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(175)^12, 1/35*E(175)^62, 1/35*E(25)^16, 1/35*E(175)^162, 1/35*E(175)^37, 1/35*E(175)^102, 1/35*E(175)^152, 1/35*E(175)^27, 1/35*E(25)^11, 1/35*E(175)^127, 1/35*E(175)^2, 1/35*E(175)^123, 1/35*E(175)^88, 1/35*E(175)^53, -1/35*E(175)^53-1/35*E(175)^88-1/35*E(175)^123-1/35*E(175)^158, 1/35*E(175)^158, 1/35*E(175)^173, 1/35*E(175)^48, 1/35*E(25)^14, 1/35*E(175)^148, 1/35*E(175)^23, 1/35*E(175)^73, 1/35*E(175)^138, 1/35*E(175)^13, 1/35*E(25)^9, 1/35*E(175)^113, 1/35*E(175)^163, 1/35*E(175)^38, 1/35*E(175)^103, 1/35*E(175)^153, 1/35*E(25)^4, 1/35*E(175)^78, 1/35*E(175)^128, 1/35*E(175)^3, -1/35*E(175)^33-1/35*E(175)^103-1/35*E(175)^138-1/35*E(175)^173, -1/35*E(175)^13-1/35*E(175)^48-1/35*E(175)^83-1/35*E(175)^153, -1/35*E(25)^4-1/35*E(25)^9-1/35*E(25)^14-1/35*E(25)^19, -1/35*E(175)^8-1/35*E(175)^78-1/35*E(175)^113-1/35*E(175)^148, -1/35*E(175)^23-1/35*E(175)^58-1/35*E(175)^128-1/35*E(175)^163, -1/35*E(175)^3-1/35*E(175)^38-1/35*E(175)^73-1/35*E(175)^108, 1/35*E(175)^33, 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1/35*E(35)^26, 1/35*E(35)^16, 1/35*E(35)^6, 1/35*E(35)^31, 1/35*E(5)^3, 1/35*E(35)^4, 1/35*E(35)^29, 1/35*E(35)^19, 1/35*E(35)^9, 1/35*E(35)^34, 1/35*E(35)^24, 1/35*E(5)^2, 1/35*E(35)^18, 1/35*E(35)^8, 1/35*E(35)^33, 1/35*E(35)^23, 1/35*E(35)^13, 1/35*E(35)^3, 1/35*E(5)^4, 1/35*E(35)^32, 1/35*E(35)^22, 1/35*E(35)^12, 1/35*E(35)^2, 1/35*E(35)^27, 1/35*E(35)^17, 1/35*E(5), 1/35*E(7)^5, 1/35*E(7)^3, 1/35*E(7), 1/35*E(7)^6, 1/35*E(7)^4, 1/35*E(7)^2, 1/35, 1/35*E(175)^171, -1/35*E(175)^31-1/35*E(175)^66-1/35*E(175)^101-1/35*E(175)^171, 1/35*E(175)^101, 1/35*E(175)^66, 1/35*E(175)^31, 1/35*E(175)^46, 1/35*E(175)^96, 1/35*E(175)^146, 1/35*E(25)^3, 1/35*E(175)^71, 1/35*E(175)^121, -1/35*E(175)^46-1/35*E(175)^81-1/35*E(175)^116-1/35*E(175)^151, -1/35*E(175)^26-1/35*E(175)^96-1/35*E(175)^131-1/35*E(175)^166, -1/35*E(175)^6-1/35*E(175)^41-1/35*E(175)^76-1/35*E(175)^146, -1/35*E(25)^3-1/35*E(25)^8-1/35*E(25)^13-1/35*E(25)^18, -1/35*E(175)-1/35*E(175)^71-1/35*E(175)^106-1/35*E(175)^141, -1/35*E(175)^16-1/35*E(175)^51-1/35*E(175)^121-1/35*E(175)^156, 1/35*E(175)^151, 1/35*E(175)^26, 1/35*E(175)^76, 1/35*E(25)^18, 1/35*E(175), 1/35*E(175)^51, 1/35*E(175)^116, 1/35*E(175)^166, 1/35*E(175)^41, 1/35*E(25)^13, 1/35*E(175)^141, 1/35*E(175)^16, 1/35*E(175)^81, 1/35*E(175)^131, 1/35*E(175)^6, 1/35*E(25)^8, 1/35*E(175)^106, 1/35*E(175)^156, 1/35*E(175)^67, -1/35*E(175)^67-1/35*E(175)^102-1/35*E(175)^137-1/35*E(175)^172, 1/35*E(175)^172, 1/35*E(175)^137, 1/35*E(175)^102, 1/35*E(175)^117, 1/35*E(175)^167, 1/35*E(25)^6, 1/35*E(175)^92, 1/35*E(175)^142, 1/35*E(175)^17, -1/35*E(175)^12-1/35*E(175)^47-1/35*E(175)^117-1/35*E(175)^152, -1/35*E(175)^27-1/35*E(175)^62-1/35*E(175)^97-1/35*E(175)^167, -1/35*E(25)^6-1/35*E(25)^11-1/35*E(25)^16-1/35*E(25)^21, -1/35*E(175)^22-1/35*E(175)^92-1/35*E(175)^127-1/35*E(175)^162, -1/35*E(175)^2-1/35*E(175)^37-1/35*E(175)^72-1/35*E(175)^142, -1/35*E(175)^17-1/35*E(175)^52-1/35*E(175)^87-1/35*E(175)^122, 