Major centers of triangles, American Mathematical Monthly 104 (1997) 431-438;
A class of major centers of triangles, Aequationes Mathematicae 55 (1998) 251-258.
| Major Center | 1st Trilinear Coordinate: f(A) |
|---|---|
| X(1) | 1 |
| X(2) | Csc[A] |
| X(3) | Cos[A] |
| X(4) | Sec[A] |
| X(6) | Sin[A] |
| X(7) | Sec[A/2]^2 |
| X(8) | Csc[A/2]^2 |
| X(9) | Cot[A/2] |
| X(13) | Csc[A+Pi/3] |
| X(14) | Csc[A-Pi/3] |
| X(15) | Sin[A+Pi/3] |
| X(16) | Sin[A-Pi/3] |
| X(17) | Sec[A-Pi/3] |
| X(18) | Sec[A+Pi/3] |
| X(19) | Tan[A] |
| X(24) | Sec[A] Cos[2 A] |
| X(25) | Sin[A] Tan[A] |
| X(31) | Sin[A]^2 |
| X(32) | Sin[A]^3 |
| X(33) | 1+Sec[A] |
| X(34) | 1-Sec[A] |
| X(35) | 1+2 Cos[A] |
| X(36) | 1-2 Cos[A] |
| X(41) | (1+Cos[A]) Sin[A] |
| X(47) | Cos[2 A] |
| X(48) | Sin[2 A] |
| X(49) | Cos[3 A] |
| X(50) | Sin[3 A] |
| X(55) | 1+Cos[A] |
| X(56) | 1-Cos[A] |
| X(57) | Tan[A/2] |
| X(61) | Cos[A-Pi/3] |
| X(62) | Cos[A+Pi/3] |
| X(63) | Cot[A] |
| X(68) | Cos[A] Sec[2 A] |
| X(69) | Cot[A] Csc[A] |
| X(75) | Csc[A]^2 |
| X(76) | Csc[A]^3 |
| X(77) | Cot[A] (Cot[A]-Csc[A]) |
| X(78) | Cot[A] (Cot[A]+Csc[A]) |
| X(79) | 1/(1+2 Cos[A]) |
| X(80) | 1/(1-2 Cos[A]) |
| X(85) | Csc[A]^2 Tan[A/2] |
| X(91) | Sec[2 A] |
| X(92) | Csc[2 A] |
| X(93) | Sec[3 A] |
| X(94) | Csc[3 A] |
| X(158) | Sec[A]^2 |
| X(173) | Tan[A/2]+Sec[A/2] |
| X(174) | Sec[A/2] |
| X(179) | Sec[A/4]^4 |
| X(184) | Cos[A] Sin[A]^2 |
| X(186) | 4 Cos[A]-Sec[A] |
| X(188) | Csc[A/2] |
| X(200) | Cot[A/2]^2 |
| X(202) | 1-Cos[A+Pi/3] |
| X(203) | 1-Cos[A-Pi/3] |
| X(212) | Cos[A] (1+Cos[A]) |
| X(215) | 1+Cos[3 A] |
| X(219) | Cot[A/2]-Sin[A] |
| X(220) | 2 Cot[A/2]-Sin[A] |
| X(222) | Cos[A] Tan[A/2] |
| X(236) | Csc[A] (1+Sin[A/2]) |
| X(255) | Cos[A]^2 |
| X(258) | Tan[A/2]-Sec[A/2] |
| X(259) | Cos[A/2] |
| X(264) | Csc[A]^2 Sec[A] |
| X(265) | Csc[3 A] Sin[2 A] |
| X(266) | Sin[A/2] |
| X(269) | Tan[A/2]^2 |
| X(273) | Sec[A/2]^2 Sec[A] |
| X(278) | Csc[A] (Sec[A]-1) |
| X(279) | Csc[A] Tan[A/2]^2 |
| X(281) | Csc[A] (1+Sec[A]) |
| X(289) | (1-Sin[A/2]) Tan[A/2] |
| X(298) | Csc[A]^2 Sin[A+Pi/3] |
| X(299) | Csc[A]^2 Sin[A-Pi/3] |
| X(300) | Csc[A]^2 Csc[A+Pi/3] |
| X(301) | Csc[A]^2 Csc[A-Pi/3] |
| X(302) | Csc[A]^2 Cos[A-Pi/3] |
| X(303) | Csc[A]^2 Cos[A+Pi/3] |
| X(304) | Cot[A] Csc[A]^2 |
| X(305) | Cot[A] Csc[A]^3 |
| X(312) | Csc[A/2]^2 Csc[A] |
| X(317) | Cot[2 A] Csc[A] |
| X(318) | Csc[A/2]^2 Sec[A] |
| X(319) | Csc[A] (2 Cot[A]+Csc[A]) |
| X(320) | Csc[A] (2 Cot[A]-Csc[A]) |
| X(323) | 3 Csc[A]-4 Sin[A] |
| X(326) | Cot[A]^2 |
| X(328) | Cot[A] Csc[3 A] |
| X(331) | Csc[2 A] Sec[A/2]^2 |
| X(340) | 3 Cot[A] Csc[A]-Sec[A] |
| X(341) | Csc[A/2]^4 |
| X(345) | 1/(-Sin[A]+Tan[A]) |
| X(346) | Cot[A/2]^2 Csc[A] |
| X(348) | 1/(Sin[A]+Tan[A]) |
| X(357) | Sec[A/3] |
| X(358) | Cos[A/3] |
| X(359) | Sin[A]/A |
| X(360) | A Csc[A] |
| X(365) | Sqrt[Sin[A]] |
| X(366) | Sqrt[Csc[A]] |
| X(371) | Cos[A]+Sin[A] |
| X(372) | Cos[A]-Sin[A] |
| X(378) | 2 Cos[A]+Sec[A] |
| X(393) | Sec[A] Tan[A] |
| X(394) | Cos[A]Cot[A] |
| X(400) | Csc[A/4]^4 |
| X(470) | Csc[2 A] Sin[A+Pi/3] |
| X(471) | Csc[2 A] Sin[A-Pi/3] |
| X(472) | Csc[2 A] Cos[A+Pi/3] |
| X(473) | Csc[2 A] Cos[A-Pi/3] |
| X(479) | Sec[A/2]^2 Tan[A/2]^2 |
| X(480) | Cos[A/2]^2 Cot[A/2]^2 |
| X(483) | Sec[A/4]^2 |
| X(485) | 1/(Sin[A]+Cos[A]) |
| X(486) | 1/(Sin[A]-Cos[A]) |
| X(491) | Csc[A] (1-Cot[A]) |
| X(492) | Csc[A] (1+Cot[A]) |
| X(506) | Sec[A/2]^(2/3) |
| X(507) | Sqrt[Sec[A/2]] |
| X(508) | Sec[A/2]Sqrt[Csc[A]] |
| X(509) | Sqrt[Tan[A/2]] |
| X(554) | Sec[A/2]Csc[A/2+Pi/3] |
| X(555) | Sec[A/2]^3 |
| X(556) | Csc[A/2] Csc[A] |
| X(557) | Cot[A/4] Sec[A/2] |
| X(558) | Sec[A/2] Tan[A/4] |
| X(559) | Sec[A/2] Sin[A/2+Pi/3] |
| X(560) | Sin[A]^4 |
| X(561) | Csc[A]^4 |
| X(562) | Csc[A]Tan[3 A] |
| X(563) | Sin[4 A] |
| X(571) | Cos[2 A] Sin[A] |
| X(577) | Cos[A]^2 Sin[A] |
| X(601) | Cos[A]+Sin[A]^2 |
| X(602) | Cos[A]-Sin[A]^2 |
| X(603) | Cos[A] (1-Cos[A]) |
| X(604) | (1-Cos[A]) Sin[A] |
| X(605) | Sin[A] (1+Sin[A]) |
| X(606) | Sin[A](1-Sin[A]) |
| X(607) | Sin[A]+Tan[A] |
| X(608) | Sin[A]-Tan[A] |
| X(728) | Cot[A/2]^3 |
