local S, T;
S := [[ 1/38, 1/38, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/2, 1/2, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 1/19, 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1/19*E(19)^3+1/19*E(19)^16, 1/19*E(19)^3+1/19*E(19)^16, 1/19*E(19)^3+1/19*E(19)^16, 1/19*E(19)^3+1/19*E(19)^16 ], [ 1/19, 1/19, 2/19, 2/19, 2/19, 2/19, 2/19, 2/19, 2/19, 2/19, 2/19, 0, 0, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^2+1/19*E(19)^17, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 1/19*E(19)^4+1/19*E(19)^15, 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1/19*E(361)^141+1/19*E(361)^220, 1/19*E(361)^49+1/19*E(361)^312, 1/19*E(361)^122+1/19*E(361)^239, 1/19*E(361)^68+1/19*E(361)^293, 1/19*E(361)^103+1/19*E(361)^258, 1/19*E(361)^87+1/19*E(361)^274, 1/19*E(361)^84+1/19*E(361)^277, 1/19*E(361)^106+1/19*E(361)^255, 1/19*E(361)^65+1/19*E(361)^296, 1/19*E(361)^125+1/19*E(361)^236, 1/19*E(361)^46+1/19*E(361)^315, 1/19*E(361)^144+1/19*E(361)^217, -1/19*E(361)^10-1/19*E(361)^28-1/19*E(361)^29-1/19*E(361)^47-1/19*E(361)^48-1/19*E(361)^66-1/19*E(361)^67-1/19*E(361)^85-1/19*E(361)^86-1/19*E(361)^104-1/19*E(361)^105-1/19*E(361)^123-1/19*E(361)^124-1/19*E(361)^142-1/19*E(361)^143-1/19*E(361)^161-1/19*E(361)^162-1/19*E(361)^180-1/19*E(361)^181-1/19*E(361)^199-1/19*E(361)^200-1/19*E(361)^218-1/19*E(361)^219-1/19*E(361)^237-1/19*E(361)^238-1/19*E(361)^256-1/19*E(361)^257-1/19*E(361)^275-1/19*E(361)^276-1/19*E(361)^294-1/19*E(361)^295-1/19*E(361)^313-1/19*E(361)^314-1/19*E(361)^332-1/19*E(361)^333-1/19*E(361)^351, 1/19*E(361)^180+1/19*E(361)^181, 1/19*E(361)^10+1/19*E(361)^351, 1/19*E(361)^161+1/19*E(361)^200, 1/19*E(361)^29+1/19*E(361)^332, 1/19*E(361)^142+1/19*E(361)^219, 1/19*E(361)^48+1/19*E(361)^313, 1/19*E(361)^123+1/19*E(361)^238, 1/19*E(361)^67+1/19*E(361)^294, 1/19*E(361)^104+1/19*E(361)^257, 1/19*E(361)^86+1/19*E(361)^275, 1/19*E(361)^85+1/19*E(361)^276, 1/19*E(361)^105+1/19*E(361)^256, 1/19*E(361)^66+1/19*E(361)^295, 1/19*E(361)^124+1/19*E(361)^237, 1/19*E(361)^47+1/19*E(361)^314, 1/19*E(361)^143+1/19*E(361)^218, 1/19*E(361)^28+1/19*E(361)^333, 1/19*E(361)^162+1/19*E(361)^199 ]];
T := [ 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, 1, E(361)^18, E(361)^37, E(361)^56, E(361)^75, E(361)^94, E(361)^113, E(361)^132, E(361)^151, E(361)^170, E(361)^189, E(361)^208, E(361)^227, E(361)^246, E(361)^265, E(361)^284, E(361)^303, E(361)^322, E(361)^341, -E(361)^18-E(361)^37-E(361)^56-E(361)^75-E(361)^94-E(361)^113-E(361)^132-E(361)^151-E(361)^170-E(361)^189-E(361)^208-E(361)^227-E(361)^246-E(361)^265-E(361)^284-E(361)^303-E(361)^322-E(361)^341, E(361)^34, E(361)^72, E(361)^110, E(361)^148, E(361)^186, E(361)^224, E(361)^262, E(361)^300, E(361)^338, E(361)^15, E(361)^53, E(361)^91, E(361)^129, E(361)^167, E(361)^205, E(361)^243, E(361)^281, E(361)^319, -E(361)^15-E(361)^34-E(361)^53-E(361)^72-E(361)^91-E(361)^110-E(361)^129-E(361)^148-E(361)^167-E(361)^186-E(361)^205-E(361