local S, T;
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1/34*E(289)^11+1/34*E(289)^28+1/34*E(289)^45+1/34*E(289)^62+1/34*E(289)^79+1/34*E(289)^96+1/34*E(289)^113+1/34*E(289)^130+1/34*E(289)^147+1/34*E(289)^164+1/34*E(289)^181+1/34*E(289)^198+1/34*E(289)^215+1/34*E(289)^232+1/34*E(289)^249+1/34*E(289)^266, -1/34*E(289)^147, -1/34*E(289)^11, -1/34*E(289)^164, -1/34*E(289)^28, -1/34*E(289)^181, -1/34*E(289)^45, -1/34*E(289)^198, -1/34*E(289)^62, -1/34*E(289)^215, -1/34*E(289)^79, -1/34*E(289)^232, -1/34*E(289)^96, -1/34*E(289)^249, 1/34*E(289)^45, -1/34*E(289)^45, 1/34*E(289)^266, -1/34*E(289)^266, 1/34*E(289)^198, -1/34*E(289)^198, 1/34*E(289)^130, -1/34*E(289)^130, 1/34*E(289)^62, -1/34*E(289)^62, -1/34*E(289)^11-1/34*E(289)^28-1/34*E(289)^45-1/34*E(289)^62-1/34*E(289)^79-1/34*E(289)^96-1/34*E(289)^113-1/34*E(289)^130-1/34*E(289)^147-1/34*E(289)^164-1/34*E(289)^181-1/34*E(289)^198-1/34*E(289)^215-1/34*E(289)^232-1/34*E(289)^249-1/34*E(289)^266, 1/34*E(289)^11+1/34*E(289)^28+1/34*E(289)^45+1/34*E(289)^62+1/34*E(289)^79+1/34*E(289)^96+1/34*E(289)^113+1/34*E(289)^130+1/34*E(289)^147+1/34*E(289)^164+1/34*E(289)^181+1/34*E(289)^198+1/34*E(289)^215+1/34*E(289)^232+1/34*E(289)^249+1/34*E(289)^266, 1/34*E(289)^215, -1/34*E(289)^215, 1/34*E(289)^147, -1/34*E(289)^147, 1/34*E(289)^79, -1/34*E(289)^79, 1/34*E(289)^11, -1/34*E(289)^11, 1/34*E(289)^232, -1/34*E(289)^232, 1/34*E(289)^164, -1/34*E(289)^164, 1/34*E(289)^96, -1/34*E(289)^96, 1/34*E(289)^28, -1/34*E(289)^28, 1/34*E(289)^249, -1/34*E(289)^249, 1/34*E(289)^181, -1/34*E(289)^181, 1/34*E(289)^113, -1/34*E(289)^113 ]];
T := [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(4), -E(4), E(289)^156, E(289)^20, E(289)^173, E(289)^37, E(289)^190, E(289)^54, E(289)^207, E(289)^71, E(289)^224, E(289)^88, E(289)^241, E(289)^105, E(289)^258, E(289)^122, E(289)^275, E(289)^139, -E(289)^20-E(289)^37-E(289)^54-E(289)^71-E(289)^88-E(289)^105-E(289)^122-E(289)^139-E(289)^156-E(289)^173-E(289)^190-E(289)^207-E(289)^224-E(289)^241-E(289)^258-E(289)^275, E(289)^156, E(289)^20, E(289)^173, E(289)^37, E(289)^190, E(289)^54, E(289)^207, E(289)^71, E(289)^224, E(289)^88, E(289)^241, E(289)^105, E(289)^258, E(289)^122, E(289)^275, E(289)^139, -E(289)^20-E(289)^37-E(289)^54-E(289)^71-E(289)^88-E(289)^105-E(289)^122-E(289)^139-E(289)^156-E(289)^173-E(289)^190-E(289)^207-E(289)^224-E(289)^241-E(289)^258-E(289)^275, E(1156)^29, -E(1156)^29, E(1156)^913, -E(1156)^913, E(1156)^641, -E(1156)^641, E(1156)^369, -E(1156)^369, E(1156)^97, -E(1156)^97, E(1156)^981, -E(1156)^981, E(1156)^709, -E(1156)^709, E(1156)^437, -E(1156)^437, E(1156)^165, -E(1156)^165, E(1156)^1049, -E(1156)^1049, E(1156)^777, -E(1156)^777, E(1156)^505, -E(1156)^505, E(1156)^233, -E(1156)^233, E(1156)^1117, -E(1156)^1117, E(1156)^845, -E(1156)^845, E(1156)^573, -E(1156)^573, -E(1156)^29-E(1156)^97-E(1156)^165-E(1156)^233-E(1156)^369-E(1156)^437-E(1156)^505-E(1156)^573-E(1156)^641-E(1156)^709-E(1156)^777-E(1156)^845-E(1156)^913-E(1156)^981-E(1156)^1049-E(1156)^1117, E(1156)^29+E(1156)^97+E(1156)^165+E(1156)^233+E(1156)^369+E(1156)^437+E(1156)^505+E(1156)^573+E(1156)^641+E(1156)^709+E(1156)^777+E(1156)^845+E(1156)^913+E(1156)^981+E(1156)^1049+E(1156)^1117, E(289)^12, E(289)^29, E(289)^46, E(289)^63, E(289)^80, E(289)^97, E(289)^114, E(289)^131