local S, T;
S := [[ 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 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1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 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1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^3, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 1/35*E(5)^4, 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-1/35*E(245)^23-1/35*E(245)^58-1/35*E(245)^128-1/35*E(245)^163-1/35*E(245)^198-1/35*E(245)^233, 1/35*E(245)^198, 1/35*E(245)^58, 1/35*E(245)^163, 1/35*E(245)^23, 1/35*E(245)^128, 1/35*E(245)^68, 1/35*E(245)^173, 1/35*E(245)^33, 1/35*E(245)^138, 1/35*E(245)^243, -1/35*E(245)^33-1/35*E(245)^68-1/35*E(245)^138-1/35*E(245)^173-1/35*E(245)^208-1/35*E(245)^243, 1/35*E(245)^208, 1/35*E(245)^19, 1/35*E(245)^124, 1/35*E(245)^229, 1/35*E(245)^89, 1/35*E(245)^194, -1/35*E(245)^19-1/35*E(245)^89-1/35*E(245)^124-1/35*E(245)^159-1/35*E(245)^194-1/35*E(245)^229, 1/35*E(245)^159, 1/35*E(49)^43, 1/35*E(49)^15, 1/35*E(49)^36, 1/35*E(49)^8, 1/35*E(49)^29, -1/35*E(49)^8-1/35*E(49)^15-1/35*E(49)^22-1/35*E(49)^29-1/35*E(49)^36-1/35*E(49)^43, 1/35*E(49)^22, 1/35*E(245)^166, 1/35*E(245)^26, 1/35*E(245)^131, 1/35*E(245)^236, 1/35*E(245)^96, -1/35*E(245)^26-1/35*E(245)^61-1/35*E(245)^96-1/35*E(245)^131-1/35*E(245)^166-1/35*E(245)^236, 1/35*E(245)^61, 1/35*E(245)^117, 1/35*E(245)^222, 1/35*E(245)^82, 1/35*E(245)^187, 1/35*E(245)^47, -1/35*E(245)^12-1/35*E(245)^47-1/35*E(245)^82-1/35*E(245)^117-1/35*E(245)^187-1/35*E(245)^222, 1/35*E(245)^12, 1/35*E(245)^197, 1/35*E(245)^57, -1/35*E(245)^22-1/35*E(245)^57-1/35*E(245)^92-1/35*E(245)^127-1/35*E(245)^197-1/35*E(245)^232, 1/35*E(245)^22, 1/35*E(245)^127, 1/35*E(245)^232, 1/35*E(245)^92, 1/35*E(245)^148, 1/35*E(245)^8, -1/35*E(245)^8-1/35*E(245)^43-1/35*E(245)^78-1/35*E(245)^148-1/35*E(245)^183-1/35*E(245)^218, 1/35*E(245)^218, 1/35*E(245)^78, 1/35*E(245)^183, 1/35*E(245)^43, 1/35*E(245)^99, 1/35*E(245)^204, -1/35*E(245)^29-1/35*E(245)^99-1/35*E(245)^134-1/35*E(245)^169-1/35*E(245)^204-1/35*E(245)^239, 1/35*E(245)^169, 1/35*E(245)^29, 1/35*E(245)^134, 1/35*E(245)^239, 1/35*E(49)^10, 1/35*E(49)^31, -1/35*E(49)^10-1/35*E(49)^17-1/35*E(49)^24-1/35*E(49)^31-1/35*E(49)^38-1/35*E(49)^45, 1/35*E(49)^24, 1/35*E(49)^45, 1/35*E(49)^17, 1/35*E(49)^38, 1/35*E(245), 1/35*E(245)^106, -1/35*E(245)-1/35*E(245)^36-1/35*E(245)^71-1/35*E(245)^106-1/35*E(245)^141-1/35*E(245)^176, 1/35*E(245)^71, 1/35*E(245)^176, 1/35*E(245)^36, 1/35*E(245)^141, -1/35*E(245)^11-1/35*E(245)^46-1/35*E(245)^81-1/35*E(245)^116-1/35*E(245)^151-1/35*E(245)^221, 1/35*E(245)^46, 1/35*E(245)^151, 1/35*E(245)^11, 1/35*E(245)^116, 1/35*E(245)^221, 1/35*E(245)^81, -1/35*E(245)^32-1/35*E(245)^67-1/35*E(245)^102-1/35*E(245)^172-1/35*E(245)^207-1/35*E(245)^242, 1/35*E(245)^242, 1/35*E(245)^102, 1/35*E(245)^207, 1/35*E(245)^67, 1/35*E(245)^172, 1/35*E(245)^32, -1/35*E(245)^18-1/35*E(245)^53-1/35*E(245)^123-1/35*E(245)^158-1/35*E(245)^193-1/35*E(245)^228, 1/35*E(245)^193, 1/35*E(245)^53, 1/35*E(245)^158, 1/35*E(245)^18, 1/35*E(245)^123, 1/35*E(245)^228, -1/35*E(245)^4-1/35*E(245)^74-1/35*E(245)^109-1/35*E(245)^144-1/35*E(245)^179-1/35*E(245)^214, 1/35*E(245)^144, 1/35*E(245)^4, 1/35*E(245)^109, 1/35*E(245)^214, 1/35*E(245)^74, 1/35*E(245)^179, -1/35*E(49)^5-1/35*E(49)^12-1/35*E(49)^19-1/35*E(49)^26-1/35*E(49)^33-1/35*E(49)^40, 