)^224-E(361)^243-E(361)^262-E(361)^281-E(361)^300-E(361)^319-E(361)^338, E(361)^48, E(361)^105, E(361)^162, E(361)^219, E(361)^276, E(361)^333, E(361)^29, E(361)^86, E(361)^143, E(361)^200, E(361)^257, E(361)^314, E(361)^10, E(361)^67, E(361)^124, E(361)^181, E(361)^238, E(361)^295, -E(361)^10-E(361)^29-E(361)^48-E(361)^67-E(361)^86-E(361)^105-E(361)^124-E(361)^143-E(361)^162-E(361)^181-E(361)^200-E(361)^219-E(361)^238-E(361)^257-E(361)^276-E(361)^295-E(361)^314-E(361)^333, E(361)^60, E(361)^136, E(361)^212, E(361)^288, -E(361)^22-E(361)^41-E(361)^60-E(361)^79-E(361)^98-E(361)^117-E(361)^136-E(361)^155-E(361)^174-E(361)^193-E(361)^212-E(361)^231-E(361)^250-E(361)^269-E(361)^288-E(361)^307-E(361)^326-E(361)^345, E(361)^79, E(361)^155, E(361)^231, E(361)^307, E(361)^22, E(361)^98, E(361)^174, E(361)^250, E(361)^326, E(361)^41, E(361)^117, E(361)^193, E(361)^269, E(361)^345, E(361)^70, E(361)^165, E(361)^260, -E(361)^13-E(361)^32-E(361)^51-E(361)^70-E(361)^89-E(361)^108-E(361)^127-E(361)^146-E(361)^165-E(361)^184-E(361)^203-E(361)^222-E(361)^241-E(361)^260-E(361)^279-E(361)^298-E(361)^317-E(361)^336, E(361)^89, E(361)^184, E(361)^279, E(361)^13, E(361)^108, E(361)^203, E(361)^298, E(361)^32, E(361)^127, E(361)^222, E(361)^317, E(361)^51, E(361)^146, E(361)^241, E(361)^336, E(361)^78, E(361)^192, E(361)^306, E(361)^59, E(361)^173, E(361)^287, E(361)^40, E(361)^154, E(361)^268, E(361)^21, E(361)^135, E(361)^249, -E(361)^21-E(361)^40-E(361)^59-E(361)^78-E(361)^97-E(361)^116-E(361)^135-E(361)^154-E(361)^173-E(361)^192-E(361)^211-E(361)^230-E(361)^249-E(361)^268-E(361)^287-E(361)^306-E(361)^325-E(361)^344, E(361)^116, E(361)^230, E(361)^344, E(361)^97, E(361)^211, E(361)^325, E(361)^84, E(361)^217, E(361)^350, E(361)^122, E(361)^255, E(361)^27, E(361)^160, E(361)^293, E(361)^65, E(361)^198, E(361)^331, E(361)^103, E(361)^236, -E(361)^27-E(361)^46-E(361)^65-E(361)^84-E(361)^103-E(361)^122-E(361)^141-E(361)^160-E(361)^179-E(361)^198-E(361)^217-E(361)^236-E(361)^255-E(361)^274-E(361)^293-E(361)^312-E(361)^331-E(361)^350, E(361)^141, E(361)^274, E(361)^46, E(361)^179, E(361)^312, E(361)^88, E(361)^240, E(361)^31, E(361)^183, E(361)^335, E(361)^126, E(361)^278, E(361)^69, E(361)^221, E(361)^12, E(361)^164, E(361)^316, E(361)^107, E(361)^259, E(361)^50, E(361)^202, -E(361)^12-E(361)^31-E(361)^50-E(361)^69-E(361)^88-E(361)^107-E(361)^126-E(361)^145-E(361)^164-E(361)^183-E(361)^202-E(361)^221-E(361)^240-E(361)^259-E(361)^278-E(361)^297-E(361)^316-E(361)^335, E(361)^145, E(361)^297, E(361)^90, E(361)^261, E(361)^71, E(361)^242, E(361)^52, E(361)^223, E(361)^33, E(361)^204, E(361)^14, E(361)^185, -E(361)^14-E(361)^33-E(361)^52-E(361)^71-E(361)^90-E(361)^109-E(361)^128-E(361)^147-E(361)^166-E(361)^185-E(361)^204-E(361)^223-E(361)^242-E(361)^261-E(361)^280-E(361)^299-E(361)^318-E(361)^337, E(361)^166, E(361)^337, E(361)^147, E(361)^318, E(361)^128, E(361)^299, E(361)^109, E(361)^280 ];
return rec(S := S, T := T);;