| X(738) | Tan[A/2]^3 |
| X(847) | Sec[A]Sec[2 A] |
| X(999) | 2-Cos[A] |
| X(1000) | 1/(2-Cos[A]) |
| X(1028) | 1/A^2 |
| X(1049) | A |
| X(1077) | 1/A |
| X(1081) | Sec[A/2]Csc[A/2-Pi/3] |
| X(1082) | Sec[A/2]Sin[A/2-Pi/3] |
| X(1085) | A^2 |
| X(1088) | Sec[A/2]^4 |
| X(1092) | Cos[A]^3 |
| X(1093) | Sec[A]^3 |
| X(1094) | Sin[A+Pi/3]^2 |
| X(1095) | Sin[A-Pi/3]^2 |
| X(1096) | Tan[A]^2 |
| X(1102) | Cot[A]^3 |
| X(1106) | (1-Cos[A])^2 |
| X(1115) | (Pi-A) Csc[A] |
| X(1118) | (Sec[A]-1) Sec[A] |
| X(1119) | Sec[A] Tan[A/2]^2 |
| X(1123) | 1/(1+Sin[A]) |
| X(1124) | 1+Sin[A] |
| X(1127) | 1/(1+2 Cos[A/2]) |
| X(1128) | 1/(1+2 Sin[A/2]) |
| X(1129) | 1+2 Cos[A/2] |
| X(1130) | 1+2 Sin[A/2] |
| X(1131) | 1/(2 Cos[A]+Sin[A]) |
| X(1132) | 1/(2 Cos[A]-Sin[A]) |
| X(1133) | Sin[A/3-Pi/3]Csc[A/3+Pi/3] |
| X(1134) | Sec[A/3-Pi/3] |
| X(1135) | Cos[A/3-Pi/3] |
| X(1136) | Sec[A/3+Pi/3] |
| X(1137) | Cos[A/3+Pi/3] |
| X(1139) | Csc[A+2 Pi/5] |
| X(1140) | Csc[A-2 Pi/5] |
| X(1143) | Csc[A]Tan[A/4] |
| X(1147) | Cos[A] Cos[2 A] |
| X(1151) | 2 Cos[A]+Sin[A] |
| X(1152) | 2 Cos[A]-Sin[A] |
| X(1250) | Cos[A/2] Cos[A/2+Pi/6] |
| X(1251) | Csc[A/2] Sec[A/2+Pi/6] Sin[A] |
| X(1253) | (1+Cos[A])^2 |
| X(1259) | Cos[A]^2/(1-Cos[A]) |
| X(1260) | Cos[A] Cot[A/2]^2 |
| X(1264) | Cot[A]^2/(1-Cos[A]) |
| X(1265) | Cos[A] Csc[A/2]^4 |
| X(1267) | Csc[A] (1+Csc[A]) |
| X(1270) | (1+2 Cot[A]) Csc[A] |
| X(1271) | (1-2 Cot[A]) Csc[A] |
| X(1274) | Cot[A/4] Csc[A] |
| X(1321) | (2+Tan[A])/(Cos[A]+Sin[A]) |
| X(1322) | (2-Tan[A])/(Cos[A]-Sin[A]) |
| X(1327) | 1/(3 Cos[A]+Sin[A]) |
| X(1328) | 1/(3 Cos[A]-Sin[A]) |
| X(1335) | 1-Sin[A] |
| X(1336) | 1/(1-Sin[A]) |
| X(1395) | Sin[A/2]^2 Sin[A] Tan[A] |
| X(1397) | Sin[A/2]^2 Sin[A]^2 |
| X(1398) | Sec[A] Sin[A/2]^4 |
| X(1399) | (Cos[A]-Cos[2 A]) |
| X(1407) | Sin[A] Tan[A/2]^2 |
| X(1411) | (Cos[A]-1)/(2 Cos[A]-1) |
| X(1435) | Tan[A/2]^2 Tan[A] |
| X(1442) | (2 Cos[A]+1)/(Cos[A]+1) |
| X(1443) | (2 Cos[A]-1)/(Cos[A]+1) |
| X(1488) | 1/(1+Sin[A/2]) |
| X(1489) | Csc[A](1-Sin[A/2]-Cos[A/2]) |
| X(1496) | 1+Cos[A]^2 |
| X(1497) | 1+Sin[A]^2 |
| X(1501) | Sin[A]^5 |
| X(1502) | Csc[A]^5 |
| X(1583) | Cos[A]+Csc[A] |
| X(1584) | Cos[A]-Csc[A] |
| X(1585) | Csc[A]+Sec[A] |
| X(1586) | Csc[A]-Sec[A] |
| X(1593) | Cos[A]+Sec[A] |
| X(1597) | Cos[A]+2 Sec[A] |
| X(1598) | Cos[A]-2 Sec[A] |
| X(1599) | 2 Cos[A]+Csc[A] |
| X(1600) | 2 Cos[A]-Csc[A] |
| X(1659) | 1/(Sin[A]+Cos[A]+1) |
| X(1748) | Cot[A]-Tan[A] |
| X(1802) | Cos[A/2]^2 Cos[A] Cot[A/2] |
| X(1804) | (1+Cos[2 A])/(1+Cos[A]) |
| X(1807) | 1/(2-Sec[A]) |
| X(1820) | Tan[2 A] |
| X(1847) | Tan[A]/(1+Cos[A])^2 |
| X(1857) | Sec[A] (1+Sec[A]) |
| X(1870) | 2-Sec[A] |
| X(1917) | Sin[A]^6 |
| X(1928) | Csc[A]^6 |
| X(1969) | Csc[A]^3 Sec[A] |
| X(1973) | Sin[A]^2 Tan[A] |
| X(1974) | Sin[A]^3 Tan[A] |
| X(1989) | Csc[3 A] Sin[A]^2 |
| X(1993) | Cos[2 A] Csc[A] |
| X(1994) | Csc[A]-4 Sin[A] |
| X(2003) | Sec[A/2] Sin[(3 A)/2] |
| X(2006) | Sec[(3 A)/2] Sin[A/2] |
| X(2052) | Csc[A] Sec[A]^2 |
| X(2066) | Cos[A]+Sin[A]+1 |
| X(2067) | Cos[A]+Sin[A]-1 |
| X(2089) | 1/(1-Sin[A/2]) |
| X(2151) | Sin[A+Pi/3]Sin[A] |
| X(2152) | Sin[A-Pi/3]Sin[A] |
| X(2153) | Csc[A+Pi/3] Sin[A] |
| X(2154) | Csc[A-Pi/3] Sin[A] |
| X(2160) | Sin[A]/(1+2 Cos[A]) |
| X(2161) | Sin[A]/(1-2 Cos[A]) |
| X(2165) | Sec[2 A] Sin[A] |
| X(2166) | Csc[3 A] Sin[A] |
| X(2174) | Sin[A]+Sin[2 A] |
| X(2175) | Cot[A/2] Sin[A]^3 |
| X(2207) | Sin[A] Tan[A]^2 |
| X(2212) | Sin[A] (Sin[A]+Tan[A]) |
| X(2289) | Cos[A]^2 Cot[A/2] |
| X(2306) | Sec[A/2] Sec[A/2+Pi/6] Sin[A] |
| X(2307) | Cos[A/2+Pi/6] Sin[A/2] |
| X(2323) | Cot[A/2]-2 Sin[A] |
| X(2351) | Sin[A] Tan[2 A] |
| X(2361) | Cos[A]+Cos[2 A] |
| X(2362) | 1/(1+Cot[A/2]) |
| X(2477) | 1-Cos[3 A] |
| X(2671) | 1/(4 Cos[A]+(3+Sqrt[5]) Sin[A]) |
| X(2672) | 1/(4 Cos[A]-(3+Sqrt[5]) Sin[A]) |
| X(2673) | 4 Cos[A]+(3+Sqrt[5]) Sin[A] |
| X(2674) | 4 Cos[A]-(3+Sqrt[5]) Sin[A] |
| X(2962) | 1/(1-2 Cos[2 A]) |
| X(2963) | Sin[A]/(1-2Cos[2 A]) |
| X(2964) | 1-2 Cos[2 A] |
| X(2965) | (1-2 Cos[2 A]) Sin[A] |
| X(3043) | (1+2 Cos[2 A])^2 Sec[A] |