, E(289)^148, E(289)^165, E(289)^182, E(289)^199, E(289)^216, E(289)^233, E(289)^250, E(289)^267, -E(289)^12-E(289)^29-E(289)^46-E(289)^63-E(289)^80-E(289)^97-E(289)^114-E(289)^131-E(289)^148-E(289)^165-E(289)^182-E(289)^199-E(289)^216-E(289)^233-E(289)^250-E(289)^267, E(289)^12, E(289)^29, E(289)^46, E(289)^63, E(289)^80, E(289)^97, E(289)^114, E(289)^131, E(289)^148, E(289)^165, E(289)^182, E(289)^199, E(289)^216, E(289)^233, E(289)^250, E(289)^267, -E(289)^12-E(289)^29-E(289)^46-E(289)^63-E(289)^80-E(289)^97-E(289)^114-E(289)^131-E(289)^148-E(289)^165-E(289)^182-E(289)^199-E(289)^216-E(289)^233-E(289)^250-E(289)^267, E(1156)^949, -E(1156)^949, E(1156)^405, -E(1156)^405, E(1156)^1017, -E(1156)^1017, E(1156)^473, -E(1156)^473, E(1156)^1085, -E(1156)^1085, E(1156)^541, -E(1156)^541, E(1156)^1153, -E(1156)^1153, E(1156)^609, -E(1156)^609, E(1156)^65, -E(1156)^65, E(1156)^677, -E(1156)^677, E(1156)^133, -E(1156)^133, E(1156)^745, -E(1156)^745, E(1156)^201, -E(1156)^201, E(1156)^813, -E(1156)^813, -E(1156)^65-E(1156)^133-E(1156)^201-E(1156)^337-E(1156)^405-E(1156)^473-E(1156)^541-E(1156)^609-E(1156)^677-E(1156)^745-E(1156)^813-E(1156)^881-E(1156)^949-E(1156)^1017-E(1156)^1085-E(1156)^1153, E(1156)^65+E(1156)^133+E(1156)^201+E(1156)^337+E(1156)^405+E(1156)^473+E(1156)^541+E(1156)^609+E(1156)^677+E(1156)^745+E(1156)^813+E(1156)^881+E(1156)^949+E(1156)^1017+E(1156)^1085+E(1156)^1153, E(1156)^881, -E(1156)^881, E(1156)^337, -E(1156)^337, E(289)^27, E(289)^197, E(289)^78, E(289)^248, E(289)^129, E(289)^10, E(289)^180, E(289)^61, E(289)^231, E(289)^112, -E(289)^10-E(289)^27-E(289)^44-E(289)^61-E(289)^78-E(289)^95-E(289)^112-E(289)^129-E(289)^146-E(289)^163-E(289)^180-E(289)^197-E(289)^214-E(289)^231-E(289)^248-E(289)^265, E(289)^163, E(289)^44, E(289)^214, E(289)^95, E(289)^265, E(289)^146, E(289)^27, E(289)^197, E(289)^78, E(289)^248, E(289)^129, E(289)^10, E(289)^180, E(289)^61, E(289)^231, E(289)^112, -E(289)^10-E(289)^27-E(289)^44-E(289)^61-E(289)^78-E(289)^95-E(289)^112-E(289)^129-E(289)^146-E(289)^163-E(289)^180-E(289)^197-E(289)^214-E(289)^231-E(289)^248-E(289)^265, E(289)^163, E(289)^44, E(289)^214, E(289)^95, E(289)^265, E(289)^146, E(1156)^397, -E(1156)^397, E(1156)^737, -E(1156)^737, E(1156)^1077, -E(1156)^1077, -E(1156)^57-E(1156)^125-E(1156)^193-E(1156)^329-E(1156)^397-E(1156)^465-E(1156)^533-E(1156)^601-E(1156)^669-E(1156)^737-E(1156)^805-E(1156)^873-E(1156)^941-E(1156)^1009-E(1156)^1077-E(1156)^1145, E(1156)^57+E(1156)^125+E(1156)^193+E(1156)^329+E(1156)^397+E(1156)^465+E(1156)^533+E(1156)^601+E(1156)^669+E(1156)^737+E(1156)^805+E(1156)^873+E(1156)^941+E(1156)^1009+E(1156)^1077+E(1156)^1145, E(1156)^601, -E(1156)^601, E(1156)^941, -E(1156)^941, E(1156)^125, -E(1156)^125, E(1156)^465, -E(1156)^465, E(1156)^805, -E(1156)^805, E(1156)^1145, -E(1156)^1145, E(1156)^329, -E(1156)^329, E(1156)^669, -E(1156)^669, E(1156)^1009, -E(1156)^1009, E(1156)^193, -E(1156)^193, E(1156)^533, -E(1156)^533, E(1156)^873, -E(1156)^873, E(1156)^57, -E(1156)^57, E(289)^48, E(289)^82, E(289)^116, E(289)^150, E(289)^184, E(289)^218, E(289)^252, -E(289)^14-E(289)^31-E(289)^48-E(289)^65-E(289)^82-E(289)^99-E(289)^116-E(289)^133-E(289)^150-E(289)^167-E(289)^184-E(289)^201-E(289)^218-E(289)^235-E(289)^252-E(289)^269, E(289)^31, E(289)^65, E(289)^99, E(289)^133