1/35*E(175)^47, 1/35*E(175)^97, 1/35*E(25)^21, 1/35*E(175)^22, 1/35*E(175)^72, 1/35*E(175)^122, 1/35*E(175)^12, 1/35*E(175)^62, 1/35*E(25)^16, 1/35*E(175)^162, 1/35*E(175)^37, 1/35*E(175)^87, 1/35*E(175)^152, 1/35*E(175)^27, 1/35*E(25)^11, 1/35*E(175)^127, 1/35*E(175)^2, 1/35*E(175)^52, 1/35*E(175)^173, 1/35*E(175)^138, 1/35*E(175)^103, -1/35*E(175)^33-1/35*E(175)^103-1/35*E(175)^138-1/35*E(175)^173, 1/35*E(175)^33, 1/35*E(175)^48, 1/35*E(25)^14, 1/35*E(175)^148, 1/35*E(175)^23, 1/35*E(175)^73, 1/35*E(175)^123, 1/35*E(175)^13, 1/35*E(25)^9, 1/35*E(175)^113, 1/35*E(175)^163, 1/35*E(175)^38, 1/35*E(175)^88, 1/35*E(175)^153, 1/35*E(25)^4, 1/35*E(175)^78, 1/35*E(175)^128, 1/35*E(175)^3, 1/35*E(175)^53, -1/35*E(175)^13-1/35*E(175)^48-1/35*E(175)^83-1/35*E(175)^153, -1/35*E(25)^4-1/35*E(25)^9-1/35*E(25)^14-1/35*E(25)^19, -1/35*E(175)^8-1/35*E(175)^78-1/35*E(175)^113-1/35*E(175)^148, -1/35*E(175)^23-1/35*E(175)^58-1/35*E(175)^128-1/35*E(175)^163, -1/35*E(175)^3-1/35*E(175)^38-1/35*E(175)^73-1/35*E(175)^108, -1/35*E(175)^53-1/35*E(175)^88-1/35*E(175)^123-1/35*E(175)^158, 1/35*E(175)^83, 1/35*E(25)^19, 1/35*E(175)^8, 1/35*E(175)^58, 1/35*E(175)^108, 1/35*E(175)^158, 1/35*E(175)^69, 1/35*E(175)^34, 1/35*E(175)^174, -1/35*E(175)^34-1/35*E(175)^69-1/35*E(175)^104-1/35*E(175)^174, 1/35*E(175)^104, 1/35*E(25)^17, 1/35*E(175)^169, 1/35*E(175)^44, 1/35*E(175)^94, 1/35*E(175)^144, 1/35*E(175)^19, 1/35*E(25)^12, 1/35*E(175)^134, 1/35*E(175)^9, 1/35*E(175)^59, 1/35*E(175)^109, 1/35*E(175)^159, 1/35*E(25)^7, 1/35*E(175)^99, 1/35*E(175)^149, 1/35*E(175)^24, 1/35*E(175)^74, 1/35*E(175)^124, -1/35*E(25)^7-1/35*E(25)^12-1/35*E(25)^17-1/35*E(25)^22, -1/35*E(175)^29-1/35*E(175)^99-1/35*E(175)^134-1/35*E(175)^169, -1/35*E(175)^9-1/35*E(175)^44-1/35*E(175)^79-1/35*E(175)^149, -1/35*E(175)^24-1/35*E(175)^59-1/35*E(175)^94-1/35*E(175)^129, -1/35*E(175)^4-1/35*E(175)^74-1/35*E(175)^109-1/35*E(175)^144, -1/35*E(175)^19-1/35*E(175)^54-1/35*E(175)^124-1/35*E(175)^159, 1/35*E(25)^22, 1/35*E(175)^29, 1/35*E(175)^79, 1/35*E(175)^129, 1/35*E(175)^4, 1/35*E(175)^54, 1/35*E(175)^46, -1/35*E(175)^46-1/35*E(175)^81-1/35*E(175)^116-1/35*E(175)^151, 1/35*E(175)^151, 1/35*E(175)^116, 1/35*E(175)^81, 1/35*E(175)^96, 1/35*E(175)^146, 1/35*E(25)^3, 1/35*E(175)^71, 1/35*E(175)^121, 1/35*E(175)^171, -1/35*E(175)^26-1/35*E(175)^96-1/35*E(175)^131-1/35*E(175)^166, -1/35*E(175)^6-1/35*E(175)^41-1/35*E(175)^76-1/35*E(175)^146, -1/35*E(25)^3-1/35*E(25)^8-1/35*E(25)^13-1/35*E(25)^18, -1/35*E(175)-1/35*E(175)^71-1/35*E(175)^106-1/35*E(175)^141, -1/35*E(175)^16-1/35*E(175)^51-1/35*E(175)^121-1/35*E(175)^156, -1/35*E(175)^31-1/35*E(175)^66-1/35*E(175)^101-1/35*E(175)^171, 