| X(3076) | Cos[A]^2+Sin[A] |
| X(3077) | Cos[A]^2-Sin[A] |
| X(3082) | Csc[A/4]^2 |
| X(3083) | 1+Csc[A] |
| X(3084) | 1-Csc[A] |
| X(3092) | Sec[A]+Sin[A] |
| X(3093) | Sec[A]-Sin[A] |
| X(3179) | Tan[A/2+Pi/6] |
| X(3200) | Cos[3 A]+Cos[A+Pi/3] |
| X(3201) | Cos[3 A]+Cos[A-Pi/3] |
| X(3205) | Cos[3 A]-Cos[A-Pi/3] |
| X(3206) | Cos[3 A]-Cos[A+Pi/3] |
| X(3218) | 2 Cot[A]-Csc[A] |
| X(3219) | 2 Cot[A]+Csc[A] |
| X(3273) | Sin[A/3+Pi/3] |
| X(3274) | Sin[A/3-Pi/3] |
| X(3275) | Sin[A/3] |
| X(3295) | 2+Cos[A] |
| X(3296) | 1/(2+Cos[A]) |
| X(3297) | 2+Sin[A] |
| X(3298) | 2-Sin[A] |
| X(3299) | 1+2 Sin[A] |
| X(3300) | 1/(1+2 Sin[A]) |
| X(3301) | 1-2 Sin[A] |
| X(3302) | 1/(1-2 Sin[A]) |
| X(3303) | 3+Cos[A] |
| X(3304) | 3-Cos[A] |
| X(3305) | (2+Cos[A]) Csc[A] |
| X(3306) | (2-Cos[A]) Csc[A] |
| X(3311) | Cos[A]+2 Sin[A] |
| X(3312) | Cos[A]-2 Sin[A] |
| X(3316) | 1/(Cos[A]+2 Sin[A]) |
| X(3317) | 1/(Cos[A]-2 Sin[A]) |
| X(3364) | Cos[A-5 Pi/12] |
| X(3365) | Sin[A-5 Pi/12] |
| X(3366) | Sec[A-5 Pi/12] |
| X(3367) | Csc[A-5 Pi/12] |
| X(3368) | Cos[A-2 Pi/5] |
| X(3369) | Sin[A-2 Pi/5] |
| X(3370) | Sec[A-2 Pi/5] |
| X(3371) | Cos[A-3 Pi/8] |
| X(3372) | Sin[A-3 Pi/8] |
| X(3373) | Sec[A-3 Pi/8] |
| X(3374) | Csc[A-3 Pi/8] |
| X(3375) | Tan[A-Pi/3] |
| X(3376) | Cot[A-Pi/3] |
| X(3377) | Cot[A+Pi/4] |
| X(3378) | Cot[A-Pi/4] |
| X(3379) | Cos[A-Pi/5] |
| X(3380) | Sin[A-Pi/5] |
| X(3381) | Sec[A-Pi/5] |
| X(3382) | Csc[A-Pi/5] |
| X(3383) | Cot[A+Pi/3] |
| X(3384) | Tan[A+Pi/3] |
| X(3385) | Sin[A+3 Pi/8] |
| X(3386) | Cos[A+3 Pi/8] |
| X(3387) | Csc[A+3 Pi/8] |
| X(3388) | Sec[A+3 Pi/8] |
| X(3389) | Sin[A+5 Pi/12] |
| X(3390) | Cos[A+5 Pi/12] |
| X(3391) | Csc[A+5 Pi/12] |
| X(3392) | Sec[A+5 Pi/12] |
| X(3393) | Cos[A+Pi/5] |
| X(3394) | Sin[A+Pi/5] |
| X(3395) | Cos[A+2 Pi/5] |
| X(3396) | Sin[A+2 Pi/5] |
| X(3397) | Sec[A+2 Pi/5] |
| X(3457) | Sec[A-Pi/6] Sin[A]^2 |
| X(3458) | Sec[A+Pi/6] Sin[A]^2 |
| X(3515) | 3 Cos[A]-Sec[A] |
| X(3516) | 3 Cos[A]+Sec[A] |
| X(3517) | 3 Cos[A]-2 Sec[A] |
| X(3518) | 4 Cos[A]-3 Sec[A] |
| X(3519) | 1/(4 Cos[A]-3 Sec[A]) |
| X(3520) | 4 Cos[A]+Sec[A] |
| X(3521) | 1/(4 Cos[A]+Sec[A]) |
| X(3535) | 2 Csc[A]+Sec[A] |
| X(3536) | 2 Csc[A]-Sec[A] |
| X(3590) | 1/(2 Cos[A]+3 Sin[A]) |
| X(3591) | 1/(2 Cos[A]-3 Sin[A]) |
| X(3592) | 2 Cos[A]+3 Sin[A] |
| X(3593) | (3+2 Cot[A]) Csc[A] |
| X(3594) | 2 Cos[A]-3 Sin[A] |
| X(3595) | (3-2 Cot[A]) Csc[A] |
| X(3596) | Csc[A/2]^2 Csc[A]^2 |
| X(3602) | Csc[A/3-Pi/3] |
| X(3603) | Csc[A/3] |
| X(3604) | Csc[A/3+Pi/3] |
| X(3692) | Cot[A/2]^2 Cot[A] |
| X(3718) | Cot[A] Csc[A/2]^2 Csc[A] |
| X(3719) | Cot[A/2] Cot[A]^2 |
| X(3746) | 3+2 Cos[A] |
| X(3872) | 2+Csc[A/2]^2 |
| X(3926) | Cot[A]^2 Csc[A] |
| X(3928) | 3 Cot[A]-Csc[A] |
| X(3929) | 3 Cot[A]+Csc[A] |
| X(3964) | Cos[A] Cot[A]^2 |
| X(4100) | Cos[A]^3 Sin[A] |
| X(4146) | Csc[A]^2 Sin[A/2] |
| X(4166) | Cot[A/2] Sqrt[Sin[A]] |
| X(4176) | Cot[A]^3 Csc[A] |
| X(4182) | Csc[A/2]^2 Sqrt[Sin[A]] |
| X(4328) | 1+Sec[A/2]^2 |
| X(4420) | 3 Csc[A/2]^2-4 |
| X(4511) | Csc[A/2]^2-4 |
| X(4846) | 1/(2 Cos[A]+Sec[A]) |
| X(4853) | (Cos[A]-3) Csc[A/2]^2 |
| X(4861) | 4+Csc[A/2]^2 |
| X(4882) | (3+Cos[A]) Csc[A/2]^2 |
| X(4915) | 1+2 Csc[A/2]^2 |
| X(4996) | (1-2 Cos[A])^2 Csc[A/2]^2 |
| X(5010) | 1+4 Cos[A] |
| X(5063) | 3 Sin[A]+Sin[3 A] |
| X(5065) | 5 Sin[A]+Sin[3 A] |
| X(5081) | (Sec[A]-2)/(Cos[A]-1) |
| X(5198) | Cos[A]-3 Sec[A] |
| X(5204) | 1-3 Cos[A] |
| X(5217) | 1+3 Cos[A] |
| X(5237) | 2 Cos[A]+Cos[A+Pi/3] |
| X(5238) | 2 Cos[A]+Cos[A-Pi/3] |
| X(5239) | Cot[A]+Csc[A]-Sqrt[3] |
| X(5240) | Cot[A]+Csc[A]+Sqrt[3] |
| X(5351) | 3 Cos[A]+Cos[A+Pi/3] |
| X(5352) | 3 Cos[A]+Cos[A-Pi/3] |
| X(5353) | Sqrt[3]-2 Sin[A] |
| X(5357) | Sqrt[3]+2 Sin[A] |
| X(5374) | Sqrt[Cot[A]] |
| X(5391) | (-1+Csc[A]) Csc[A] |
| X(5392) | Csc[A] Sec[2 A] |
| X(5401) | Sec[A+Pi/5] |
| X(5402) | Csc[A+Pi/5] |
| X(5406) | Cos[A] (2 + Cot[A]) |
| X(5407) | Cos[A] (2 - Cot[A]) |
| X(5408) | Cos[A](1+Cot[A]) |
| X(5409) | Cos[A](1-Cot[A]) |
| X(5410) | Sin[A] (2-Tan[A]) |
| X(5411) | Sin[A] (2+Tan[A]) |
| X(5412) | Sin[A] (1-Tan[A]) |
| X(5413) | Sin[A] (1+Tan[A]) |