, E(289)^167, E(289)^201, E(289)^235, E(289)^269, E(289)^14, E(289)^48, E(289)^82, E(289)^116, E(289)^150, E(289)^184, E(289)^218, E(289)^252, -E(289)^14-E(289)^31-E(289)^48-E(289)^65-E(289)^82-E(289)^99-E(289)^116-E(289)^133-E(289)^150-E(289)^167-E(289)^184-E(289)^201-E(289)^218-E(289)^235-E(289)^252-E(289)^269, E(289)^31, E(289)^65, E(289)^99, E(289)^133, E(289)^167, E(289)^201, E(289)^235, E(289)^269, E(289)^14, E(1156)^413, -E(1156)^413, E(1156)^481, -E(1156)^481, E(1156)^549, -E(1156)^549, E(1156)^617, -E(1156)^617, E(1156)^685, -E(1156)^685, E(1156)^753, -E(1156)^753, E(1156)^821, -E(1156)^821, E(1156)^889, -E(1156)^889, E(1156)^957, -E(1156)^957, E(1156)^1025, -E(1156)^1025, E(1156)^1093, -E(1156)^1093, E(1156)^5, -E(1156)^5, E(1156)^73, -E(1156)^73, E(1156)^141, -E(1156)^141, E(1156)^209, -E(1156)^209, -E(1156)^5-E(1156)^73-E(1156)^141-E(1156)^209-E(1156)^345-E(1156)^413-E(1156)^481-E(1156)^549-E(1156)^617-E(1156)^685-E(1156)^753-E(1156)^821-E(1156)^889-E(1156)^957-E(1156)^1025-E(1156)^1093, E(1156)^5+E(1156)^73+E(1156)^141+E(1156)^209+E(1156)^345+E(1156)^413+E(1156)^481+E(1156)^549+E(1156)^617+E(1156)^685+E(1156)^753+E(1156)^821+E(1156)^889+E(1156)^957+E(1156)^1025+E(1156)^1093, E(1156)^345, -E(1156)^345, E(289)^177, E(289)^75, E(289)^262, E(289)^160, E(289)^58, E(289)^245, E(289)^143, E(289)^41, E(289)^228, E(289)^126, E(289)^24, E(289)^211, E(289)^109, -E(289)^24-E(289)^41-E(289)^58-E(289)^75-E(289)^92-E(289)^109-E(289)^126-E(289)^143-E(289)^160-E(289)^177-E(289)^194-E(289)^211-E(289)^228-E(289)^245-E(289)^262-E(289)^279, E(289)^194, E(289)^92, E(289)^279, E(289)^177, E(289)^75, E(289)^262, E(289)^160, E(289)^58, E(289)^245, E(289)^143, E(289)^41, E(289)^228, E(289)^126, E(289)^24, E(289)^211, E(289)^109, -E(289)^24-E(289)^41-E(289)^58-E(289)^75-E(289)^92-E(289)^109-E(289)^126-E(289)^143-E(289)^160-E(289)^177-E(289)^194-E(289)^211-E(289)^228-E(289)^245-E(289)^262-E(289)^279, E(289)^194, E(289)^92, E(289)^279, E(1156)^997, -E(1156)^997, E(1156)^793, -E(1156)^793, E(1156)^589, -E(1156)^589, E(1156)^385, -E(1156)^385, E(1156)^181, -E(1156)^181, E(1156)^1133, -E(1156)^1133, E(1156)^929, -E(1156)^929, E(1156)^725, -E(1156)^725, E(1156)^521, -E(1156)^521, -E(1156)^45-E(1156)^113-E(1156)^181-E(1156)^249-E(1156)^385-E(1156)^453-E(1156)^521-E(1156)^589-E(1156)^657-E(1156)^725-E(1156)^793-E(1156)^861-E(1156)^929-E(1156)^997-E(1156)^1065-E(1156)^1133, E(1156)^45+E(1156)^113+E(1156)^181+E(1156)^249+E(1156)^385+E(1156)^453+E(1156)^521+E(1156)^589+E(1156)^657+E(1156)^725+E(1156)^793+E(1156)^861+E(1156)^929+E(1156)^997+E(1156)^1065+E(1156)^1133, E(1156)^113, -E(1156)^113, E(1156)^1065, -E(1156)^1065, E(1156)^861, -E(1156)^861, E(1156)^657, -E(1156)^657, E(1156)^453, -E(1156)^453, E(1156)^249, -E(1156)^249, E(1156)^45, -E(1156)^45, E(289)^57, E(289)^108, E(289)^159, E(289)^210, E(289)^261, E(289)^23, E(289)^74, E(289)^125, E(289)^176, E(289)^227, E(289)^278, E(289)^40, E(289)^91, E(289)^142, E(289)^193, E(289)^244, -E(289)^23-E(289)^40-E(289)^57-E(289)^74-E(289)^91-E(289)^108-E(289)^125-E(289)^142-E(289)^159-E(289)^176-E(289)^193-E(289)^210-E(289)^227-E(289)^244-E(289)^261-E(289)^278, E(289)^57, E(289)^108, E(289)^159, E(289)^210, E(289)^261, E(289)^23, E(289)^74, E(289)^125, E(289)^176, E(289)^227, E(289)^278, E(289)^40, E(289)^91, E(289