1/35*E(49)^19, 1/35*E(49)^40, 1/35*E(49)^12, 1/35*E(49)^33, 1/35*E(49)^5, 1/35*E(49)^26, 1/35*E(245)^19, 1/35*E(245)^124, 1/35*E(245)^229, 1/35*E(245)^89, 1/35*E(245)^194, -1/35*E(245)^19-1/35*E(245)^89-1/35*E(245)^124-1/35*E(245)^159-1/35*E(245)^194-1/35*E(245)^229, 1/35*E(245)^159, 1/35*E(49)^43, 1/35*E(49)^15, 1/35*E(49)^36, 1/35*E(49)^8, 1/35*E(49)^29, -1/35*E(49)^8-1/35*E(49)^15-1/35*E(49)^22-1/35*E(49)^29-1/35*E(49)^36-1/35*E(49)^43, 1/35*E(49)^22, 1/35*E(245)^166, 1/35*E(245)^26, 1/35*E(245)^131, 1/35*E(245)^236, 1/35*E(245)^96, -1/35*E(245)^26-1/35*E(245)^61-1/35*E(245)^96-1/35*E(245)^131-1/35*E(245)^166-1/35*E(245)^236, 1/35*E(245)^61, 1/35*E(245)^117, 1/35*E(245)^222, 1/35*E(245)^82, 1/35*E(245)^187, 1/35*E(245)^47, -1/35*E(245)^12-1/35*E(245)^47-1/35*E(245)^82-1/35*E(245)^117-1/35*E(245)^187-1/35*E(245)^222, 1/35*E(245)^12, 1/35*E(245)^68, 1/35*E(245)^173, 1/35*E(245)^33, 1/35*E(245)^138, 1/35*E(245)^243, -1/35*E(245)^33-1/35*E(245)^68-1/35*E(245)^138-1/35*E(245)^173-1/35*E(245)^208-1/35*E(245)^243, 1/35*E(245)^208, 1/35*E(245)^148, 1/35*E(245)^8, -1/35*E(245)^8-1/35*E(245)^43-1/35*E(245)^78-1/35*E(245)^148-1/35*E(245)^183-1/35*E(245)^218, 1/35*E(245)^218, 1/35*E(245)^78, 1/35*E(245)^183, 1/35*E(245)^43, 1/35*E(245)^99, 1/35*E(245)^204, -1/35*E(245)^29-1/35*E(245)^99-1/35*E(245)^134-1/35*E(245)^169-1/35*E(245)^204-1/35*E(245)^239, 1/35*E(245)^169, 1/35*E(245)^29, 1/35*E(245)^134, 1/35*E(245)^239, 1/35*E(49)^10, 1/35*E(49)^31, -1/35*E(49)^10-1/35*E(49)^17-1/35*E(49)^24-1/35*E(49)^31-1/35*E(49)^38-1/35*E(49)^45, 1/35*E(49)^24, 1/35*E(49)^45, 1/35*E(49)^17, 1/35*E(49)^38, 1/35*E(245), 1/35*E(245)^106, -1/35*E(245)-1/35*E(245)^36-1/35*E(245)^71-1/35*E(245)^106-1/35*E(245)^141-1/35*E(245)^176, 1/35*E(245)^71, 1/35*E(245)^176, 1/35*E(245)^36, 1/35*E(245)^141, 1/35*E(245)^197, 1/35*E(245)^57, -1/35*E(245)^22-1/35*E(245)^57-1/35*E(245)^92-1/35*E(245)^127-1/35*E(245)^197-1/35*E(245)^232, 1/35*E(245)^22, 1/35*E(245)^127, 1/35*E(245)^232, 1/35*E(245)^92, -1/35*E(245)^32-1/35*E(245)^67-1/35*E(245)^102-1/35*E(245)^172-1/35*E(245)^207-1/35*E(245)^242, 1/35*E(245)^242, 1/35*E(245)^102, 1/35*E(245)^207, 1/35*E(245)^67, 1/35*E(245)^172, 1/35*E(245)^32, -1/35*E(245)^18-1/35*E(245)^53-1/35*E(245)^123-1/35*E(245)^158-1/35*E(245)^193-1/35*E(245)^228, 1/35*E(245)^193, 1/35*E(245)^53, 1/35*E(245)^158, 1/35*E(245)^18, 1/35*E(245)^123, 1/35*E(245)^228, -1/35*E(245)^4-1/35*E(245)^74-1/35*E(245)^109-1/35*E(245)^144-1/35*E(245)^179-1/35*E(245)^214, 1/35*E(245)^144, 1/35*E(245)^4, 1/35*E(245)^109, 1/35*E(245)^214, 1/35*E(245)^74, 1/35*E(245)^179, -1/35*E(49)^5-1/35*E(49)^12-1/35*E(49)^19-1/35*E(49)^26-1/35*E(49)^33-1/35*E(49)^40, 1/35*E(49)^19, 1/35*E(49)^40, 1/35*E(49)^12, 1/35*E(49)^33, 1/35*E(49)^5, 1/35*E(49)^26, -1/35*E(245)^11-1/35*E(245)^46-1/35*E(245)^81-1/35*E(245)^116-1/35*E(245)^151-1/35*E(245)^221, 1/35*E(245)^46, 1/35*E(245)^151, 1/35*E(245)^11, 1/35*E(245)^116, 1/35*E(245)^221, 1/35*E(245)^81, 1/35*E(245)^99, 1/35*E(245)^204, -1/35*E(245)^29-1/35*E(245)^99-1/35*E(245)^134-1/35*E(245)^169-1/35*E(245)^204-1/35*E(245)^239, 1/35*E(245)^169, 1/35*E(245)^29, 1/35*E(245)^134, 1/35*E(245)^239, 1/35*E(49)^10, 1/35*E(49)^31, -1/35*E(49)^10-1/35*E(49)^17-1/35*E(49)^24-1/35*E(49)^31-1/35*E(49)^38-1/35*E(49)^45, 