| X(5414) | 1+Cos[A]-Sin[A] |
| X(5422) | Csc[A]+2 Sin[A] |
| X(5423) | Cot[A/2]^3 Csc[A] |
| X(5437) | Cot[A] - 3 Csc[A] |
| X(5456) | Csc[A] Sin[(2 A)/3] |
| X(5457) | 1/(Cos[A/3]+Cos[A]) |
| X(5458) | 1/(4 Cos[A]+Sec[A/3]) |
| X(5551) | 1/(4 + 3 Cos[A]) |
| X(5556) | 1/(1 + 3 Cos[A]) |
| X(5557) | 1/(3 + 2 Cos[A]) |
| X(5558) | 1/(3 + Cos[A]) |
| X(5559) | 1/(3 - 2 Cos[A]) |
| X(5560) | 1/(1 - 4 Cos[A]) |
| X(5561) | 1/(1 + 4 Cos[A]) |
| X(5563) | 3 - 2 Cos[A] |
| X(5564) | Csc[A]^2 (3+2 Cos[A]) |
| X(5628) | Cos[A/3] Sec[(2 A)/3] |
| X(5629) | Cos[(2 A)/3] Sec[A/3] |
| X(5630) | Cos[1/3 (A-2 Pi)] Sec[2/3 (A-2 Pi)] |
| X(5631) | Cos[2/3 (A-2 Pi)] Sec[1/3 (A-2 Pi)] |
| X(5632) | Cos[1/3 (A-4 Pi)] Sec[(2 (A-Pi))/3] |
| X(5633) | Cos[2/3 (A-4 Pi)] Sec[(A-Pi)/3] |
| X(5961) | Csc[3 A] Sin[4 A] |
| X(5962) | Csc[4 A] Sin[3 A] |
| X(5963) | Csc[4 A] Sin[5 A] |
| X(5964) | Csc[5 A] Sin[4 A] |
| X(6056) | Sin[2 A]^2/(1-Cos[A]) |
| X(6059) | Cos[A/2]^2 Tan[A]^2 |
| X(6063) | Csc[A]^2 Sec[A/2]^2 |
| X(6104) | Csc[3 A] Sin[A](Cos[3 A]+Cos[A-Pi/3]) |
| X(6105) | Csc[3 A] Sin[A](Cos[3 A]+Cos[A+Pi/3]) |
| X(6120) | Sin[A/3] Sin[(2 A)/3] |
| X(6121) | Sin[1/3 (A+2 Pi)] Sin[2/3 (A+2 Pi)] |
| X(6122) | Sin[1/3 (A+4 Pi)] Sin[2/3 (A+4 Pi)] |
| X(6123) | Cos[A/3] Cos[(2 A)/3] |
| X(6124) | Cos[1/3 (A+2 Pi)] Cos[2/3 (A+2 Pi)] |
| X(6125) | Cos[1/3 (A+4 Pi)] Cos[2/3 (A+4 Pi)] |
| X(6149) | Csc[A] Sin[3 A] |
| X(6186) | Sin[A]^2/(1+2 Cos[A]) |
| X(6187) | Sin[A]^2/(1-2 Cos[A]) |
| X(6198) | 2 + Sec[A] |
| X(6199) | 3 Cos[A] + 4 Sin[A] |
| X(6200) | 3 Cos[A] + Sin[A] |
| X(6212) | Cos[A]/(1-Sin[A]) |
| X(6213) | Cos[A]/(1+Sin[A]) |
| X(6221) | 3 Cos[A] + 2 Sin[A] |
| X(6344) | Sec[A]/(1-4 Cos[A]^2) |
| X(6395) | 3 Cos[A] - 4 Sin[A] |
| X(6396) | 3 Cos[A] - Sin[A] |
| X(6398) | 3 Cos[A] - 2 Sin[A] |
| X(6407) | 7 Cos[A] + 4 Sin[A] |
| X(6408) | 7 Cos[A] - 4 Sin[A] |
| X(6409) | 4 Cos[A] + Sin[A] |
| X(6410) | 4 Cos[A] - Sin[A] |
| X(6411) | 6 Cos[A] + Sin[A] |
| X(6412) | 6 Cos[A] - Sin[A] |
| X(6413) | 1/(Csc[A] + Sec[A]) |
| X(6414) | 1/(Csc[A] - Sec[A]) |
| X(6415) | 1/(2 Csc[A] + Sec[A]) |
| X(6416) | 1/(2 Csc[A] - Sec[A]) |
| X(6417) | Cos[A] + 4 Sin[A] |
| X(6418) | Cos[A] - 4 Sin[A] |
| X(6419) | Cos[A] + 3 Sin[A] |
| X(6420) | Cos[A] - 3 Sin[A] |
| X(6425) | 4 Cos[A] + 3 Sin[A] |
| X(6426) | 4 Cos[A] - 3 Sin[A] |
| X(6427) | Cos[A] + 6 Sin[A] |
| X(6428) | Cos[A] - 6 Sin[A] |
| X(6429) | 8 Cos[A] + 5 Sin[A] |
| X(6430) | 8 Cos[A] - 5 Sin[A] |
| X(6431) | 2 Cos[A] + 5 Sin[A] |
| X(6432) | 2 Cos[A] - 5 Sin[A] |
| X(6433) | 12 Cos[A] + 5 Sin[A] |
| X(6434) | 12 Cos[A] - 5 Sin[A] |
| X(6435) | 3 Cos[A] + 11 Sin[A] |
| X(6436) | 3 Cos[A] - 11 Sin[A] |
| X(6437) | 6 Cos[A] + 5 Sin[A] |
| X(6438) | 6 Cos[A] - 5 Sin[A] |
| X(6439) | 24 Cos[A] + 13 Sin[A] |
| X(6440) | 24 Cos[A] - 13 Sin[A] |
| X(6441) | 6 Cos[A] + 13 Sin[A] |
| X(6442) | 6 Cos[A] - 13 Sin[A] |
| X(6445) | 9 Cos[A] + 4 Sin[A] |
| X(6446) | 9 Cos[A] - 4 Sin[A] |
| X(6447) | 7 Cos[A] + 6 Sin[A] |
| X(6448) | 7 Cos[A] - 6 Sin[A] |
| X(6449) | 5 Cos[A] + 2 Sin[A] |
| X(6450) | 5 Cos[A] - 2 Sin[A] |
| X(6451) | 9 Cos[A] + 2 Sin[A] |
| X(6452) | 9 Cos[A] - 2 Sin[A] |
| X(6453) | 5 Cos[A] + 3 Sin[A] |
| X(6454) | 5 Cos[A] - 3 Sin[A] |
| X(6455) | 7 Cos[A] + 2 Sin[A] |
| X(6456) | 7 Cos[A] - 2 Sin[A] |
| X(6468) | 12 Cos[A] + 7 Sin[A] |
| X(6469) | 12 Cos[A] - 7 Sin[A] |
| X(6470) | 4 Cos[A] + 7 Sin[A] |
| X(6471) | 4 Cos[A] - 7 Sin[A] |
| X(6472) | 25 Cos[A] + 16 Sin[A] |
| X(6473) | 25 Cos[A] - 16 Sin[A] |
| X(6474) | 23 Cos[A] + 16 Sin[A] |
| X(6475) | 23 Cos[A] - 16 Sin[A] |
| X(6476) | 21 Cos[A] + 13 Sin[A] |
| X(6477) | 21 Cos[A] - 13 Sin[A] |
| X(6478) | 19 Cos[A] + 13 Sin[A] |
| X(6479) | 19 Cos[A] - 13 Sin[A] |
| X(6480) | 9 Cos[A] + 5 Sin[A] |
| X(6481) | 9 Cos[A] - 5 Sin[A] |
| X(6482) | 29 Cos[A] + 15 Sin[A] |
| X(6483) | 29 Cos[A] - 15 Sin[A] |
| X(6484) | 11 Cos[A] + 5 Sin[A] |
| X(6485) | 11 Cos[A] - 5 Sin[A] |
| X(6486) | 13 Cos[A] + 5 Sin[A] |
| X(6487) | 13 Cos[A] - 5 Sin[A] |
| X(6488) | 22 Cos[A] + 9 Sin[A] |
| X(6489) | 22 Cos[A] - 9 Sin[A] |
| X(6490) | 30 Cos[A] + 19 Sin[A] |