)^142, E(289)^193, E(289)^244, -E(289)^23-E(289)^40-E(289)^57-E(289)^74-E(289)^91-E(289)^108-E(289)^125-E(289)^142-E(289)^159-E(289)^176-E(289)^193-E(289)^210-E(289)^227-E(289)^244-E(289)^261-E(289)^278, E(1156)^517, -E(1156)^517, E(1156)^41, -E(1156)^41, E(1156)^721, -E(1156)^721, E(1156)^245, -E(1156)^245, E(1156)^925, -E(1156)^925, E(1156)^449, -E(1156)^449, E(1156)^1129, -E(1156)^1129, E(1156)^653, -E(1156)^653, E(1156)^177, -E(1156)^177, E(1156)^857, -E(1156)^857, E(1156)^381, -E(1156)^381, E(1156)^1061, -E(1156)^1061, E(1156)^585, -E(1156)^585, E(1156)^109, -E(1156)^109, E(1156)^789, -E(1156)^789, -E(1156)^41-E(1156)^109-E(1156)^177-E(1156)^245-E(1156)^381-E(1156)^449-E(1156)^517-E(1156)^585-E(1156)^653-E(1156)^721-E(1156)^789-E(1156)^857-E(1156)^925-E(1156)^993-E(1156)^1061-E(1156)^1129, E(1156)^41+E(1156)^109+E(1156)^177+E(1156)^245+E(1156)^381+E(1156)^449+E(1156)^517+E(1156)^585+E(1156)^653+E(1156)^721+E(1156)^789+E(1156)^857+E(1156)^925+E(1156)^993+E(1156)^1061+E(1156)^1129, E(1156)^993, -E(1156)^993, E(289)^232, E(289)^147, E(289)^62, E(289)^266, E(289)^181, E(289)^96, E(289)^11, E(289)^215, E(289)^130, E(289)^45, E(289)^249, E(289)^164, E(289)^79, -E(289)^11-E(289)^28-E(289)^45-E(289)^62-E(289)^79-E(289)^96-E(289)^113-E(289)^130-E(289)^147-E(289)^164-E(289)^181-E(289)^198-E(289)^215-E(289)^232-E(289)^249-E(289)^266, E(289)^198, E(289)^113, E(289)^28, E(289)^232, E(289)^147, E(289)^62, E(289)^266, E(289)^181, E(289)^96, E(289)^11, E(289)^215, E(289)^130, E(289)^45, E(289)^249, E(289)^164, E(289)^79, -E(289)^11-E(289)^28-E(289)^45-E(289)^62-E(289)^79-E(289)^96-E(289)^113-E(289)^130-E(289)^147-E(289)^164-E(289)^181-E(289)^198-E(289)^215-E(289)^232-E(289)^249-E(289)^266, E(289)^198, E(289)^113, E(289)^28, E(1156)^809, -E(1156)^809, E(1156)^61, -E(1156)^61, E(1156)^469, -E(1156)^469, E(1156)^877, -E(1156)^877, E(1156)^129, -E(1156)^129, E(1156)^537, -E(1156)^537, E(1156)^945, -E(1156)^945, E(1156)^197, -E(1156)^197, E(1156)^605, -E(1156)^605, E(1156)^1013, -E(1156)^1013, -E(1156)^61-E(1156)^129-E(1156)^197-E(1156)^333-E(1156)^401-E(1156)^469-E(1156)^537-E(1156)^605-E(1156)^673-E(1156)^741-E(1156)^809-E(1156)^877-E(1156)^945-E(1156)^1013-E(1156)^1081-E(1156)^1149, E(1156)^61+E(1156)^129+E(1156)^197+E(1156)^333+E(1156)^401+E(1156)^469+E(1156)^537+E(1156)^605+E(1156)^673+E(1156)^741+E(1156)^809+E(1156)^877+E(1156)^945+E(1156)^1013+E(1156)^1081+E(1156)^1149, E(1156)^673, -E(1156)^673, E(1156)^1081, -E(1156)^1081, E(1156)^333, -E(1156)^333, E(1156)^741, -E(1156)^741, E(1156)^1149, -E(1156)^1149, E(1156)^401, -E(1156)^401, E(289)^56, E(289)^124, E(289)^192, E(289)^260, E(289)^39, E(289)^107, E(289)^175, E(289)^243, E(289)^22, E(289)^90, E(289)^158, E(289)^226, -E(289)^22-E(289)^39-E(289)^56-E(289)^73-E(289)^90-E(289)^107-E(289)^124-E(289)^141-E(289)^158-E(289)^175-E(289)^192-E(289)^209-E(289)^226-E(289)^243-E(289)^260-E(289)^277, E(289)^73, E(289)^141, E(289)^209, E(289)^277, E(289)^56, E(289)^124, E(289)^192, E(289)^260, E(289)^39, E(289)^107, E(289)^175, E(289)^243, E(289)^22, E(289)^90, E(289)^158, E(289)^226, -E(289)^22-E(289)^39-E(289)^56-E(289)^73-E(289)^90-E(289)^107-E(289)^124-E(289)^141-E(289)^158-E(289)^175-E(289)^192-E(289)^209-E(289)^226-E(289)^243-E(289)^260-E(289)^277, E(289)^73, E(289)^141, E(289)^209, E(289)^277, E(1156