1/35*E(175)^26, 1/35*E(175)^76, 1/35*E(25)^18, 1/35*E(175), 1/35*E(175)^51, 1/35*E(175)^101, 1/35*E(175)^166, 1/35*E(175)^41, 1/35*E(25)^13, 1/35*E(175)^141, 1/35*E(175)^16, 1/35*E(175)^66, 1/35*E(175)^131, 1/35*E(175)^6, 1/35*E(25)^8, 1/35*E(175)^106, 1/35*E(175)^156, 1/35*E(175)^31, 1/35*E(175)^117, -1/35*E(175)^12-1/35*E(175)^47-1/35*E(175)^117-1/35*E(175)^152, 1/35*E(175)^47, 1/35*E(175)^12, 1/35*E(175)^152, 1/35*E(175)^167, 1/35*E(25)^6, 1/35*E(175)^92, 1/35*E(175)^142, 1/35*E(175)^17, 1/35*E(175)^67, -1/35*E(175)^27-1/35*E(175)^62-1/35*E(175)^97-1/35*E(175)^167, -1/35*E(25)^6-1/35*E(25)^11-1/35*E(25)^16-1/35*E(25)^21, -1/35*E(175)^22-1/35*E(175)^92-1/35*E(175)^127-1/35*E(175)^162, -1/35*E(175)^2-1/35*E(175)^37-1/35*E(175)^72-1/35*E(175)^142, -1/35*E(175)^17-1/35*E(175)^52-1/35*E(175)^87-1/35*E(175)^122, -1/35*E(175)^67-1/35*E(175)^102-1/35*E(175)^137-1/35*E(175)^172, 1/35*E(175)^97, 1/35*E(25)^21, 1/35*E(175)^22, 1/35*E(175)^72, 1/35*E(175)^122, 1/35*E(175)^172, 1/35*E(175)^62, 1/35*E(25)^16, 1/35*E(175)^162, 1/35*E(175)^37, 1/35*E(175)^87, 1/35*E(175)^137, 1/35*E(175)^27, 1/35*E(25)^11, 1/35*E(175)^127, 1/35*E(175)^2, 1/35*E(175)^52, 1/35*E(175)^102, 1/35*E(175)^48, 1/35*E(175)^13, 1/35*E(175)^153, -1/35*E(175)^13-1/35*E(175)^48-1/35*E(175)^83-1/35*E(175)^153, 1/35*E(175)^83, 1/35*E(25)^14, 1/35*E(175)^148, 1/35*E(175)^23, 1/35*E(175)^73, 1/35*E(175)^123, 1/35*E(175)^173, 1/35*E(25)^9, 1/35*E(175)^113, 1/35*E(175)^163, 1/35*E(175)^38, 1/35*E(175)^88, 1/35*E(175)^138, 1/35*E(25)^4, 1/35*E(175)^78, 1/35*E(175)^128, 1/35*E(175)^3, 1/35*E(175)^53, 1/35*E(175)^103, -1/35*E(25)^4-1/35*E(25)^9-1/35*E(25)^14-1/35*E(25)^19, -1/35*E(175)^8-1/35*E(175)^78-1/35*E(175)^113-1/35*E(175)^148, -1/35*E(175)^23-1/35*E(175)^58-1/35*E(175)^128-1/35*E(175)^163, -1/35*E(175)^3-1/35*E(175)^38-1/35*E(175)^73-1/35*E(175)^108, -1/35*E(175)^53-1/35*E(175)^88-1/35*E(175)^123-1/35*E(175)^158, -1/35*E(175)^33-1/35*E(175)^103-1/35*E(175)^138-1/35*E(175)^173, 1/35*E(25)^19, 1/35*E(175)^8, 1/35*E(175)^58, 1/35*E(175)^108, 1/35*E(175)^158, 1/35*E(175)^33, 1/35*E(175)^96, -1/35*E(175)^26-1/35*E(175)^96-1/35*E(175)^131-1/35*E(175)^166, 1/35*E(175)^26, 1/35*E(175)^166, 1/35*E(175)^131, 1/35*E(175)^146, 1/35*E(25)^3, 1/35*E(175)^71, 1/35*E(175)^121, 1/35*E(175)^171, 1/35*E(175)^46, -1/35*E(175)^6-1/35*E(175)^41-1/35*E(175)^76-1/35*E(175)^146, -1/35*E(25)^3-1/35*E(25)^8-1/35*E(25)^13-1/35*E(25)^18, -1/35*E(175)-1/35*E(175)^71-1/35*E(175)^106-1/35*E(175)^141, -1/35*E(175)^16-1/35*E(175)^51-1/35*E(175)^121-1/35*E(175)^156, -1/35*E(175)^31-1/35*E(175)^66-1/35*E(175)^101-1/35*E(175)^171, -1/35*E(175)^46-1/35*E(175)^81-1/35*E(175)^116-1/35*E(175)^151, 1/35*E(175)^76, 1/35*E(25)^18, 1/35*E(175), 1/35*E(175)^51, 1/35*E(175)^101, 1/35*E(175)^151, 1/35*E(175)^41, 1/35*E(25)^13, 1/35*E(175)^141, 1/35*E(175)^16, 1/35*E(175)^66, 