1/35*E(49)^24, 1/35*E(49)^45, 1/35*E(49)^17, 1/35*E(49)^38, 1/35*E(245), 1/35*E(245)^106, -1/35*E(245)-1/35*E(245)^36-1/35*E(245)^71-1/35*E(245)^106-1/35*E(245)^141-1/35*E(245)^176, 1/35*E(245)^71, 1/35*E(245)^176, 1/35*E(245)^36, 1/35*E(245)^141, 1/35*E(245)^197, 1/35*E(245)^57, -1/35*E(245)^22-1/35*E(245)^57-1/35*E(245)^92-1/35*E(245)^127-1/35*E(245)^197-1/35*E(245)^232, 1/35*E(245)^22, 1/35*E(245)^127, 1/35*E(245)^232, 1/35*E(245)^92, 1/35*E(245)^148, 1/35*E(245)^8, -1/35*E(245)^8-1/35*E(245)^43-1/35*E(245)^78-1/35*E(245)^148-1/35*E(245)^183-1/35*E(245)^218, 1/35*E(245)^218, 1/35*E(245)^78, 1/35*E(245)^183, 1/35*E(245)^43, -1/35*E(245)^18-1/35*E(245)^53-1/35*E(245)^123-1/35*E(245)^158-1/35*E(245)^193-1/35*E(245)^228, 1/35*E(245)^193, 1/35*E(245)^53, 1/35*E(245)^158, 1/35*E(245)^18, 1/35*E(245)^123, 1/35*E(245)^228, -1/35*E(245)^4-1/35*E(245)^74-1/35*E(245)^109-1/35*E(245)^144-1/35*E(245)^179-1/35*E(245)^214, 1/35*E(245)^144, 1/35*E(245)^4, 1/35*E(245)^109, 1/35*E(245)^214, 1/35*E(245)^74, 1/35*E(245)^179, -1/35*E(49)^5-1/35*E(49)^12-1/35*E(49)^19-1/35*E(49)^26-1/35*E(49)^33-1/35*E(49)^40, 1/35*E(49)^19, 1/35*E(49)^40, 1/35*E(49)^12, 1/35*E(49)^33, 1/35*E(49)^5, 1/35*E(49)^26, -1/35*E(245)^11-1/35*E(245)^46-1/35*E(245)^81-1/35*E(245)^116-1/35*E(245)^151-1/35*E(245)^221, 1/35*E(245)^46, 1/35*E(245)^151, 1/35*E(245)^11, 1/35*E(245)^116, 1/35*E(245)^221, 1/35*E(245)^81, -1/35*E(245)^32-1/35*E(245)^67-1/35*E(245)^102-1/35*E(245)^172-1/35*E(245)^207-1/35*E(245)^242, 1/35*E(245)^242, 1/35*E(245)^102, 1/35*E(245)^207, 1/35*E(245)^67, 1/35*E(245)^172, 1/35*E(245)^32, -1/35*E(245)^4-1/35*E(245)^74-1/35*E(245)^109-1/35*E(245)^144-1/35*E(245)^179-1/35*E(245)^214, 1/35*E(245)^144, 1/35*E(245)^4, 1/35*E(245)^109, 1/35*E(245)^214, 1/35*E(245)^74, 1/35*E(245)^179, -1/35*E(49)^5-1/35*E(49)^12-1/35*E(49)^19-1/35*E(49)^26-1/35*E(49)^33-1/35*E(49)^40, 1/35*E(49)^19, 1/35*E(49)^40, 1/35*E(49)^12, 1/35*E(49)^33, 1/35*E(49)^5, 1/35*E(49)^26, -1/35*E(245)^11-1/35*E(245)^46-1/35*E(245)^81-1/35*E(245)^116-1/35*E(245)^151-1/35*E(245)^221, 1/35*E(245)^46, 1/35*E(245)^151, 1/35*E(245)^11, 1/35*E(245)^116, 1/35*E(245)^221, 1/35*E(245)^81, -1/35*E(245)^32-1/35*E(245)^67-1/35*E(245)^102-1/35*E(245)^172-1/35*E(245)^207-1/35*E(245)^242, 1/35*E(245)^242, 1/35*E(245)^102, 1/35*E(245)^207, 1/35*E(245)^67, 1/35*E(245)^172, 1/35*E(245)^32, -1/35*E(245)^18-1/35*E(245)^53-1/35*E(245)^123-1/35*E(245)^158-1/35*E(245)^193-1/35*E(245)^228, 1/35*E(245)^193, 1/35*E(245)^53, 1/35*E(245)^158, 1/35*E(245)^18, 1/35*E(245)^123, 1/35*E(245)^228 ]];
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, 1, 1, 1, 1, 1, 1, 1, 1, E(5)^4, E(5)^3, E(5)^2, E(5), E(5)^4, E(5)^3, E(5)^2, E(5), E(5)^4, E(5)^3, E(5)^2, E(5), E(5)^4, E(5)^3, E(5)^2, E(5), E(5)^4, E(5)^3, E(5)^2, E(5), E(5)^4, E(5)^3, E(5)^2, E(5), E(5)^4, E(5)^3, E(5)^2, E(5), E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, 1, 1, 1, 1, 1, 1, 1, E(5)^3, E(5), E(5)^4, E(5)^2, E(5)^3, E(5), E(5)^4, E(5)^2, E(5)^3, E(5), E(5)^4, E(5)^2, E(5)^3, E(5), E(5)^4, E(5)^2, E(5)^3, E(5), E(5)^4, E(5)^2, E(5)^3, E(5), E(5)^4, E(5)^2, E(5)^3, E(5), E(5)^4, E(5)^2, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(245)^131, E(245)^236, E(245)^96, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^61, E(245)^166, E(245)^26, E(245)^82, E(245)^187, E(245)^47, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^12, E(245)^117, E(245)^222, E(245)^33, E(245)^138, E(245)^243, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^208, E(245)^68, E(245)^173, E(245)^229, E(245)^89, E(245)^194, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^159, E(245)^19, E(245)^124, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, 