| X(6491) | 30 Cos[A] - 19 Sin[A] |
| X(6492) | 26 Cos[A] + 19 Sin[A] |
| X(6493) | 26 Cos[A] - 19 Sin[A] |
| X(6494) | 13 Cos[A] + 22 Sin[A] |
| X(6495) | 13 Cos[A] - 22 Sin[A] |
| X(6496) | 11 Cos[A] + 2 Sin[A] |
| X(6497) | 11 Cos[A] - 2 Sin[A] |
| X(6498) | Cos[A] + 22 Sin[A] |
| X(6499) | Cos[A] - 22 Sin[A] |
| X(6500) | Cos[A] + 8 Sin[A] |
| X(6501) | Cos[A] - 8 Sin[A] |
| X(6502) | 1 + Sin[A] - Cos[A] |
| X(6507) | Cos[A]^2 Cot[A] |
| X(6519) | 11 Cos[A] + 6 Sin[A] |
| X(6520) | Sec[A]^2 Tan[A] |
| X(6521) | Csc[A] Sec[A]^3 |
| X(6522) | 11 Cos[A] - 6 Sin[A] |
| X(6524) | Sec[A] Tan[A]^2 |
| X(6602) | (1+Cos[A])^3 Csc[A] |
| X(6726) | Cos[A/2] Cot[A/2] |
| X(6731) | Cot[A/2] Csc[A/2] |
| X(6767) | 4 + Cos[A] |
| X(7001) | Cot[A/4] |
| X(7002) | Csc[(A+Pi)/4]^4 |
| X(7005) | 2+Cos[A]+Sqrt[3] Sin[A] |
| X(7006) | 2+Cos[A]-Sqrt[3] Sin[A] |
| X(7010) | Tan[A/4] |
| X(7014) | Sec[A/4]^2 Sin[A] |
| X(7017) | Csc[A]^3 (1+Sec[A]) |
| X(7021) | Sin[A]/(Pi-A) |
| X(7022) | 1/(Sin[A/2]-1)^2 |
| X(7023) | Csc[A]^2 Sin[A/2]^6 |
| X(7024) | 1/Sin[A/2]^(2/3) |
| X(7025) | 1/Sqrt[Sin[A/2]] |
| X(7026) | 1/(Sqrt[3]-Sqrt[3] Cos[A]+Sin[A]) |
| X(7027) | Csc[A/2]^3 |
| X(7028) | Csc[A] (Sin[A/2]-1) |
| X(7036) | 1/(Pi-A)^2 |
| X(7039) | A-Pi |
| X(7041) | 1/(A-Pi) |
| X(7043) | 1/(Sqrt[3]-Sqrt[3] Cos[A]-Sin[A]) |
| X(7044) | (Pi-A)^2 |
| X(7046) | Cot[A/2]^2 Sec[A] |
| X(7047) | 1/(1+Sqrt[3] Cot[A/3]) |
| X(7048) | Csc[A] Tan[(A-Pi)/4] |
| X(7051) | Sin[A] (1-Sqrt[3] Tan[A/2]) |
| X(7052) | Sin[A]/(1+2 Cos[A+Pi/3]) |
| X(7053) | Cos[A] Tan[A/2]^2 |
| X(7055) | Cot[A]^2 Sec[A/2]^2 |
| X(7056) | Cos[A] Sec[A/2]^4 |
| X(7057) | Csc[A] Tan[(A+Pi)/4] |
| X(7071) | 2+Cos[A]+Sec[A] |
| X(7073) | (1+Cos[A])/(1+2 Cos[A]) |
| X(7079) | Csc[A/2]^4 Sin[A]^2 Tan[A] |
| X(7090) | 1/(1-Cos[A]+Sin[A]) |
| X(7099) | Cos[A] Sin[A/2]^2 Tan[A/2] |
| X(7100) | Cos[A]/(1+2 Cos[A]) |
| X(7101) | Csc[A/2]^4 Tan[A] |
| X(7110) | Cos[A/2] Csc[(3 A)/2] |
| X(7113) | (1-2 Cos[A]) Sin[A] |
| X(7125) | Cos[A]^2 Tan[A/2] |
| X(7126) | 1/(1-Sqrt[3] Tan[A/2]) |
| X(7127) | 1+Cos[A]-Sqrt[3] Sin[A] |
| X(7133) | 1/(Cot[A]-Csc[A]-1) |
| X(7150) | Cot[A/2-Pi/6] |
| X(7177) | Cos[A] Sec[A/2]^4 Sin[A] |
| X(7182) | Csc[A]/(Sin[A]+Tan[A]) |
| X(7183) | Cos[A] Cot[A] Sec[A/2]^2 |
| X(7190) | 2 + Sec[A/2]^2 |
| X(7269) | 4+Sec[A/2]^2 |
| X(7271) | Sec[A/2]^2-1/2 |
| X(7274) | 1/2+Sec[A/2]^2 |
| X(7279) | (Cos[3 A]-1) Csc[A]^2 |
| X(7280) | 1-4 Cos[A] |
| X(7282) | Csc[A] (2 Cot[A] + Csc[A]) (Sec[A]-1) |
| X(7308) | (3+Cos[A]) Csc[A] |
| X(7309) | Csc[A] Sin[2/3 (Pi-A)] |
| X(7310) | 1/(Cos[A]-Cos[(Pi-A)/3]) |
| X(7311) | 1/(4 Cos[A]-Sec[1/3 (Pi-A)]) |
| X(7317) | 1/(4-3 Cos[A]) |
| X(7319) | 1/(1-3 Cos[A]) |
| X(7320) | 1/(3-Cos[A]) |
| X(7321) | (3-2 Cos[A]) Csc[A]^2 |
| X(7335) | Cos[A]^2 Sin[A/2]^2 |
| X(7337) | Tan[A] (Tan[A]-Sin[A]) |
| X(7366) | Csc[A] Sin[A/2]^6 |
| X(7370) | Csc[A] Sin[A/2]^3 |
| X(7371) | Csc[A]^2 Sin[A/2]^3 |
| X(7373) | 4-Cos[A] |
| X(7763) | Cos[2 A] Csc[A]^3 |
| X(7769) | 4 Csc[A]-Csc[A]^3 |
| X(7799) | (-1+3 Cot[A]^2) Csc[A] |
| X(8119) | Sec[A] (1-2 Sin[A/2]) |
| X(8120) | Sec[A] (1+2 Sin[A/2]) |
| X(8121) | Sec[A] (1-Sin[A/2]) |
| X(8122) | Sec[A] (1+Sin[A/2]) |
| X(8125) | Csc[A] (1-2 Sin[A/2]) |
| X(8126) | Csc[A] (1+2 Sin[A/2]) |
| X(8134) | Cos[A] (1-Sin[A/2]) |
| X(8139) | Cos[A] (1+Sin[A/2]) |
| X(8162) | 7+Cos[A] |
| X(8576) | Sin[A] / (1 - Cot[A]) |
| X(8577) | Sin[A] / (1 + Cot[A]) |
| X(8603) | Cos[A-Pi/6] Csc[A+Pi/6] Sin[A] |
| X(8604) | Cos[A+Pi/6] Csc[A-Pi/6] Sin[A] |
| X(8606) | (Cot[A/2] Sin[A])/(2+Sec[A]) |
| X(8737) | Sec[A-Pi/6] Tan[A] |
| X(8738) | Sec[A+Pi/6] Tan[A] |
| X(8739) | Cos[A-Pi/6] Tan[A] |
| X(8740) | Cos[A+Pi/6] Tan[A] |
| X(8741) | Csc[A+Pi/6] Tan[A] |
| X(8742) | Csc[A-Pi/6] Tan[A] |
| X(8745) | Cos[2 A] Sec[A] Tan[A] |
| X(8836) | Csc[A] Sec[A+Pi/6] Sin[A-Pi/6] |
| X(8838) | Csc[A] Sec[A-Pi/6] Sin[A+Pi/6] |
| X(8908) | Cos[A] (2+Cot[A]) Sin[A]^2 |
| X(8911) | Cos[A] Sin[A] (Cos[A]+Sin[A]) |
| X(9233) | Sin[A]^7 |
| X(9247) | Cos[A] Sin[A]^3 |
| X(9447) | Csc[A/2]^2 Sin[A]^5 |
| X(9448) | Csc[A/2]^2 Sin[A]^6 |
| X(9676) | 2 Cos[A]+Cos[3 A]+Sin[A] |