1/35*E(175)^116, 1/35*E(175)^6, 1/35*E(25)^8, 1/35*E(175)^106, 1/35*E(175)^156, 1/35*E(175)^31, 1/35*E(175)^81, 1/35*E(175)^167, -1/35*E(175)^27-1/35*E(175)^62-1/35*E(175)^97-1/35*E(175)^167, 1/35*E(175)^97, 1/35*E(175)^62, 1/35*E(175)^27, 1/35*E(25)^6, 1/35*E(175)^92, 1/35*E(175)^142, 1/35*E(175)^17, 1/35*E(175)^67, 1/35*E(175)^117, -1/35*E(25)^6-1/35*E(25)^11-1/35*E(25)^16-1/35*E(25)^21, -1/35*E(175)^22-1/35*E(175)^92-1/35*E(175)^127-1/35*E(175)^162, -1/35*E(175)^2-1/35*E(175)^37-1/35*E(175)^72-1/35*E(175)^142, -1/35*E(175)^17-1/35*E(175)^52-1/35*E(175)^87-1/35*E(175)^122, -1/35*E(175)^67-1/35*E(175)^102-1/35*E(175)^137-1/35*E(175)^172, -1/35*E(175)^12-1/35*E(175)^47-1/35*E(175)^117-1/35*E(175)^152, 1/35*E(25)^21, 1/35*E(175)^22, 1/35*E(175)^72, 1/35*E(175)^122, 1/35*E(175)^172, 1/35*E(175)^47, 1/35*E(25)^16, 1/35*E(175)^162, 1/35*E(175)^37, 1/35*E(175)^87, 1/35*E(175)^137, 1/35*E(175)^12, 1/35*E(25)^11, 1/35*E(175)^127, 1/35*E(175)^2, 1/35*E(175)^52, 1/35*E(175)^102, 1/35*E(175)^152, 1/35*E(175)^146, -1/35*E(175)^6-1/35*E(175)^41-1/35*E(175)^76-1/35*E(175)^146, 1/35*E(175)^76, 1/35*E(175)^41, 1/35*E(175)^6, 1/35*E(25)^3, 1/35*E(175)^71, 1/35*E(175)^121, 1/35*E(175)^171, 1/35*E(175)^46, 1/35*E(175)^96, -1/35*E(25)^3-1/35*E(25)^8-1/35*E(25)^13-1/35*E(25)^18, -1/35*E(175)-1/35*E(175)^71-1/35*E(175)^106-1/35*E(175)^141, -1/35*E(175)^16-1/35*E(175)^51-1/35*E(175)^121-1/35*E(175)^156, -1/35*E(175)^31-1/35*E(175)^66-1/35*E(175)^101-1/35*E(175)^171, -1/35*E(175)^46-1/35*E(175)^81-1/35*E(175)^116-1/35*E(175)^151, -1/35*E(175)^26-1/35*E(175)^96-1/35*E(175)^131-1/35*E(175)^166, 1/35*E(25)^18, 1/35*E(175), 1/35*E(175)^51, 1/35*E(175)^101, 1/35*E(175)^151, 1/35*E(175)^26, 1/35*E(25)^13, 1/35*E(175)^141, 1/35*E(175)^16, 1/35*E(175)^66, 1/35*E(175)^116, 1/35*E(175)^166, 1/35*E(25)^8, 1/35*E(175)^106, 1/35*E(175)^156, 1/35*E(175)^31, 1/35*E(175)^81, 1/35*E(175)^131 ]];
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, E(25)^21, E(25)^16, E(25)^11, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^21, E(25)^21, E(25)^21, E(25)^21, E(25)^21, E(25)^21, E(25)^16, E(25)^16, E(25)^16, E(25)^16, E(25)^16, E(25)^16, E(25)^11, E(25)^11, E(25)^11, E(25)^11, E(25)^11, E(25)^11, E(25)^6, E(25)^6, E(25)^6, E(25)^6, E(25)^6, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, 1, E(7)^5, E(7)^3, E(7), E(7)^6, E(7)^4, E(7)^2, 1, E(7)^5, E(7)^3, E(7), E(7)^6, E(7)^4, E(7)^2, 1, E(7)^5, E(7)^3, E(7), E(7)^6, E(7)^4, E(7)^2, 1, E(7)^5, E(7)^3, E(7), E(7)^6, E(7)^4, E(7)^2, 