1, 1, 1, 1, 1, 1, 1, E(5)^2, E(5)^4, E(5), E(5)^3, E(5)^2, E(5)^4, E(5), E(5)^3, E(5)^2, E(5)^4, E(5), E(5)^3, E(5)^2, E(5)^4, E(5), E(5)^3, E(5)^2, E(5)^4, E(5), E(5)^3, E(5)^2, E(5)^4, E(5), E(5)^3, E(5)^2, E(5)^4, E(5), E(5)^3, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(245)^82, E(245)^187, E(245)^47, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^12, E(245)^117, E(245)^222, E(245)^229, E(245)^89, E(245)^194, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^159, E(245)^19, E(245)^124, E(245)^131, E(245)^236, E(245)^96, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^61, E(245)^166, E(245)^26, E(245)^33, E(245)^138, E(245)^243, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^208, E(245)^68, E(245)^173, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(245)^76, E(245)^41, E(245)^6, E(245)^216, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^146, E(245)^111, E(245)^27, E(245)^237, E(245)^202, E(245)^167, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^97, E(245)^62, E(245)^223, E(245)^188, E(245)^153, E(245)^118, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^48, E(245)^13, E(245)^174, E(245)^139, E(245)^104, E(245)^69, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^244, E(245)^209, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, 1, 1, 1, 1, 1, 1, 1, E(5), E(5)^2, E(5)^3, E(5)^4, E(5), E(5)^2, E(5)^3, E(5)^4, E(5), E(5)^2, E(5)^3, E(5)^4, E(5), E(5)^2, E(5)^3, E(5)^4, E(5), E(5)^2, E(5)^3, E(5)^4, E(5), E(5)^2, E(5)^3, E(5)^4, E(5), E(5)^2, E(5)^3, E(5)^4, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(245)^33, E(245)^138, E(245)^243, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^208, E(245)^68, E(245)^173, E(245)^131, E(245)^236, E(245)^96, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^61, E(245)^166, E(245)^26, E(245)^229, E(245)^89, E(245)^194, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^159, E(245)^19, E(245)^124, E(245)^82, E(245)^187, E(245)^47, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^12, E(245)^117, E(245)^222, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(245)^27, E(245)^237, E(245)^202, E(245)^167, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^97, E(245)^62, E(245)^174, E(245)^139, E(245)^104, E(245)^69, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^244, E(245)^209, E(245)^76, E(245)^41, E(245)^6, E(245)^216, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^146, E(245)^111, E(245)^223, E(245)^188, E(245)^153, E(245)^118, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^48, E(245)^13, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(245)^31, E(245)^101, E(245)^171, E(245)^241, E(245)^66, E(245)^136, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(245)^227, E(245)^52, E(245)^122, E(245)^192, E(245)^17, E(245)^87, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(245)^178, E(245)^3, E(245)^73, E(245)^143, E(245)^213, E(245)^38, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(245)^129, E(245)^199, E(245)^24, E(245)^94, E(245)^164, E(245)^234, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^36, E(49)^8, E(49)^29, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^22, E(49)^43, E(49)^15, E(245)^229, E(245)^89, E(245)^194, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^159, E(245)^19, E(245)^124, E(245)^33, E(245)^138, E(245)^243, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^208, E(245)^68, E(245)^173, E(245)^82, E(245)^187, E(245)^47, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^12, E(245)^117, E(245)^222, E(245)^131, E(245)^236, E(245)^96, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^61, E(245)^166, E(245)^26, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(245)^223, E(245)^188, E(245)^153, E(245)^118, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^48, E(245)^13, E(245)^76, E(245)^41, E(245)^6, E(245)^216, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^146, E(245)^111, E(245)^174, E(245)^139, E(245)^104, E(245)^69, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^244, E(245)^209, E(245)^27, E(245)^237, E(245)^202, E(245)^167, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^97, E(245)^62, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(245)^227, E(245)^52, E(245)^122, E(245)^192, E(245)^17, E(245)^87, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(245)^129, E(245)^199, E(245)^24, E(245)^94, E(245)^164, E(245)^234, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(245)^31, E(245)^101, E(245)^171, E(245)^241, E(245)^66, E(245)^136, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(245)^178, E(245)^3, E(245)^73, E(245)^143, E(245)^213, E(245)^38, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(245)^136, E(245)^66, E(245)^241, E(245)^171, E(245)^101, E(245)^31, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(245)^87, E(245)^17, E(245)^192, E(245)^122, E(245)^52, E(245)^227, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(245)^38, E(245)^213, E(245)^143, E(245)^73, E(245)^3, E(245)^178, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(245)^234, E(245)^164, E(245)^94, E(245)^24, E(245)^199, E(245)^129, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(49)^25, E(49)^18, E(49)^11, E(49)^4, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^39, E(49)^32, E(245)^174, E(245)^139, E(245)^104, E(245)^69, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^244, E(245)^209, E(245)^223, E(245)^188, E(245)^153, E(245)^118, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^48, E(245)^13, E(245)^27, E(245)^237, E(245)^202, E(245)^167, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^97, E(245)^62, E(245)^76, E(245)^41, E(245)^6, E(245)^216, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^146, E(245)^111, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(245)^178, E(245)^3, E(245)^73, E(245)^143, E(245)^213, E(245)^38, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(245)^31, E(245)^101, E(245)^171, E(245)^241, E(245)^66, E(245)^136, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(245)^129, E(245)^199, E(245)^24, E(245)^94, E(245)^164, E(245)^234, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(245)^227, E(245)^52, E(245)^122, E(245)^192, E(245)^17, E(245)^87, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(245)^87, E(245)^17, E(245)^192, E(245)^122, E(245)^52, E(245)^227, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(245)^234, E(245)^164, E(245)^94, E(245)^24, E(245)^199, E(245)^129, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(245)^136, E(245)^66, E(245)^241, E(245)^171, E(245)^101, E(245)^31, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(245)^38, E(245)^213, E(245)^143, E(245)^73, E(245)^3, E(245)^178, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(245)^111, E(245)^146, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^216, E(245)^6, E(245)^41, E(245)^76, E(245)^62, E(245)^97, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^167, E(245)^202, E(245)^237, E(245)^27, E(245)^13, E(245)^48, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^118, E(245)^153, E(245)^188, E(245)^223, E(245)^209, E(245)^244, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^69, E(245)^104, E(245)^139, E(245)^174, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(49)^16, E(49)^30, E(49)^44, E(49)^9, E(49)^23, E(49)^37, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(245)^129, E(245)^199, E(245)^24, E(245)^94, E(245)^164, E(245)^234, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(245)^178, E(245)^3, E(245)^73, E(245)^143, E(245)^213, E(245)^38, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(245)^227, E(245)^52, E(245)^122, E(245)^192, E(245)^17, E(245)^87, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(245)^31, E(245)^101, E(245)^171, E(245)^241, E(245)^66, E(245)^136, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(245)^38, E(245)^213, E(245)^143, E(245)^73, E(245)^3, E(245)^178, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(245)^136, E(245)^66, E(245)^241, E(245)^171, E(245)^101, E(245)^31, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(245)^234, E(245)^164, E(245)^94, E(245)^24, E(245)^199, E(245)^129, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(245)^87, E(245)^17, E(245)^192, E(245)^122, E(245)^52, E(245)^227, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(245)^62, E(245)^97, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^167, E(245)^202, E(245)^237, E(245)^27, E(245)^209, E(245)^244, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^69, E(245)^104, E(245)^139, E(245)^174, E(245)^111, E(245)^146, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^216, E(245)^6, E(245)^41, E(245)^76, E(245)^13, E(245)^48, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^118, E(245)^153, E(245)^188, E(245)^223, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(245)^26, E(245)^166, E(245)^61, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^96, E(245)^236, E(245)^131, E(245)^222, E(245)^117, E(245)^12, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^47, E(245)^187, E(245)^82, E(245)^173, E(245)^68, E(245)^208, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^243, E(245)^138, E(245)^33, E(245)^124, E(245)^19, E(245)^159, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^194, E(245)^89, E(245)^229, E(49)^37, E(49)^23, E(49)^9, E(49)^44, E(49)^30, E(49)^16, -E(49)^9-E(49)^16-E(49)^23-E(49)^30-E(49)^37-E(49)^44, E(245)^234, E(245)^164, E(245)^94, E(245)^24, E(245)^199, E(245)^129, -E(245)^24-E(245)^94-E(245)^129-E(245