)^513, -E(1156)^513, E(1156)^649, -E(1156)^649, E(1156)^785, -E(1156)^785, E(1156)^921, -E(1156)^921, E(1156)^1057, -E(1156)^1057, E(1156)^37, -E(1156)^37, E(1156)^173, -E(1156)^173, -E(1156)^37-E(1156)^105-E(1156)^173-E(1156)^241-E(1156)^377-E(1156)^445-E(1156)^513-E(1156)^581-E(1156)^649-E(1156)^717-E(1156)^785-E(1156)^853-E(1156)^921-E(1156)^989-E(1156)^1057-E(1156)^1125, E(1156)^37+E(1156)^105+E(1156)^173+E(1156)^241+E(1156)^377+E(1156)^445+E(1156)^513+E(1156)^581+E(1156)^649+E(1156)^717+E(1156)^785+E(1156)^853+E(1156)^921+E(1156)^989+E(1156)^1057+E(1156)^1125, E(1156)^445, -E(1156)^445, E(1156)^581, -E(1156)^581, E(1156)^717, -E(1156)^717, E(1156)^853, -E(1156)^853, E(1156)^989, -E(1156)^989, E(1156)^1125, -E(1156)^1125, E(1156)^105, -E(1156)^105, E(1156)^241, -E(1156)^241, E(1156)^377, -E(1156)^377, E(289)^90, E(289)^22, E(289)^243, E(289)^175, E(289)^107, E(289)^39, E(289)^260, E(289)^192, E(289)^124, E(289)^56, E(289)^277, E(289)^209, E(289)^141, E(289)^73, -E(289)^22-E(289)^39-E(289)^56-E(289)^73-E(289)^90-E(289)^107-E(289)^124-E(289)^141-E(289)^158-E(289)^175-E(289)^192-E(289)^209-E(289)^226-E(289)^243-E(289)^260-E(289)^277, E(289)^226, E(289)^158, E(289)^90, E(289)^22, E(289)^243, E(289)^175, E(289)^107, E(289)^39, E(289)^260, E(289)^192, E(289)^124, E(289)^56, E(289)^277, E(289)^209, E(289)^141, E(289)^73, -E(289)^22-E(289)^39-E(289)^56-E(289)^73-E(289)^90-E(289)^107-E(289)^124-E(289)^141-E(289)^158-E(289)^175-E(289)^192-E(289)^209-E(289)^226-E(289)^243-E(289)^260-E(289)^277, E(289)^226, E(289)^158, E(1156)^649, -E(1156)^649, E(1156)^513, -E(1156)^513, E(1156)^377, -E(1156)^377, E(1156)^241, -E(1156)^241, E(1156)^105, -E(1156)^105, E(1156)^1125, -E(1156)^1125, E(1156)^989, -E(1156)^989, E(1156)^853, -E(1156)^853, E(1156)^717, -E(1156)^717, E(1156)^581, -E(1156)^581, E(1156)^445, -E(1156)^445, -E(1156)^37-E(1156)^105-E(1156)^173-E(1156)^241-E(1156)^377-E(1156)^445-E(1156)^513-E(1156)^581-E(1156)^649-E(1156)^717-E(1156)^785-E(1156)^853-E(1156)^921-E(1156)^989-E(1156)^1057-E(1156)^1125, E(1156)^37+E(1156)^105+E(1156)^173+E(1156)^241+E(1156)^377+E(1156)^445+E(1156)^513+E(1156)^581+E(1156)^649+E(1156)^717+E(1156)^785+E(1156)^853+E(1156)^921+E(1156)^989+E(1156)^1057+E(1156)^1125, E(1156)^173, -E(1156)^173, E(1156)^37, -E(1156)^37, E(1156)^1057, -E(1156)^1057, E(1156)^921, -E(1156)^921, E(1156)^785, -E(1156)^785, E(289)^45, E(289)^130, E(289)^215, E(289)^11, E(289)^96, E(289)^181, E(289)^266, E(289)^62, E(289)^147, E(289)^232, E(289)^28, E(289)^113, E(289)^198, -E(289)^11-E(289)^28-E(289)^45-E(289)^62-E(289)^79-E(289)^96-E(289)^113-E(289)^130-E(289)^147-E(289)^164-E(289)^181-E(289)^198-E(289)^215-E(289)^232-E(289)^249-E(289)^266, E(289)^79, E(289)^164, E(289)^249, E(289)^45, E(289)^130, E(289)^215, E(289)^11, E(289)^96, E(289)^181, E(289)^266, E(289)^62, E(289)^147, E(289)^232, E(289)^28, E(289)^113, E(289)^198, -E(289)^11-E(289)^28-E(289)^45-E(289)^62-E(289)^79-E(289)^96-E(289)^113-E(289)^130-E(289)^147-E(289)^164-E(289)^181-E(289)^198-E(289)^215-E(289)^232-E(289)^249-E(289)^266, E(289)^79, E(289)^164, E(289)^249, E(1156)^61, -E(1156)^61, E(1156)^809, -E(1156)^809, E(1156)^401, -E(1156)^401, E(1156)^1149, -E(1156)^1149, E(1156)^741, -E(1156)^741, E(1156)^333, -E(1156)^333, E(1156)^1081, -E(1156)^1081, E(1156)^673, -E(1156)^673