1, E(7)^5, E(7)^3, E(7), E(7)^6, E(7)^4, E(7)^2, E(25)^19, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^4, E(25)^19, E(25)^19, E(25)^19, E(25)^19, E(25)^19, E(25)^19, E(25)^9, E(25)^9, E(25)^9, E(25)^9, E(25)^9, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^14, E(25)^14, E(25)^14, E(25)^14, E(25)^14, E(25)^4, E(25)^4, E(25)^4, E(25)^4, E(25)^4, E(25)^4, E(25)^21, E(25)^16, E(25)^11, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(175)^22, E(175)^72, E(175)^122, E(175)^172, E(175)^47, E(175)^97, E(175)^162, E(175)^37, E(175)^87, E(175)^137, E(175)^12, E(175)^62, E(175)^127, E(175)^2, E(175)^52, E(175)^102, E(175)^152, E(175)^27, E(175)^92, E(175)^142, E(175)^17, E(175)^67, E(175)^117, E(175)^167, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, 1, E(7)^3, E(7)^6, E(7)^2, E(7)^5, E(7), E(7)^4, 1, E(7)^3, E(7)^6, E(7)^2, E(7)^5, E(7), E(7)^4, 1, E(7)^3, E(7)^6, E(7)^2, E(7)^5, E(7), E(7)^4, 1, E(7)^3, E(7)^6, E(7)^2, E(7)^5, E(7), E(7)^4, 1, E(7)^3, E(7)^6, E(7)^2, E(7)^5, E(7), E(7)^4, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(25)^4, E(25)^4, E(25)^4, E(25)^4, E(25)^4, E(25)^4, E(25)^14, E(25)^14, E(25)^14, E(25)^14, E(25)^14, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^9, E(25)^9, E(25)^9, E(25)^9, E(25)^9, E(25)^19, E(25)^19, E(25)^19, E(25)^19, E(25)^19, E(25)^19, E(25)^19, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^4, E(175)^8, E(175)^58, E(175)^108, E(175)^158, E(175)^33, E(175)^83, E(175)^113, E(175)^163, E(175)^38, E(175)^88, E(175)^138, E(175)^13, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, E(175)^148, E(175)^23, E(175)^73, E(175)^123, E(175)^173, E(175)^48, E(175)^78, E(175)^128, E(175)^3, E(175)^53, E(175)^103, E(175)^153, E(25)^21, E(25)^16, E(25)^11, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(175)^72, E(175)^172, E(175)^97, E(175)^22, E(175)^122, E(175)^47, E(175)^37, E(175)^137, E(175)^62, E(175)^162, E(175)^87, E(175)^12, E(175)^2, E(175)^102, E(175)^27, E(175)^127, E(175)^52, E(175)^152, E(175)^142, E(175)^67, E(175)^167, E(175)^92, E(175)^17, E(175)^117, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, 1, E(7), E(7)^2, E(7)^3, E(7)^4, E(7)^5, E(7)^6, 1, E(7), E(7)^2, E(7)^3, E(7)^4, E(7)^5, E(7)^6, 1, E(7), E(7)^2, E(7)^3, E(7)^4, E(7)^5, E(7)^6, 1, E(7), E(7)^2, E(7)^3, E(7)^4, E(7)^5, E(7)^6, 1, E(7), E(7)^2, E(7)^3, E(7)^4, E(7)^5, E(7)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^6, E(25)^6, E(25)^6, E(25)^6, E(25)^6, E(25)^11, E(25)^11, E(25)^11, E(25)^11, E(25)^11, E(25)^11, E(25)^16, E(25)^16, E(25)^16, E(25)^16, E(25)^16, E(25)^16, E(25)^21, E(25)^21, E(25)^21, E(25)^21, E(25)^21, E(25)^21, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(175)^78, E(175)^128, E(175)^3, E(175)^53, E(175)^103, E(175)^153, E(175)^148, E(175)^23, E(175)^73, E(175)^123, E(175)^173, E(175)^48, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, E(175)^113, E(175)^163, E(175)^38, E(175)^88, E(175)^138, E(175)^13, E(175)^8, E(175)^58, E(175)^108, E(175)^158, E(175)^33, E(175)^83, E(25)^19, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^4, E(175)^58, E(175)^158, E(175)^83, E(175)^8, E(175)^108, E(175)^33, E(175)^163, E(175)^88, E(175)^13, E(175