local S, T; S := [[ 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 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1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 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1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25, 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5), 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 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1/25*E(5), 1/25*E(5), 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^2, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^3, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 1/25*E(5)^4, 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1/25*E(625)^447, 1/25*E(625)^322, 1/25*E(625)^197, 1/25*E(625)^72, -1/25*E(625)^72-1/25*E(625)^197-1/25*E(625)^322-1/25*E(625)^447, 1/25*E(625)^297, 1/25*E(625)^172, -1/25*E(625)^172-1/25*E(625)^297-1/25*E(625)^422-1/25*E(625)^547, 1/25*E(625)^547, 1/25*E(625)^422, 1/25*E(625)^147, -1/25*E(625)^147-1/25*E(625)^272-1/25*E(625)^397-1/25*E(625)^522, 1/25*E(625)^522, 1/25*E(625)^397, 1/25*E(625)^272, 1/25*E(625)^122, -1/25*E(625)^122-1/25*E(625)^247-1/25*E(625)^372-1/25*E(625)^497, 1/25*E(625)^497, 1/25*E(625)^372, 1/25*E(625)^247, -1/25*E(625)^97-1/25*E(625)^222-1/25*E(625)^347-1/25*E(625)^472, 1/25*E(625)^472, 1/25*E(625)^347, 1/25*E(625)^222, 1/25*E(625)^97, 1/25*E(625)^63, -1/25*E(625)^63-1/25*E(625)^188-1/25*E(625)^313-1/25*E(625)^438, 1/25*E(625)^438, 1/25*E(625)^313, 1/25*E(625)^188, 1/25*E(625)^538, 1/25*E(625)^413, 1/25*E(625)^288, 1/25*E(625)^163, -1/25*E(625)^163-1/25*E(625)^288-1/25*E(625)^413-1/25*E(625)^538, 1/25*E(625)^388, 1/25*E(625)^263, 1/25*E(625)^138, -1/25*E(625)^138-1/25*E(625)^263-1/25*E(625)^388-1/25*E(625)^513, 1/25*E(625)^513, 1/25*E(625)^363, 1/25*E(625)^238, 1/25*E(625)^113, -1/25*E(625)^113-1/25*E(625)^238-1/25*E(625)^363-1/25*E(625)^488, 1/25*E(625)^488, 1/25*E(625)^213, 1/25*E(625)^88, -1/25*E(625)^88-1/25*E(625)^213-1/25*E(625)^338-1/25*E(625)^463, 1/25*E(625)^463, 1/25*E(625)^338, 1/25*E(625)^326, 1/25*E(625)^201, 1/25*E(625)^76, -1/25*E(625)^76-1/25*E(625)^201-1/25*E(625)^326-1/25*E(625)^451, 1/25*E(625)^451, 1/25*E(625)^176, -1/25*E(625)^176-1/25*E(625)^301-1/25*E(625)^426-1/25*E(625)^551, 1/25*E(625)^551, 1/25*E(625)^426, 1/25*E(625)^301, -1/25*E(625)^151-1/25*E(625)^276-1/25*E(625)^401-1/25*E(625)^526, 1/25*E(625)^526, 1/25*E(625)^401, 1/25*E(625)^276, 1/25*E(625)^151, -1/25*E(625)^126-1/25*E(625)^251-1/25*E(625)^376-1/25*E(625)^501, 1/25*E(625)^501, 1/25*E(625)^376, 1/25*E(625)^251, 1/25*E(625)^126, 1/25*E(625)^476, 1/25*E(625)^351, 1/25*E(625)^226, 1/25*E(625)^101, -1/25*E(625)^101-1/25*E(625)^226-1/25*E(625)^351-1/25*E(625)^476, -1/25*E(625)^67-1/25*E(625)^192-1/25*E(625)^317-1/25*E(625)^442, 1/25*E(625)^442, 1/25*E(625)^317, 1/25*E(625)^192, 1/25*E(625)^67, 1/25*E(625)^417, 1/25*E(625)^292, 