)^164-E(245)^199-E(245)^234, E(245)^38, E(245)^213, E(245)^143, E(245)^73, E(245)^3, E(245)^178, -E(245)^3-E(245)^38-E(245)^73-E(245)^143-E(245)^178-E(245)^213, E(245)^87, E(245)^17, E(245)^192, E(245)^122, E(245)^52, E(245)^227, -E(245)^17-E(245)^52-E(245)^87-E(245)^122-E(245)^192-E(245)^227, E(245)^136, E(245)^66, E(245)^241, E(245)^171, E(245)^101, E(245)^31, -E(245)^31-E(245)^66-E(245)^101-E(245)^136-E(245)^171-E(245)^241, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(245)^13, E(245)^48, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^118, E(245)^153, E(245)^188, E(245)^223, E(245)^111, E(245)^146, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^216, E(245)^6, E(245)^41, E(245)^76, E(245)^209, E(245)^244, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^69, E(245)^104, E(245)^139, E(245)^174, E(245)^62, E(245)^97, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^167, E(245)^202, E(245)^237, E(245)^27, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(245)^222, E(245)^117, E(245)^12, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^47, E(245)^187, E(245)^82, E(245)^124, E(245)^19, E(245)^159, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^194, E(245)^89, E(245)^229, E(245)^26, E(245)^166, E(245)^61, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^96, E(245)^236, E(245)^131, E(245)^173, E(245)^68, E(245)^208, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^243, E(245)^138, E(245)^33, E(49)^32, E(49)^39, -E(49)^4-E(49)^11-E(49)^18-E(49)^25-E(49)^32-E(49)^39, E(49)^4, E(49)^11, E(49)^18, E(49)^25, E(245)^209, E(245)^244, -E(245)^69-E(245)^104-E(245)^139-E(245)^174-E(245)^209-E(245)^244, E(245)^69, E(245)^104, E(245)^139, E(245)^174, E(245)^13, E(245)^48, -E(245)^13-E(245)^48-E(245)^118-E(245)^153-E(245)^188-E(245)^223, E(245)^118, E(245)^153, E(245)^188, E(245)^223, E(245)^62, E(245)^97, -E(245)^27-E(245)^62-E(245)^97-E(245)^167-E(245)^202-E(245)^237, E(245)^167, E(245)^202, E(245)^237, E(245)^27, E(245)^111, E(245)^146, -E(245)^6-E(245)^41-E(245)^76-E(245)^111-E(245)^146-E(245)^216, E(245)^216, E(245)^6, E(245)^41, E(245)^76, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(245)^173, E(245)^68, E(245)^208, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^243, E(245)^138, E(245)^33, E(245)^26, E(245)^166, E(245)^61, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^96, E(245)^236, E(245)^131, E(245)^124, E(245)^19, E(245)^159, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^194, E(245)^89, E(245)^229, E(245)^222, E(245)^117, E(245)^12, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^47, E(245)^187, E(245)^82, E(49)^15, E(49)^43, E(49)^22, -E(49)^8-E(49)^15-E(49)^22-E(49)^29-E(49)^36-E(49)^43, E(49)^29, E(49)^8, E(49)^36, E(245)^124, E(245)^19, E(245)^159, -E(245)^19-E(245)^89-E(245)^124-E(245)^159-E(245)^194-E(245)^229, E(245)^194, E(245)^89, E(245)^229, E(245)^173, E(245)^68, E(245)^208, -E(245)^33-E(245)^68-E(245)^138-E(245)^173-E(245)^208-E(245)^243, E(245)^243, E(245)^138, E(245)^33, E(245)^222, E(245)^117, E(245)^12, -E(245)^12-E(245)^47-E(245)^82-E(245)^117-E(245)^187-E(245)^222, E(245)^47, E(245)^187, E(245)^82, E(245)^26, E(245)^166, E(245)^61, -E(245)^26-E(245)^61-E(245)^96-E(245)^131-E(245)^166-E(245)^236, E(245)^96, E(245)^236, E(245)^131 ];
return rec(S := S, T := T);;