, -E(1156)^61-E(1156)^129-E(1156)^197-E(1156)^333-E(1156)^401-E(1156)^469-E(1156)^537-E(1156)^605-E(1156)^673-E(1156)^741-E(1156)^809-E(1156)^877-E(1156)^945-E(1156)^1013-E(1156)^1081-E(1156)^1149, E(1156)^61+E(1156)^129+E(1156)^197+E(1156)^333+E(1156)^401+E(1156)^469+E(1156)^537+E(1156)^605+E(1156)^673+E(1156)^741+E(1156)^809+E(1156)^877+E(1156)^945+E(1156)^1013+E(1156)^1081+E(1156)^1149, E(1156)^1013, -E(1156)^1013, E(1156)^605, -E(1156)^605, E(1156)^197, -E(1156)^197, E(1156)^945, -E(1156)^945, E(1156)^537, -E(1156)^537, E(1156)^129, -E(1156)^129, E(1156)^877, -E(1156)^877, E(1156)^469, -E(1156)^469, E(289)^227, E(289)^176, E(289)^125, E(289)^74, E(289)^23, E(289)^261, E(289)^210, E(289)^159, E(289)^108, E(289)^57, -E(289)^23-E(289)^40-E(289)^57-E(289)^74-E(289)^91-E(289)^108-E(289)^125-E(289)^142-E(289)^159-E(289)^176-E(289)^193-E(289)^210-E(289)^227-E(289)^244-E(289)^261-E(289)^278, E(289)^244, E(289)^193, E(289)^142, E(289)^91, E(289)^40, E(289)^278, E(289)^227, E(289)^176, E(289)^125, E(289)^74, E(289)^23, E(289)^261, E(289)^210, E(289)^159, E(289)^108, E(289)^57, -E(289)^23-E(289)^40-E(289)^57-E(289)^74-E(289)^91-E(289)^108-E(289)^125-E(289)^142-E(289)^159-E(289)^176-E(289)^193-E(289)^210-E(289)^227-E(289)^244-E(289)^261-E(289)^278, E(289)^244, E(289)^193, E(289)^142, E(289)^91, E(289)^40, E(289)^278, E(1156)^41, -E(1156)^41, E(1156)^517, -E(1156)^517, E(1156)^993, -E(1156)^993, -E(1156)^41-E(1156)^109-E(1156)^177-E(1156)^245-E(1156)^381-E(1156)^449-E(1156)^517-E(1156)^585-E(1156)^653-E(1156)^721-E(1156)^789-E(1156)^857-E(1156)^925-E(1156)^993-E(1156)^1061-E(1156)^1129, E(1156)^41+E(1156)^109+E(1156)^177+E(1156)^245+E(1156)^381+E(1156)^449+E(1156)^517+E(1156)^585+E(1156)^653+E(1156)^721+E(1156)^789+E(1156)^857+E(1156)^925+E(1156)^993+E(1156)^1061+E(1156)^1129, E(1156)^789, -E(1156)^789, E(1156)^109, -E(1156)^109, E(1156)^585, -E(1156)^585, E(1156)^1061, -E(1156)^1061, E(1156)^381, -E(1156)^381, E(1156)^857, -E(1156)^857, E(1156)^177, -E(1156)^177, E(1156)^653, -E(1156)^653, E(1156)^1129, -E(1156)^1129, E(1156)^449, -E(1156)^449, E(1156)^925, -E(1156)^925, E(1156)^245, -E(1156)^245, E(1156)^721, -E(1156)^721, E(289)^126, E(289)^228, E(289)^41, E(289)^143, E(289)^245, E(289)^58, E(289)^160, E(289)^262, E(289)^75, E(289)^177, E(289)^279, E(289)^92, E(289)^194, -E(289)^24-E(289)^41-E(289)^58-E(289)^75-E(289)^92-E(289)^109-E(289)^126-E(289)^143-E(289)^160-E(289)^177-E(289)^194-E(289)^211-E(289)^228-E(289)^245-E(289)^262-E(289)^279, E(289)^109, E(289)^211, E(289)^24, E(289)^126, E(289)^228, E(289)^41, E(289)^143, E(289)^245, E(289)^58, E(289)^160, E(289)^262, E(289)^75, E(289)^177, E(289)^279, E(289)^92, E(289)^194, -E(289)^24-E(289)^41-E(289)^58-E(289)^75-E(289)^92-E(289)^109-E(289)^126-E(289)^143-E(289)^160-E(289)^177-E(289)^194-E(289)^211-E(289)^228-E(289)^245-E(289)^262-E(289)^279, E(289)^109, E(289)^211, E(289)^24, E(1156)^793, -E(1156)^793, E(1156)^997, -E(1156)^997, E(1156)^45, -E(1156)^45, E(1156)^249, -E(1156)^249, E(1156)^453, -E(1156)^453, E(1156)^657, -E(1156)^657, E(1156)^861, -E(1156)^861, E(1156)^1065, -E(1156)^1065, E(1156)^113, -E(1156)^113, -E(1156)^45-E(1156)^113-E(1156)^181-E(1156)^249-E(1156)^385-E(1156)^453-E(1156)^521-E(1156)^589-E(1156)^657-E(1156)^725-E(1156)^793-E(1156)^861-E(1156)^929-E(1156)^997-E(1156)^1