1/25*E(625)^167, -1/25*E(625)^167-1/25*E(625)^292-1/25*E(625)^417-1/25*E(625)^542, 1/25*E(625)^542, 1/25*E(625)^267, 1/25*E(625)^142, -1/25*E(625)^142-1/25*E(625)^267-1/25*E(625)^392-1/25*E(625)^517, 1/25*E(625)^517, 1/25*E(625)^392, 1/25*E(625)^242, 1/25*E(625)^117, -1/25*E(625)^117-1/25*E(625)^242-1/25*E(625)^367-1/25*E(625)^492, 1/25*E(625)^492, 1/25*E(625)^367, 1/25*E(625)^92, -1/25*E(625)^92-1/25*E(625)^217-1/25*E(625)^342-1/25*E(625)^467, 1/25*E(625)^467, 1/25*E(625)^342, 1/25*E(625)^217, -1/25*E(625)^96-1/25*E(625)^221-1/25*E(625)^346-1/25*E(625)^471, 1/25*E(625)^471, 1/25*E(625)^346, 1/25*E(625)^221, 1/25*E(625)^96, 1/25*E(625)^446, 1/25*E(625)^321, 1/25*E(625)^196, 1/25*E(625)^71, -1/25*E(625)^71-1/25*E(625)^196-1/25*E(625)^321-1/25*E(625)^446, 1/25*E(625)^296, 1/25*E(625)^171, -1/25*E(625)^171-1/25*E(625)^296-1/25*E(625)^421-1/25*E(625)^546, 1/25*E(625)^546, 1/25*E(625)^421, 1/25*E(625)^271, 1/25*E(625)^146, -1/25*E(625)^146-1/25*E(625)^271-1/25*E(625)^396-1/25*E(625)^521, 1/25*E(625)^521, 1/25*E(625)^396, 1/25*E(625)^121, -1/25*E(625)^121-1/25*E(625)^246-1/25*E(625)^371-1/25*E(625)^496, 1/25*E(625)^496, 1/25*E(625)^371, 1/25*E(625)^246 ]]; 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, E(625)^477, E(625)^352, E(625)^227, E(625)^102, -E(625)^102-E(625)^227-E(625)^352-E(625)^477, E(625)^327, E(625)^202, E(625)^77, -E(625)^77-E(625)^202-E(625)^327-E(625)^452, E(625)^452, E(625)^177, -E(625)^177-E(625)^302-E(625)^427-E(625)^552, E(625)^552, E(625)^427, E(625)^302, E(625)^152, -E(625)^152-E(625)^277-E(625)^402-E(625)^527, E(625)^527, E(625)^402, E(625)^277, -E(625)^127-E(625)^252-E(625)^377-E(625)^502, E(625)^502, E(625)^377, E(625)^252, E(625)^127, E(25)^17, E(25)^17, E(25)^17, E(25)^17, E(25)^17, E(25)^22, E(25)^22, E(25)^22, E(25)^22, E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, E(25)^7, E(25)^7, E(25)^7, E(25)^7, E(25)^7, E(25)^12, E(25)^12, E(25)^12, E(25)^12, E(25)^12, -E(625)^133-E(625)^258-E(625)^383-E(625)^508, E(625)^383, E(625)^133, E(625)^508, E(625)^258, E(625)^333, E(625)^83, E(625)^458, E(625)^208, -E(625)^83-E(625)^208-E(625)^333-E(625)^458, -E(625)^158-E(625)^283-E(625)^408-E(625)^533, E(625)^408, E(625)^158, E(625)^533, E(625)^283, -E(625)^108-E(625)^233-E(625)^358-E(625)^483, E(625)^358, E(625)^108, E(625)^483, E(625)^233, E(625)^308, -E(625)^183-E(625)^308-E(625)^433-E(625)^558, E(625)^433, E(625)^183, E(625)^558, E(625)^347, E(625)^222, E(625)^97, -E(625)^97-E(625)^222-E(625)^347-E(625)^472, E(625)^472, E(625)^72, -E(625)^72-E(625)^197-E(625)^322-E(625)^447, E(625)^447, E(625)^322, E(625)^197, E(625)^422, E(625)^297, E(625)^172, -E(625)^172-E(625)^297-E(625)^422-E(625)^547, E(625)^547, E(625)^272, E(625)^147, -E(625)^147-E(625)^272-E(625)^397-E(625)^522, E(625)^522, E(625)^397, -E(625)^122-E(625)^247-E(625)^372-E(625)^497, E(625)^497, E(625)^372, E(625)^247, E(625)^122, E(25)^3, E(25)^3, E(25)^3, E(25)^3, E(25)^3, E(25)^18, E(25)^18, E(25)^18, E(25)^18, E(25)^18, E(25)^8, E(25)^8, E(25)^8, E(25)^8, E(25)^8, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, E(25)^13, E(25)^13, E(25)^13, E(25)^13, E(25)^13, -E(625)^143-E(625)^268-E(625)^393-E(625)^518, E(625)^268, E(625)^518, E(625)^143, E(625)^393, E(625)^193, E(625)^443, E(625)^68, E(625)^318, -E(625)^68-E(625)^193-E(625)^318-E(625)^443, E(625)^368, -E(625)^118-E(625)^243-E(625)^368-E(625)^493, E(625)^243, E(625)^493, E(625)^118, E(625)^293, E(625)^543, E(625)^168, E(625)^418, -E(625)^168-E(625)^293-E(625)^418-E(625)^543, E(625)^468, E(625)^93, E(625)^343, -E(625)^93-E(625)^218-E(625)^343-E(625)^468, E(625)^218, E(625)^523, E(625)^273, -E(625)^148-E(625)^273-E(625)^398-E(625)^523, E(625)^398, E(625)^148, E(625)^98, E(625)^473, E(625)^223, -E(625)^98-E(625)^223-E(625)^348-E(625)^473, E(625)^348, E(625)^298, -E(625)^173-E(625)^298-E(625)^423-E(625)^548, E(625)^423, E(625)^173, E(625)^548, E(625)^123, E(625)^498, E(625)^248, -E(625)^123-E(625)^248-E(625)^373-E(625)^498, E(625)^373, E(625)^323, E(625)^73, E(625)^448, E(625)^198, -E(625)^73-E(625)^198-E(625)^323-E(625)^448, E(625)^192, E(625)^67, -E(625)^67-E(625)^192-E(625)^317-E(625)^442, E(625)^442, E(625)^317, E(625)^417, E(625)^292, E(625)^167, -E(625)^167-E(625)^292-E(625)^417-E(625)^542, E(625)^542, -E(625)^142-E(625)^267-E(625)^392-E(625)^517, E(625)^517, E(625)^392, E(625)^267, E(625)^142, E(625)^367, E(625)^242, E(625)^117, -E(625)^117-E(625)^242-E(625)^367-E(625)^492, E(625)^492, -E(625)^92-E(625)^217-E(625)^342-E(625)^467, E(625)^467, E(625)^342, E(625)^217, E(625)^92, E(25)^18, E(25)^18, E(25)^18, E(25)^18, E(25)^18, E(25)^3, E(25)^3, E(25)^3, E(25)^3, E(25)^3, E(25)^13, E(25)^13, E(25)^13, E(25)^13, E(25)^13, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, -E(25)^3-E(25)^8-E(25)^13-E(25)^18, E(25)^8, E(25)^8, E(25)^8, E(25)^8, E(25)^8, -E(625)^157-E(625)^282-E(625)^407-E(625)^532, E(625)^157, E(625)^282, E(625)^407, E(625)^532, -E(625)^182-E(625)^307-E(625)^432-E(625)^557, E(625)^182, E(625)^307, E(625)^432, E(625)^557, E(625)^82, E(625)^207, E(625)^332, E(625)^457, -E(625)^82-E(625)^207-E(625)^332-E(625)^457, -E(625)^107-E(625)^232-E(625)^357-E(625)^482, E(625)^107, E(625)^232, E(625)^357, E(625)^482, -E(625)^132-E(625)^257-E(625)^382-E(625)^507, E(625)^132, E(625)^257, E(625)^382, E(625)^507, -E(625)^153-E(625)^278-E(625)^403-E(625)^528, E(625)^278, E(625)^528, E(625)^153, E(625)^403, E(625)^78, E(625)^328, -E(625)^78-E(625)^203-E(625)^328-E(625)^453, E(625)^203, E(625)^453, E(625)^128, E(625)^378, -E(625)^128-E(625)^253-E(625)^378-E(625)^503, E(625)^253, E(625)^503, E(625)^553, E(625)^178, E(625)^428, -E(625)^178-E(625)^303-E(625)^428-E(625)^553, E(625)^303, -E(625)^103-E(625)^228-E(625)^353-E(625)^478, E(625)^228, E(625)^478, E(625)^103, E(625)^353, E(625)^63, E(625)^438, E(625)^188, -E(625)^63-E(625)^188-E(625)^313-E(625)^438, E(625)^313, E(625)^138, E(625)^