| X(9677) | 2 Cos[A]-Cos[3 A]+Sin[A] |
| X(9686) | 7 Cos[A]+Cos[3 A]+4 Sin[A] |
| X(9687) | 7 Cos[A]-Cos[3 A]+4 Sin[A] |
| X(9690) | 15 Cos[A]+8 Sin[A] |
| X(9691) | 13 Cos[A]+8 Sin[A] |
| X(9703) | (8 Cos[A]-3 Cot[A] Csc[A]) Sin[A]^2 |
| X(9704) | (8 Cos[A]-Cot[A] Csc[A]) Sin[A]^2 |
| X(9723) | Cos[2 A] Cot[A] Csc[A] |
| X(10137) | 37 Cos[A]+20 Sin[A] |
| X(10138) | 37 Cos[A]-20 Sin[A] |
| X(10139) | 44 Cos[A]+25 Sin[A] |
| X(10140) | 44 Cos[A]-25 Sin[A] |
| X(10141) | 28 Cos[A]+15 Sin[A] |
| X(10142) | 28 Cos[A]-15 Sin[A] |
| X(10143) | 209 Cos[A]+120 Sin[A] |
| X(10144) | 209 Cos[A]-120 Sin[A] |
| X(10145) | 29 Cos[A]+16 Sin[A] |
| X(10146) | 29 Cos[A]-16 Sin[A] |
| X(10147) | 20 Cos[A]+9 Sin[A] |
| X(10148) | 20 Cos[A]-9 Sin[A] |
| X(10187) | 1/(Cos[A]+3 Sin[A-Pi/6]) |
| X(10188) | 1/(Cos[A]-3 Sin[A+Pi/6]) |
| X(10194) | 1/(Cos[A]-3 Sin[A]) |
| X(10195) | 1/(Cos[A]+3 Sin[A]) |
| X(10215) | 1/(1-2 Sin[A/2]) |
| X(10217) | Cos[A] Sec[A-Pi/6]^2 |
| X(10218) | Cos[A] Sec[A+Pi/6]^2 |
| X(10230) | 1/(1-2 Cos[A/2]) |
| X(10231) | 1-2 Sin[A/2] |
| X(10232) | 1-2 Cos[A/2] |
| X(10233) | 1+2 Csc[A/2] |
| X(10234) | 1-2 Csc[A/2] |
| X(10235) | 1+2 Sec[A/2] |
| X(10236) | 1-2 Sec[A/2] |
| X(10260) | (Sin[3 A]-Sin[2 A])/(Sin[A]-Sin[2 A]) |
| X(10594) | Sec[A] + 2 Sin[A] Tan[A] |
| X(10601) | Sin[A] + Csc[A] |
| X(10632) | Cos[2 A-Pi/6] Sec[A] |
| X(10633) | Cos[2 A+Pi/6] Sec[A] |
| X(10638) | Cos[A/2] Cos[A/2-Pi/6] |
| X(10641) | Sin[A-Pi/6] Tan[A] |
| X(10642) | Sin[A+Pi/6] Tan[A] |
| X(10645) | 5 Cos[A]-Cos[A+Pi/3] |
| X(10646) | 4 Cos[A]+Cos[A+Pi/3] |
| X(10665) | Cos[A] Tan[A-Pi/4] |
| X(10666) | Cos[A] Tan[A+Pi/4] |
| X(10677) | 2 Cos[2 A] Csc[A]-Cot[A]Sec[A-Pi/3] |
| X(10678) | 2 Cos[2 A] Csc[A]-Cot[A]Sec[A+Pi/3] |
| X(10880) | Sec[A] (Cos[2 A]+Sin[2 A]) |
| X(10881) | Sec[A] (Cos[2 A]-Sin[2 A]) |
| X(10977) | (-1+Sec[A])/(1+3 Cos[A]) |
| X(10978) | (Csc[A] (3 Cot[A]+Csc[A]))/(-1+Sec[A]) |
| X(10984) | (Csc[A]+Sin[A]) Sin[2 A] |
| X(11004) | 3 Csc[A]-8 Sin[A] |
| X(11060) | Sin[A]^3/(1+2 Cos[2 A]) |
| X(11072) | (Cot[A/2-Pi/6] Sin[A])/(1+2 Cos[A]) |
| X(11073) | (Cot[A/2+Pi/6] Sin[A])/(1+2 Cos[A]) |
| X(11078) | Sin[A-Pi/3] Csc[A+Pi/3]Csc[A] |
| X(11080) | Sec[A-Pi/6]^2 Sin[A] |
| X(11081) | Cos[A+Pi/6] Sec[A-Pi/6] Sin[A] |
| X(11082) | Csc[A-Pi/6] Sec[A-Pi/6] Sin[A] |
| X(11083) | Sec[A-Pi/6] Sin[A] Sin[A+Pi/6] |
| X(11085) | Sec[A+Pi/6]^2 Sin[A] |
| X(11086) | Cos[A-Pi/6] Sec[A+Pi/6] Sin[A] |
| X(11087) | Csc[A+Pi/6] Sec[A+Pi/6] Sin[A] |
| X(11088) | Sec[A+Pi/6] Sin[A] Sin[A-Pi/6] |
| X(11090) | Csc[A]/(1+Tan[A]) |
| X(11091) | Csc[A]/(1-Tan[A]) |
| X(11092) | Sin[A+Pi/3] Csc[A-Pi/3]Csc[A] |
| X(11126) | Cos[2 A - Pi/6]/Sin[A] |
| X(11127) | Cos[2 A + Pi/6]/Sin[A] |
| X(11128) | Cos[A+Pi/6]^2 Csc[A]^3 |
| X(11129) | Cos[A-Pi/6]^2 Csc[A]^3 |
| X(11130) | Cos[A+Pi/6]^2 Csc[A] |
| X(11131) | Cos[A-Pi/6]^2 Csc[A] |
| X(11132) | Csc[A]^3 Sin[2 A+Pi/3] |
| X(11133) | Csc[A]^3 Sin[2 A-Pi/3] |
| X(11134) | Sin[A] Sin[A-Pi/3] Cos[A+Pi/3] |
| X(11135) | Sin[A] Sin[2 A+Pi/3] |
| X(11136) | Sin[A] Sin[2 A-Pi/3] |
| X(11137) | Sin[A] Sin[A+Pi/3] Cos[A-Pi/3] |
| X(11138) | Sin[A] Sec[A+Pi/3] Csc[A-Pi/3] |
| X(11139) | Sin[A] Sec[A-Pi/3] Csc[A+Pi/3] |
| X(11140) | Csc[A]/(2 Cos[2 A]-1) |
| X(11141) | Sin[A] Tan[A+Pi/6] |
| X(11142) | Sin[A] Tan[A-Pi/6] |
| X(11143) | Csc[A]Sec[A+Pi/3] Cos[A-Pi/3] |
| X(11144) | Csc[A]Sec[A-Pi/3] Cos[A+Pi/3] |
| X(11145) | Csc[A]Sin[A-Pi/3] Cos[A+Pi/3] |
| X(11146) | Csc[A]Sin[A+Pi/3] Cos[A-Pi/3] |
| X(11398) | 1-Sin[A] Tan[A] |
| X(11399) | 1+Sin[A] Tan[A] |
| X(11403) | (4 Csc[A]-Sin[A]) Tan[A] |
| X(11408) | Sin[A] (2-Sqrt[3] Tan[A]) |
| X(11409) | Sin[A] (2+Sqrt[3] Tan[A]) |
| X(11410) | 5 Cos[A]+Sec[A] |
| X(11473) | Cos[A]+Sec[A]+Sin[A] |
| X(11474) | Cos[A]+Sec[A]-Sin[A] |
| X(11475) | Sqrt[3] (Cos[A]+Sec[A])+Sin[A] |
| X(11476) | Sqrt[3] (Cos[A]+Sec[A])-Sin[A] |
| X(11480) | 3 Sin[A]-4 Sin[A-Pi/3] |
| X(11481) | 3 Sin[A]-4 Sin[A+Pi/3] |
| X(11485) | Cos[A]+4 Cos[A-Pi/3] |
| X(11486) | Cos[A]+4 Cos[A+Pi/3] |
| X(11547) | Csc[A]-Sec[A] Tan[A] |
| X(11578) | (1+Cos[A])/(5-2 Cos[A]+Cos[2 A]) |
| X(11581) | Sec[A-Pi/6]^2 Sin[A+Pi/6] |