065-E(1156)^1133, E(1156)^45+E(1156)^113+E(1156)^181+E(1156)^249+E(1156)^385+E(1156)^453+E(1156)^521+E(1156)^589+E(1156)^657+E(1156)^725+E(1156)^793+E(1156)^861+E(1156)^929+E(1156)^997+E(1156)^1065+E(1156)^1133, E(1156)^521, -E(1156)^521, E(1156)^725, -E(1156)^725, E(1156)^929, -E(1156)^929, E(1156)^1133, -E(1156)^1133, E(1156)^181, -E(1156)^181, E(1156)^385, -E(1156)^385, E(1156)^589, -E(1156)^589, E(289)^65, E(289)^31, -E(289)^14-E(289)^31-E(289)^48-E(289)^65-E(289)^82-E(289)^99-E(289)^116-E(289)^133-E(289)^150-E(289)^167-E(289)^184-E(289)^201-E(289)^218-E(289)^235-E(289)^252-E(289)^269, E(289)^252, E(289)^218, E(289)^184, E(289)^150, E(289)^116, E(289)^82, E(289)^48, E(289)^14, E(289)^269, E(289)^235, E(289)^201, E(289)^167, E(289)^133, E(289)^99, E(289)^65, E(289)^31, -E(289)^14-E(289)^31-E(289)^48-E(289)^65-E(289)^82-E(289)^99-E(289)^116-E(289)^133-E(289)^150-E(289)^167-E(289)^184-E(289)^201-E(289)^218-E(289)^235-E(289)^252-E(289)^269, E(289)^252, E(289)^218, E(289)^184, E(289)^150, E(289)^116, E(289)^82, E(289)^48, E(289)^14, E(289)^269, E(289)^235, E(289)^201, E(289)^167, E(289)^133, E(289)^99, E(1156)^481, -E(1156)^481, E(1156)^413, -E(1156)^413, E(1156)^345, -E(1156)^345, -E(1156)^5-E(1156)^73-E(1156)^141-E(1156)^209-E(1156)^345-E(1156)^413-E(1156)^481-E(1156)^549-E(1156)^617-E(1156)^685-E(1156)^753-E(1156)^821-E(1156)^889-E(1156)^957-E(1156)^1025-E(1156)^1093, E(1156)^5+E(1156)^73+E(1156)^141+E(1156)^209+E(1156)^345+E(1156)^413+E(1156)^481+E(1156)^549+E(1156)^617+E(1156)^685+E(1156)^753+E(1156)^821+E(1156)^889+E(1156)^957+E(1156)^1025+E(1156)^1093, E(1156)^209, -E(1156)^209, E(1156)^141, -E(1156)^141, E(1156)^73, -E(1156)^73, E(1156)^5, -E(1156)^5, E(1156)^1093, -E(1156)^1093, E(1156)^1025, -E(1156)^1025, E(1156)^957, -E(1156)^957, E(1156)^889, -E(1156)^889, E(1156)^821, -E(1156)^821, E(1156)^753, -E(1156)^753, E(1156)^685, -E(1156)^685, E(1156)^617, -E(1156)^617, E(1156)^549, -E(1156)^549, E(289)^112, E(289)^231, E(289)^61, E(289)^180, E(289)^10, E(289)^129, E(289)^248, E(289)^78, E(289)^197, E(289)^27, E(289)^146, E(289)^265, E(289)^95, E(289)^214, E(289)^44, E(289)^163, -E(289)^10-E(289)^27-E(289)^44-E(289)^61-E(289)^78-E(289)^95-E(289)^112-E(289)^129-E(289)^146-E(289)^163-E(289)^180-E(289)^197-E(289)^214-E(289)^231-E(289)^248-E(289)^265, E(289)^112, E(289)^231, E(289)^61, E(289)^180, E(289)^10, E(289)^129, E(289)^248, E(289)^78, E(289)^197, E(289)^27, E(289)^146, E(289)^265, E(289)^95, E(289)^214, E(289)^44, E(289)^163, -E(289)^10-E(289)^27-E(289)^44-E(289)^61-E(289)^78-E(289)^95-E(289)^112-E(289)^129-E(289)^146-E(289)^163-E(289)^180-E(289)^197-E(289)^214-E(289)^231-E(289)^248-E(289)^265, E(1156)^737, -E(1156)^737, E(1156)^397, -E(1156)^397, E(1156)^57, -E(1156)^57, E(1156)^873, -E(1156)^873, E(1156)^533, -E(1156)^533, E(1156)^193, -E(1156)^193, E(1156)^1009, -E(1156)^1009, E(1156)^669, -E(1156)^669, E(1156)^329, -E(1156)^329, E(1156)^1145, -E(1156)^1145, E(1156)^805, -E(1156)^805, E(1156)^465, -E(1156)^465, E(1156)^125, -E(1156)^125, E(1156)^941, -E(1156)^941, E(1156)^601, -E(1156)^601, -E(1156)^57-E(1156)^125-E(1156)^193-E(1156)^329-E(1156)^397-E(1156)^465-E(1156)^533-E(1156)^601-E(1156)^669-E(1156)^737-E(1156)^805-E(1156)^873-E(1156)^941-E(1156)^1009-E(1156)^1077-E(1156)^1145, E(1156)^57+E(1156)^125+E(1156)^193+E(1156)