)^113, E(175)^38, E(175)^138, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, E(175)^23, E(175)^123, E(175)^48, E(175)^148, E(175)^73, E(175)^173, E(175)^128, E(175)^53, E(175)^153, E(175)^78, E(175)^3, E(175)^103, E(25)^21, E(25)^16, E(25)^11, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(175)^122, E(175)^97, E(175)^72, E(175)^47, E(175)^22, E(175)^172, E(175)^87, E(175)^62, E(175)^37, E(175)^12, E(175)^162, E(175)^137, E(175)^52, E(175)^27, E(175)^2, E(175)^152, E(175)^127, E(175)^102, E(175)^17, E(175)^167, E(175)^142, E(175)^117, E(175)^92, E(175)^67, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, 1, E(7)^6, E(7)^5, E(7)^4, E(7)^3, E(7)^2, E(7), 1, E(7)^6, E(7)^5, E(7)^4, E(7)^3, E(7)^2, E(7), 1, E(7)^6, E(7)^5, E(7)^4, E(7)^3, E(7)^2, E(7), 1, E(7)^6, E(7)^5, E(7)^4, E(7)^3, E(7)^2, E(7), 1, E(7)^6, E(7)^5, E(7)^4, E(7)^3, E(7)^2, E(7), -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, E(175)^92, E(175)^142, E(175)^17, E(175)^67, E(175)^117, E(175)^167, E(175)^127, E(175)^2, E(175)^52, E(175)^102, E(175)^152, E(175)^27, E(175)^162, E(175)^37, E(175)^87, E(175)^137, E(175)^12, E(175)^62, E(175)^22, E(175)^72, E(175)^122, E(175)^172, E(175)^47, E(175)^97, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(175)^128, E(175)^53, E(175)^153, E(175)^78, E(175)^3, E(175)^103, E(175)^23, E(175)^123, E(175)^48, E(175)^148, E(175)^73, E(175)^173, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, E(175)^163, E(175)^88, E(175)^13, E(175)^113, E(175)^38, E(175)^138, E(175)^58, E(175)^158, E(175)^83, E(175)^8, E(175)^108, E(175)^33, E(25)^19, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^4, E(175)^108, E(175)^83, E(175)^58, E(175)^33, E(175)^8, E(175)^158, E(175)^38, E(175)^13, E(175)^163, E(175)^138, E(175)^113, E(175)^88, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, E(175)^73, E(175)^48, E(175)^23, E(175)^173, E(175)^148, E(175)^123, E(175)^3, E(175)^153, E(175)^128, E(175)^103, E(175)^78, E(175)^53, E(25)^21, E(25)^16, E(25)^11, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(175)^172, E(175)^22, E(175)^47, E(175)^72, E(175)^97, E(175)^122, E(175)^137, E(175)^162, E(175)^12, E(175)^37, E(175)^62, E(175)^87, E(175)^102, E(175)^127, E(175)^152, E(175)^2, E(175)^27, E(175)^52, E(175)^67, E(175)^92, E(175)^117, E(175)^142, E(175)^167, E(175)^17, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, 1, E(7)^4, E(7), E(7)^5, E(7)^2, E(7)^6, E(7)^3, 1, E(7)^4, E(7), E(7)^5, E(7)^2, E(7)^6, E(7)^3, 1, E(7)^4, E(7), E(7)^5, E(7)^2, E(7)^6, E(7)^3, 1, E(7)^4, E(7), E(7)^5, E(7)^2, E(7)^6, E(7)^3, 