| X(11582) | Sec[A+Pi/6]^2 Sin[A-Pi/6] |
| X(11600) | Cos[A-Pi/6] Csc[A+Pi/6] Sec[A+Pi/6] |
| X(11601) | Cos[A+Pi/6] Csc[A-Pi/6] Sec[A-Pi/6] |
| X(12816) | 1/(5 Cos[A]-Cos[A+Pi/3]) |
| X(12817) | 1/(5 Cos[A]-Cos[A-Pi/3]) |
| X(12818) | 1/(5 Cos[A]+Sin[A]) |
| X(12819) | 1/(5 Cos[A]-Sin[A]) |
| X(12820) | 1/(8 Cos[A]-Cos[A+Pi/3]) |
| X(12821) | 1/(8 Cos[A]-Cos[A-Pi/3]) |
| X(12822) | 1/(3 (1+Sqrt[2]) Cos[A]+Sin[A]) |
| X(12823) | 1/(3 (1+Sqrt[2]) Cos[A]-Sin[A]) |
| X(13338) | Sin[A] (3+4 Sin[A]^2) |
| X(13342) | Sin[A] (2+Sin[A]^2) |
| X(13345) | Sin[A]+2 Sin[A]^3 |
| X(13386) | (1+Csc[A]) Sec[A] |
| X(13387) | (-1+Csc[A]) Sec[A] |
| X(13388) | 1+Cot[A]-Csc[A] |
| X(13389) | 1-Cot[A]+Csc[A] |
| X(13390) | 1/(1 + Cos[A] - Sin[A]) |
| X(13424) | (1+Csc[A])/(1-Sin[A]) |
| X(13425) | (1+Csc[A])/(1-Cos[A]) |
| X(13426) | (Cot[A]+Csc[A])/(1-Sin[A]) |
| X(13427) | (Cot[A]+Csc[A])/(1-Csc[A]) |
| X(13428) | (1+Cot[A])/(Cos[A]-Sin[A]) |
| X(13429) | (1+Tan[A])/(Cos[A]-Sin[A]) |
| X(13430) | (Cot[A] (1+Cot[A]))/(Cos[A]-Sin[A]) |
| X(13435) | (1-Csc[A])/(1+Sin[A]) |
| X(13436) | (1-Csc[A])/(1+Cos[A]) |
| X(13437) | Tan[A/2]/(1+Sin[A]) |
| X(13438) | Tan[A/2]/(1+Csc[A]) |
| X(13439) | (1-Cot[A])/(Cos[A]+Sin[A]) |
| X(13440) | (Csc[A]-Sec[A])/(1+Cot[A]) |
| X(13441) | ((1-Cot[A]) Csc[A])/(1+Tan[A]) |
| X(13453) | (1+Csc[A])/(1+Cos[A]) |
| X(13454) | (Cot[A]+Csc[A])/(1+Sin[A]) |
| X(13455) | (Cot[A]+Csc[A])/(1+Cot[A]) |
| X(13456) | (Cot[A]+Csc[A])/(1+Csc[A]) |
| X(13457) | (1+Cot[A])/(1+Sin[A]) |
| X(13458) | Csc[A] (1-Sin[A])/(1-Cos[A]) |
| X(13459) | (1-Cos[A]) Csc[A]/(1-Sin[A]) |
| X(13460) | (1-Cos[A]) Csc[A]/(1-Csc[A]) |
| X(13461) | Csc[A] (1-Tan[A])/(1-Sec[A]) |
| X(13596) | 4 Cos[A]+5 Sec[A] |
| X(13602) | 1/(7-2 Cos[A]) |
| X(13606) | 1/(5-2 Cos[A]) |
| X(13623) | 1/(4 Cos[A]+5 Sec[A]) |
| X(14111) | Cos[2 A] Sec[3 A] |
| X(14121) | 1/(-1+Cos[A]+Sin[A]) |
| X(14165) | Csc[A](3-Tan[A]^2) |
| X(14226) | 1/(3 Cos[A]-2 Sin[A]) |
| X(14241) | 1/(3 Cos[A]+2 Sin[A]) |
| X(14358) | 1/(1-Cos[A+Pi/3]) |
| X(14359) | 1/(1-Cos[A-Pi/3]) |
| X(14575) | Cos[A] Sin[A]^4 |
| X(14585) | Cos[A]^2 Sin[A]^3 |
| X(14593) | Csc[4 A] Sin[A]^3 |
| X(14595) | Cos[A] Csc[3 A]^2 Sin[A]^4 |
| X(14796) | 1+Sqrt[2]+2 Cos[A] |
| X(14797) | 1-Sqrt[2]+2 Cos[A] |
| X(14801) | 1+Sqrt[2]-2 Cos[A] |
| X(14802) | 1-Sqrt[2]-2 Cos[A] |
| X(14827) | Cot[A/2]^2 Sin[A]^3 |
| X(14840) | Sin[A]/(8 Cos[2 A]-1) |
| X(14841) | Cos[A]/(8 Cos[2 A]-1) |
| X(14842) | Sin[A]/(1+9 Cos[2 A]) |
| X(14843) | Cos[A]/(1+9 Cos[2 A]) |
| X(14861) | Cos[A]/(5+2 Cos[2 A]) |
| X(14865) | 4 Cos[A]+3 Sec[A] |
| X(14975) | Sin[A] (2 Sin[A]+Tan[A]) |
| X(15018) | 3 Csc[A]+4 Sin[A] |
| X(15066) | (2+Cos[2 A]) Csc[A] |
| X(15077) | 1/(3 Cos[A]-Sec[A]) |
| X(15186) | 2 Cos[A] + Csc[A] + 2 Sec[A] |
| X(15187) | 2 Cos[A] + Csc[A] - 2 Sec[A] |
| X(15188) | 2 Cos[A] - Csc[A] - 2 Sec[A] |
| X(15189) | 2 Cos[A] - Csc[A] + 2 Sec[A] |
| X(15190) | 4 Cos[A] + Csc[A] + 2 Sec[A] |
| X(15191) | 4 Cos[A] + Csc[A] - 2 Sec[A] |
| X(15192) | 4 Cos[A] - Csc[A] - 2 Sec[A] |
| X(15193) | 4 Cos[A] - Csc[A] + 2 Sec[A] |
| X(15194) | 8 Cos[A] + Csc[A] + 2 Sec[A] |
| X(15195) | 8 Cos[A] + Csc[A] - 2 Sec[A] |
| X(15196) | 8 Cos[A] - Csc[A] - 2 Sec[A] |
| X(15197) | 8 Cos[A] - Csc[A] + 2 Sec[A] |
| X(15198) | Csc[A] (2 + Sin[2 A] + 2 Tan[A]) |
| X(15199) | Csc[A] (2 + Sin[2 A] - 2 Tan[A]) |
| X(15200) | 2 (-Cos[A] + Csc[A] + Sec[A]) |
| X(15201) | 2 (Cos[A] - Csc[A] + Sec[A]) |
| X(15202) | 2 Cos[A] + Csc[A] + Sec[A] |
| X(15203) | 2 Cos[A] + Csc[A] - Sec[A] |
| X(15204) | 2 Cos[A] - Csc[A] - Sec[A] |
| X(15205) | 2 Cos[A] - Csc[A] + Sec[A] |
| X(15206) | 4 Cos[A] + Csc[A] + Sec[A] |
| X(15207) | Csc[A] Sec[A] (Cos[A] + Sin[3 A]) |
| X(15208) | 4 Cos[A] - Csc[A] - Sec[A] |
| X(15209) | 4 Cos[A] - Csc[A] + Sec[A] |
| X(15210) | Csc[A] (4 + Sin[2 A] + 2 Tan[A]) |
| X(15211) | Csc[A] (4 + Sin[2 A] - 2 Tan[A]) |
| X(15212) | 2 Cos[A] - 4 Csc[A] - 2 Sec[A] |
| X(15213) | 2 (Cos[A] - 2 Csc[A] + Sec[A]) |
| X(15214) | Csc[A] (2 + Sin[2 A] + Tan[A]) |
| X(15215) | Csc[A] (2 + Sin[2 A] - Tan[A]) |
| X(15216) | 2 Cos[A] - 2 Csc[A] - Sec[A] |
