2cor,
• quior,
• occor,
• ouyr,
• haor,
• oe,
• kor,
• wrror,
• cuor,
• your4,
• zeor,
• 0r,
• oggar,
• oyr,
• oer,
• 2for,
• offor,
• aynor,
• por,
• for10,
• for6,
• ir,
• ovr,
• xr,
• orf,
• ouary,
• om,
• uoir,
• hor,
• or,
• oy,
• gor,
• y9our,
• oi,
• nior,
• kr,
• ffor,
• ar15,
• os,
• huor,
• oror,
• eyour,
• for16,
• ourv,
• oc,
• evor,
• yoiur,
• ioewr,
• onur,
• joir,
• n'or,
• waor,
• ortho,
• gr,
• 7hour,
• wor,
• ivor,
• owr,
• ofeer,
• 9or,
• for12,
• ofr,
• ork,
• 1hour,
• of,
• uor,
• yuour,
• or6,
• vor,
• ouur,
• uopir,
• fo9r,
• ocuur,
• ypor,
• llor,
• for2,
• olr,
• vr,
• ur,
• orve,
• dor,
• youor,
• oro,
• ol,
• sor,
• ror,
• mor,
• yyour,
• orrrr,
• efor,
• yor,
• or5,
• orpah,
• ouor,
• oj,
• cor,
• iyour,
• youur,
• ov,
• ob,
• aor,
• orm,
• 23r,
• o9,
• ior,
• y6our,
• ouir,
• er,
• you8r,
• oa,
• opr,
• ot,
• oor,
• orn,
• you'r,
• or10,
• od,
• yo9ur,
• ora,
• yuor,
• 6or,
• jr,
• ou,
• eroor,
• orr,
• ehour,
• 3r,
• 2or,
• yo0ur,
• oo,
• orka,
• ori,
• 4or,
• o0ur,
• bor,
• ord,
• for,
• 3hour,
• eor,
• onr,
• qr,
• 1or,
• uyour,
• 5of,
• otr,
• otur,
• our,
• orfor,
• ow,
• ar,
• or4,
• for1,
• upor,
• f9or,
• oiur,
• haior,
• yiour,
• ovor,
• og,
• ocear,
• for4,
• inour,
• enior,
• yoour,
• ajor,
• ijour,
• for15,
• ofor,
• 2hour

The term "or" is commonly used to refer to the inclusive or operator, which is a logical and mathematical operation. It is used to denote either one of two options, typically indicated by a "0" or "1", as part of a binary system of logic. When thinking of the English language, "or" can be used as a conjunction that links two contrasting ideas. For example, "you can have a cake or a brownie; you can learn maths or geology." This makes the ideas mutually exclusive and implies that the person can only pick one of the two options.

• oreo,
• ore,
• orr,
• ORY,
• oriya,
• Ora.