1, E(7)^4, E(7), E(7)^5, E(7)^2, E(7)^6, E(7)^3, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, E(175)^142, E(175)^67, E(175)^167, E(175)^92, E(175)^17, E(175)^117, E(175)^2, E(175)^102, E(175)^27, E(175)^127, E(175)^52, E(175)^152, E(175)^37, E(175)^137, E(175)^62, E(175)^162, E(175)^87, E(175)^12, E(175)^72, E(175)^172, E(175)^97, E(175)^22, E(175)^122, E(175)^47, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(175)^3, E(175)^153, E(175)^128, E(175)^103, E(175)^78, E(175)^53, E(175)^73, E(175)^48, E(175)^23, E(175)^173, E(175)^148, E(175)^123, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, E(175)^38, E(175)^13, E(175)^163, E(175)^138, E(175)^113, E(175)^88, E(175)^108, E(175)^83, E(175)^58, E(175)^33, E(175)^8, E(175)^158, E(25)^19, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^4, E(175)^158, E(175)^8, E(175)^33, E(175)^58, E(175)^83, E(175)^108, E(175)^88, E(175)^113, E(175)^138, E(175)^163, E(175)^13, E(175)^38, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, E(175)^123, E(175)^148, E(175)^173, E(175)^23, E(175)^48, E(175)^73, E(175)^53, E(175)^78, E(175)^103, E(175)^128, E(175)^153, E(175)^3, E(25)^21, E(25)^16, E(25)^11, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(175)^47, E(175)^122, E(175)^22, E(175)^97, E(175)^172, E(175)^72, E(175)^12, E(175)^87, E(175)^162, E(175)^62, E(175)^137, E(175)^37, E(175)^152, E(175)^52, E(175)^127, E(175)^27, E(175)^102, E(175)^2, E(175)^117, E(175)^17, E(175)^92, E(175)^167, E(175)^67, E(175)^142, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, 1, E(7)^2, E(7)^4, E(7)^6, E(7), E(7)^3, E(7)^5, 1, E(7)^2, E(7)^4, E(7)^6, E(7), E(7)^3, E(7)^5, 1, E(7)^2, E(7)^4, E(7)^6, E(7), E(7)^3, E(7)^5, 1, E(7)^2, E(7)^4, E(7)^6, E(7), E(7)^3, E(7)^5, 1, E(7)^2, E(7)^4, E(7)^6, E(7), E(7)^3, E(7)^5, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, E(175)^17, E(175)^167, E(175)^142, E(175)^117, E(175)^92, E(175)^67, E(175)^52, E(175)^27, E(175)^2, E(175)^152, E(175)^127, E(175)^102, E(175)^87, E(175)^62, E(175)^37, E(175)^12, E(175)^162, E(175)^137, E(175)^122, E(175)^97, E(175)^72, E(175)^47, E(175)^22, E(175)^172, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(175)^53, E(175)^78, E(175)^103, E(175)^128, E(175)^153, E(175)^3, E(175)^123, E(175)^148, E(175)^173, E(175)^23, E(175)^48, E(175)^73, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, E(175)^88, E(175)^113, E(175)^138, E(175)^163, E(175)^13, E(175)^38, E(175)^158, E(175)^8, E(175)^33, E(175)^58, E(175)^83, E(175)^108, E(25)^19, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^4, E(175)^33, E(175)^108, E(175)^8, E(175)^83, E(175)^158, E(175)^58, E(175)^138, E(175)^38, E(175)^113, E(175)^13, E(175)^88, E(175)^163, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, E(175)^173, E(175)^73, E(175)^148, E(175)^48, E(175)^123, E(175)^23, E(175)^103, E(175)^3, E(175)^78, E(175)^153, E(175)^53, E(175)^128, E(25)^21, E(25)^16, E(25)^11, E(25)^6, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(175)^97, E(175)^47, E(175)^172, E(175)^122, E(175)^72, E(175)^22, E(175)^62, E(175)^12, E(175)^137, E(175)^87, E(175)^37