513, E(625)^263, -E(625)^138-E(625)^263-E(625)^388-E(625)^513, E(625)^388, E(625)^213, -E(625)^88-E(625)^213-E(625)^338-E(625)^463, E(625)^338, E(625)^88, E(625)^463, E(625)^538, E(625)^288, -E(625)^163-E(625)^288-E(625)^413-E(625)^538, E(625)^413, E(625)^163, -E(625)^113-E(625)^238-E(625)^363-E(625)^488, E(625)^363, E(625)^113, E(625)^488, E(625)^238, E(625)^112, -E(625)^112-E(625)^237-E(625)^362-E(625)^487, E(625)^487, E(625)^362, E(625)^237, E(625)^212, E(625)^87, -E(625)^87-E(625)^212-E(625)^337-E(625)^462, E(625)^462, E(625)^337, E(625)^312, E(625)^187, -E(625)^187-E(625)^312-E(625)^437-E(625)^562, E(625)^562, E(625)^437, E(625)^537, E(625)^412, E(625)^287, E(625)^162, -E(625)^162-E(625)^287-E(625)^412-E(625)^537, -E(625)^137-E(625)^262-E(625)^387-E(625)^512, E(625)^512, E(625)^387, E(625)^262, E(625)^137, E(25)^22, E(25)^22, E(25)^22, E(25)^22, E(25)^22, E(25)^17, E(25)^17, E(25)^17, E(25)^17, E(25)^17, E(25)^12, E(25)^12, E(25)^12, E(25)^12, E(25)^12, E(25)^7, E(25)^7, E(25)^7, E(25)^7, E(25)^7, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, -E(25)^7-E(25)^12-E(25)^17-E(25)^22, E(625)^362, E(625)^487, -E(625)^112-E(625)^237-E(625)^362-E(625)^487, E(625)^112, E(625)^237, E(625)^262, E(625)^387, E(625)^512, -E(625)^137-E(625)^262-E(625)^387-E(625)^512, E(625)^137, E(625)^162, E(625)^287, E(625)^412, E(625)^537, -E(625)^162-E(625)^287-E(625)^412-E(625)^537, E(625)^562, -E(625)^187-E(625)^312-E(625)^437-E(625)^562, E(625)^187, E(625)^312, E(625)^437, E(625)^462, -E(625)^87-E(625)^212-E(625)^337-E(625)^462, E(625)^87, E(625)^212, E(625)^337, -E(625)^63-E(625)^188-E(625)^313-E(625)^438, E(625)^188, E(625)^438, E(625)^63, E(625)^313, E(625)^488, E(625)^113, E(625)^363, -E(625)^113-E(625)^238-E(625)^363-E(625)^488, E(625)^238, E(625)^413, -E(625)^163-E(625)^288-E(625)^413-E(625)^538, E(625)^288, E(625)^538, E(625)^163, E(625)^88, E(625)^338, -E(625)^88-E(625)^213-E(625)^338-E(625)^463, E(625)^213, E(625)^463, -E(625)^138-E(625)^263-E(625)^388-E(625)^513, E(625)^263, E(625)^513, E(625)^138, E(625)^388, E(625)^153, E(625)^528, E(625)^278, -E(625)^153-E(625)^278-E(625)^403-E(625)^528, E(625)^403, E(625)^103, E(625)^478, E(625)^228, -E(625)^103-E(625)^228-E(625)^353-E(625)^478, E(625)^353, -E(625)^178-E(625)^303-E(625)^428-E(625)^553, E(625)^428, E(625)^178, E(625)^553, E(625)^303, E(625)^253, -E(625)^128-E(625)^253-E(625)^378-E(625)^503, E(625)^378, E(625)^128, E(625)^503, E(625)^203, -E(625)^78-E(625)^203-E(625)^328-E(625)^453, E(625)^328, E(625)^78, E(625)^453, -E(625)^107-E(625)^232-E(625)^357-E(625)^482, E(625)^482, E(625)^357, E(625)^232, E(625)^107, -E(625)^82-E(625)^207-E(625)^332-E(625)^457, E(625)^457, E(625)^332, E(625)^207, E(625)^82, E(625)^557, E(625)^432, E(625)^307, E(625)^182, -E(625)^182-E(625)^307-E(625)^432-E(625)^557, -E(625)^157-E(625)^282-E(625)^407-E(625)^532, E(625)^532, E(625)^407, E(625)^282, E(625)^157, -E(625)^132-E(625)^257