^329+E(1156)^397+E(1156)^465+E(1156)^533+E(1156)^601+E(1156)^669+E(1156)^737+E(1156)^805+E(1156)^873+E(1156)^941+E(1156)^1009+E(1156)^1077+E(1156)^1145, E(1156)^1077, -E(1156)^1077, E(289)^165, E(289)^148, E(289)^131, E(289)^114, E(289)^97, E(289)^80, E(289)^63, E(289)^46, E(289)^29, E(289)^12, -E(289)^12-E(289)^29-E(289)^46-E(289)^63-E(289)^80-E(289)^97-E(289)^114-E(289)^131-E(289)^148-E(289)^165-E(289)^182-E(289)^199-E(289)^216-E(289)^233-E(289)^250-E(289)^267, E(289)^267, E(289)^250, E(289)^233, E(289)^216, E(289)^199, E(289)^182, E(289)^165, E(289)^148, E(289)^131, E(289)^114, E(289)^97, E(289)^80, E(289)^63, E(289)^46, E(289)^29, E(289)^12, -E(289)^12-E(289)^29-E(289)^46-E(289)^63-E(289)^80-E(289)^97-E(289)^114-E(289)^131-E(289)^148-E(289)^165-E(289)^182-E(289)^199-E(289)^216-E(289)^233-E(289)^250-E(289)^267, E(289)^267, E(289)^250, E(289)^233, E(289)^216, E(289)^199, E(289)^182, E(1156)^405, -E(1156)^405, E(1156)^949, -E(1156)^949, E(1156)^337, -E(1156)^337, E(1156)^881, -E(1156)^881, -E(1156)^65-E(1156)^133-E(1156)^201-E(1156)^337-E(1156)^405-E(1156)^473-E(1156)^541-E(1156)^609-E(1156)^677-E(1156)^745-E(1156)^813-E(1156)^881-E(1156)^949-E(1156)^1017-E(1156)^1085-E(1156)^1153, E(1156)^65+E(1156)^133+E(1156)^201+E(1156)^337+E(1156)^405+E(1156)^473+E(1156)^541+E(1156)^609+E(1156)^677+E(1156)^745+E(1156)^813+E(1156)^881+E(1156)^949+E(1156)^1017+E(1156)^1085+E(1156)^1153, E(1156)^813, -E(1156)^813, E(1156)^201, -E(1156)^201, E(1156)^745, -E(1156)^745, E(1156)^133, -E(1156)^133, E(1156)^677, -E(1156)^677, E(1156)^65, -E(1156)^65, E(1156)^609, -E(1156)^609, E(1156)^1153, -E(1156)^1153, E(1156)^541, -E(1156)^541, E(1156)^1085, -E(1156)^1085, E(1156)^473, -E(1156)^473, E(1156)^1017, -E(1156)^1017, E(289)^88, E(289)^224, E(289)^71, E(289)^207, E(289)^54, E(289)^190, E(289)^37, E(289)^173, E(289)^20, E(289)^156, -E(289)^20-E(289)^37-E(289)^54-E(289)^71-E(289)^88-E(289)^105-E(289)^122-E(289)^139-E(289)^156-E(289)^173-E(289)^190-E(289)^207-E(289)^224-E(289)^241-E(289)^258-E(289)^275, E(289)^139, E(289)^275, E(289)^122, E(289)^258, E(289)^105, E(289)^241, E(289)^88, E(289)^224, E(289)^71, E(289)^207, E(289)^54, E(289)^190, E(289)^37, E(289)^173, E(289)^20, E(289)^156, -E(289)^20-E(289)^37-E(289)^54-E(289)^71-E(289)^88-E(289)^105-E(289)^122-E(289)^139-E(289)^156-E(289)^173-E(289)^190-E(289)^207-E(289)^224-E(289)^241-E(289)^258-E(289)^275, E(289)^139, E(289)^275, E(289)^122, E(289)^258, E(289)^105, E(289)^241, E(1156)^913, -E(1156)^913, E(1156)^29, -E(1156)^29, -E(1156)^29-E(1156)^97-E(1156)^165-E(1156)^233-E(1156)^369-E(1156)^437-E(1156)^505-E(1156)^573-E(1156)^641-E(1156)^709-E(1156)^777-E(1156)^845-E(1156)^913-E(1156)^981-E(1156)^1049-E(1156)^1117, E(1156)^29+E(1156)^97+E(1156)^165+E(1156)^233+E(1156)^369+E(1156)^437+E(1156)^505+E(1156)^573+E(1156)^641+E(1156)^709+E(1156)^777+E(1156)^845+E(1156)^913+E(1156)^981+E(1156)^1049+E(1156)^1117, E(1156)^573, -E(1156)^573, E(1156)^845, -E(1156)^845, E(1156)^1117, -E(1156)^1117, E(1156)^233, -E(1156)^233, E(1156)^505, -E(1156)^505, E(1156)^777, -E(1156)^777, E(1156)^1049, -E(1156)^1049, E(1156)^165, -E(1156)^165, E(1156)^437, -E(1156)^437, E(1156)^709, -E(1156)^709, E(1156)^981, -E(1156)^981, E(1156)^97, -E(1156)^97, E(1156)^369, -E(1156)^369, E(1156)^641, -E(1156)^641 ];
return rec(S := S, T := T);;