, E(175)^162, E(175)^27, E(175)^152, E(175)^102, E(175)^52, E(175)^2, E(175)^127, E(175)^167, E(175)^117, E(175)^67, E(175)^17, E(175)^142, E(175)^92, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, E(175)^67, E(175)^92, E(175)^117, E(175)^142, E(175)^167, E(175)^17, E(175)^102, E(175)^127, E(175)^152, E(175)^2, E(175)^27, E(175)^52, E(175)^137, E(175)^162, E(175)^12, E(175)^37, E(175)^62, E(175)^87, E(175)^172, E(175)^22, E(175)^47, E(175)^72, E(175)^97, E(175)^122, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(175)^103, E(175)^3, E(175)^78, E(175)^153, E(175)^53, E(175)^128, E(175)^173, E(175)^73, E(175)^148, E(175)^48, E(175)^123, E(175)^23, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, E(175)^138, E(175)^38, E(175)^113, E(175)^13, E(175)^88, E(175)^163, E(175)^33, E(175)^108, E(175)^8, E(175)^83, E(175)^158, E(175)^58, E(25)^19, E(25)^9, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^14, E(25)^4, E(175)^83, E(175)^33, E(175)^158, E(175)^108, E(175)^58, E(175)^8, E(175)^13, E(175)^138, E(175)^88, E(175)^38, E(175)^163, E(175)^113, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, E(175)^48, E(175)^173, E(175)^123, E(175)^73, E(175)^23, E(175)^148, E(175)^153, E(175)^103, E(175)^53, E(175)^3, E(175)^128, E(175)^78, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, E(175)^117, E(175)^17, E(175)^92, E(175)^167, E(175)^67, E(175)^142, E(175)^152, E(175)^52, E(175)^127, E(175)^27, E(175)^102, E(175)^2, E(175)^12, E(175)^87, E(175)^162, E(175)^62, E(175)^137, E(175)^37, E(175)^47, E(175)^122, E(175)^22, E(175)^97, E(175)^172, E(175)^72, E(25)^4, E(25)^14, -E(25)^4-E(25)^9-E(25)^14-E(25)^19, E(25)^9, E(25)^19, E(175)^153, E(175)^103, E(175)^53, E(175)^3, E(175)^128, E(175)^78, E(175)^48, E(175)^173, E(175)^123, E(175)^73, E(175)^23, E(175)^148, -E(175)^13-E(175)^48-E(175)^83-E(175)^153, -E(175)^33-E(175)^103-E(175)^138-E(175)^173, -E(175)^53-E(175)^88-E(175)^123-E(175)^158, -E(175)^3-E(175)^38-E(175)^73-E(175)^108, -E(175)^23-E(175)^58-E(175)^128-E(175)^163, -E(175)^8-E(175)^78-E(175)^113-E(175)^148, E(175)^13, E(175)^138, E(175)^88, E(175)^38, E(175)^163, E(175)^113, E(175)^83, E(175)^33, E(175)^158, E(175)^108, E(175)^58, E(175)^8, -E(25)^6-E(25)^11-E(25)^16-E(25)^21, E(25)^6, E(25)^11, E(25)^16, E(25)^21, -E(175)^27-E(175)^62-E(175)^97-E(175)^167, -E(175)^12-E(175)^47-E(175)^117-E(175)^152, -E(175)^67-E(175)^102-E(175)^137-E(175)^172, -E(175)^17-E(175)^52-E(175)^87-E(175)^122, -E(175)^2-E(175)^37-E(175)^72-E(175)^142, -E(175)^22-E(175)^92-E(175)^127-E(175)^162, E(175)^167, E(175)^117, E(175)^67, E(175)^17, E(175)^142, E(175)^92, E(175)^27, E(175)^152, E(175)^102, E(175)^52, E(175)^2, E(175)^127, E(175)^62, E(175)^12, E(175)^137, E(175)^87, E(175)^37, E(175)^162, E(175)^97, E(175)^47, E(175)^172, E(175)^122, E(175)^72, E(175)^22 ];
return rec(S := S, T := T);;