-E(625)^382-E(625)^507, E(625)^507, E(625)^382, E(625)^257, E(625)^132, E(625)^442, -E(625)^67-E(625)^192-E(625)^317-E(625)^442, E(625)^67, E(625)^192, E(625)^317, E(625)^217, E(625)^342, E(625)^467, -E(625)^92-E(625)^217-E(625)^342-E(625)^467, E(625)^92, -E(625)^117-E(625)^242-E(625)^367-E(625)^492, E(625)^117, E(625)^242, E(625)^367, E(625)^492, E(625)^267, E(625)^392, E(625)^517, -E(625)^142-E(625)^267-E(625)^392-E(625)^517, E(625)^142, -E(625)^167-E(625)^292-E(625)^417-E(625)^542, E(625)^167, E(625)^292, E(625)^417, E(625)^542, E(625)^398, -E(625)^148-E(625)^273-E(625)^398-E(625)^523, E(625)^273, E(625)^523, E(625)^148, E(625)^198, E(625)^448, E(625)^73, E(625)^323, -E(625)^73-E(625)^198-E(625)^323-E(625)^448, -E(625)^123-E(625)^248-E(625)^373-E(625)^498, E(625)^248, E(625)^498, E(625)^123, E(625)^373, E(625)^173, E(625)^423, -E(625)^173-E(625)^298-E(625)^423-E(625)^548, E(625)^298, E(625)^548, -E(625)^98-E(625)^223-E(625)^348-E(625)^473, E(625)^223, E(625)^473, E(625)^98, E(625)^348, E(625)^293, -E(625)^168-E(625)^293-E(625)^418-E(625)^543, E(625)^418, E(625)^168, E(625)^543, E(625)^118, E(625)^493, E(625)^243, -E(625)^118-E(625)^243-E(625)^368-E(625)^493, E(625)^368, -E(625)^68-E(625)^193-E(625)^318-E(625)^443, E(625)^318, E(625)^68, E(625)^443, E(625)^193, -E(625)^143-E(625)^268-E(625)^393-E(625)^518, E(625)^393, E(625)^143, E(625)^518, E(625)^268, E(625)^468, E(625)^218, -E(625)^93-E(625)^218-E(625)^343-E(625)^468, E(625)^343, E(625)^93, -E(625)^97-E(625)^222-E(625)^347-E(625)^472, E(625)^97, E(625)^222, E(625)^347, E(625)^472, E(625)^247, E(625)^372, E(625)^497, -E(625)^122-E(625)^247-E(625)^372-E(625)^497, E(625)^122, E(625)^522, -E(625)^147-E(625)^272-E(625)^397-E(625)^522, E(625)^147, E(625)^272, E(625)^397, -E(625)^172-E(625)^297-E(625)^422-E(625)^547, E(625)^172, E(625)^297, E(625)^422, E(625)^547, E(625)^322, E(625)^447, -E(625)^72-E(625)^197-E(625)^322-E(625)^447, E(625)^72, E(625)^197, -E(625)^108-E(625)^233-E(625)^358-E(625)^483, E(625)^233, E(625)^483, E(625)^108, E(625)^358, E(625)^283, E(625)^533, E(625)^158, E(625)^408, -E(625)^158-E(625)^283-E(625)^408-E(625)^533, -E(625)^83-E(625)^208-E(625)^333-E(625)^458, E(625)^208, E(625)^458, E(625)^83, E(625)^333, -E(625)^133-E(625)^258-E(625)^383-E(625)^508, E(625)^258, E(625)^508, E(625)^133, E(625)^383, E(625)^308, E(625)^558, E(625)^183, E(625)^433, -E(625)^183-E(625)^308-E(625)^433-E(625)^558, E(625)^152, E(625)^277, E(625)^402, E(625)^527, -E(625)^152-E(625)^277-E(625)^402-E(625)^527, E(625)^302, E(625)^427, E(625)^552, -E(625)^177-E(625)^302-E(625)^427-E(625)^552, E(625)^177, E(625)^452, -E(625)^77-E(625)^202-E(625)^327-E(625)^452, E(625)^77, E(625)^202, E(625)^327, E(625)^477, -E(625)^102-E(625)^227-E(625)^352-E(625)^477, E(625)^102, E(625)^227, E(625)^352, -E(625)^127-E(625)^252-E(625)^377-E(625)^502, E(625)^127, E(625)^252, E(625)^377, E(625)^502 ]; return rec(S := S, T := T);;