| X(15217) | Csc[A] (-2 + Sin[2 A] + Tan[A]) |
| X(15218) | 4 Cos[A] + 2 Csc[A] + Sec[A] |
| X(15219) | Csc[A] (2 + Sec[A] Sin[3 A]) |
| X(15220) | 4 Cos[A] - 2 Csc[A] - Sec[A] |
| X(15221) | 4 Cos[A] - 2 Csc[A] + Sec[A] |
| X(15424) | Sec[A]/(3 + 2 Cos[2 A]) |
| X(15740) | 1/(Cos[A]+Sec[A]) |
| X(15749) | Cos[A]/(3+5 Cos[2 A]) |
| X(15750) | 5 Cos[A]-Sec[A] |
| X(16232) | 1/(1-Cot[A/2]) |
| X(16391) | Cos[A]^3 Sec[2 A] |
| X(16463) | Sec[A-Pi/6]^2 Sin[A]^2 Sin[A+Pi/6] |
| X(16464) | Sec[A+Pi/6]^2 Sin[A]^2 Sin[A-Pi/6] |
| X(16770) | Csc[A] Tan[A-Pi/6] |
| X(16771) | Csc[A] Tan[A+Pi/6] |
| X(16839) | Cos[A] Csc[2 A/3-Pi/3] |
| X(16840) | Cos[A] Csc[2 A/3+Pi/3] |
| X(16841) | Cos[A] Csc[2 A/3] |
| X(16871) | Cos[2 A/3+Pi/6] Sec[A] |
| X(17078) | ((-1+2 Cos[A]) Csc[A])/(1+Cos[A]) |
| X(17079) | ((-2+Cos[A]) Csc[A])/(1+Cos[A]) |
| X(17095) | (2 Cot[A]+Csc[A])/(1+Cos[A]) |
| X(17360) | Csc[A] (4 Cot[A]+Csc[A]) |
| X(17361) | Csc[A] (4 Cot[A]-Csc[A]) |
| X(17501) | 1/(1-6 Cos[A]) |
| X(17505) | Cos[A]/(5+6 Cos[2 A]) |
| X(17506) | (5+6 Cos[2 A]) Sec[A] |
| X(17811) | (3+Cos[2 A]) Csc[A] |
| X(17825) | (-5+Cos[2 A]) Csc[A] |
| X(17851) | 27 Cos[A]-16 Sin[A] |
| X(17852) | 16 Cos[A]-9 Sin[A] |
| X(17917) | Csc[A] (3-Sec[A]) |
| X(17923) | Csc[A] (2-Sec[A]) |
| X(18022) | Csc[A]^4 Sec[A] |
| X(18027) | Csc[A]^3 Sec[A]^2 |
| X(18294) | Csc[A](A + Pi) |
| X(18295) | Csc[A](2 A + Pi) |
| X(18296) | Cos[A]/(7 + 9*Cos[2*A]) |
| X(18297) | Csc[A]/Sqrt[Sin[A]] |
| X(18359) | Csc[A]/(1-2 Cos[A]) |
| X(18384) | Sec[A]/(3 Cot[A]^2-1) |
| X(18490) | 1/(8+2 Cos[A]) |
| X(18535) | Cos[A]-4 Sec[A] |
| X(18550) | (9 Cos[A])/(5+4 Cos[2 A]) |
| X(18753) | Sin[A]^(3/2) |
| X(18815) | 1/(Cos[A]+Cos[2 A]) |
| X(18817) | Csc[A] Csc[3 A] Sec[A] |
| X(18883) | Cos[2 A] Csc[3 A] |
| X(18886) | Csc[A] Tan[A/2] (Sec[A/2]+Tan[A/2]) |
| X(18995) | 1-Cos[A]+2 Sin[A] |
| X(18996) | 1-Cos[A]-2 Sin[A] |
| X(19037) | 1+Cos[A]-2 Sin[A] |
| X(19038) | 1+Cos[A]+2 Sin[A] |
| X(19373) | Sin[A] (1+Sqrt[3] Tan[A/2]) |
| X(19551) | 1/(1+Sqrt[3] Tan[A/2]) |
| X(19627) | Sin[A]^2 Sin[3 A] |
| X(19778) | Csc[A] Tan[A+Pi/3] |
| X(19779) | Csc[A] Tan[A-Pi/3] |
| X(20034) | Sqrt[Tan[A]] |
| X(20563) | Cot[A] Csc[A] Sec[2 A] |
| X(20565) | Csc[A]/(Sin[A]+Sin[2 A]) |
| X(20566) | Csc[A]^2/(1-2 Cos[A]) |
| X(20567) | Csc[A]^3/(1+Cos[A]) |
| X(20571) | Csc[A]^2 Sec[2 A] |
| X(20572) | Csc[A]^2 Sec[3 A] |
| X(20573) | Csc[A]^2 Csc[3 A] |
| X(20924) | (-1+2 Cos[A]) Csc[A]^3 |
| X(20925) | (-2+Cos[A]) Csc[A]^3 |
| X(21296) | (-1+3 Cos[A]) Csc[A]^2 |
| X(21310) | (4 Cos[A]-Cos[3 A]-2 Sqrt[3] Sin[A])/(1+2 Cos[2 A]) |
| X(21311) | (4 Cos[A]-Cos[3 A]+2 Sqrt[3] Sin[A])/(1+2 Cos[2 A]) |
| X(21400) | Cos[A]/(3+4 Cos[2 A]) |
| X(21456) | 1/(2 Cos[A/2]+Sin[A]) |
| X(21461) | Csc[A+Pi/6] Sin[A]^2 |
| X(21462) | Csc[A-Pi/6] Sin[A]^2 |
| X(21605) | (-1+3 Cos[A]) Csc[A]^3 |
| X(21844) | 8 Cos[A]-Sec[A] |
| X(22115) | Cot[A] Sin[3 A] |
| X(22128) | (1-2 Cos[A]) Cot[A] |
| X(22129) | (Cos[A]-2) Cot[A] |
| X(22235) | 1/(2 Cos[A]+Sqrt[3] Sin[A]) |
| X(22236) | 2 Cos[A]+Sqrt[3] Sin[A] |
| X(22237) | 1/(2 Cos[A]-Sqrt[3] Sin[A]) |
| X(22238) | 2 Cos[A]-Sqrt[3] Sin[A] |
| X(23040) | 16 Cos[A]+Sec[A] |
| X(23062) | Csc[A] Sec[A/2]^2 Tan[A/2]^2 |
| X(23140) | (1-3 Cos[A]) Cot[A] |
| X(23606) | Cos[A]^3 Sin[A]^2 |
| X(23956) | Csc[3 A] (8 Cos[A]-Sec[A]) Sin[A] |
| X(23958) | (3-4 Cos[A]) Csc[A] |
| X(26861) | Cos[A]/(-7+2 Cos[2 A]) |
| X(26863) | 4 Cos[A]-9 Sec[A] |
| X(26920) | Cos[A] Sin[A] (-Cos[A]+Sin[A]) |
| X(26922) | Cos[A]/(-1+Tan[A]) |
| X(27003) | (-3+2 Cos[A]) Csc[A] |
| X(27065) | (3+2 Cos[A]) Csc[A] |
| X(28659) | Csc[A/2]^2 Csc[A]^3 |
| X(28808) | Csc[A] (1+Cot[A/2] Csc[A]) |
| X(30529) | Cot[3 A] Sec[A] |
| X(30537) | 1/(3 Csc[A]+4 Sin[A]) |
| X(30556) | 1+Cot[A/2] |
| X(30557) | 1-Cot[A/2] |
| X(30679) | Cot[A]/(2+Cos[A]) |
| X(30680) | Cot[A]/(2-Cos[A]) |
| X(30681) | Cos[A] Csc[A/2]^6 Sin[A] |
| X(30682) | Cot[A] Csc[A]^4 Sin[A/2]^6 |
| X(30690) | 1/(Sin[A]+Sin[2 A]) |
| X(30693) | Cot[A/2]^3 Csc[A]^2 |
| X(31371) | 1/(3 Cos[A]+Sec[A]) |
| X(31474) | 2+Cos[A]+2 Sin[A] |
| X(31676) | (Cos[A] (4+Csc[A]^2))/(-1+3 Cot[A]^2) |
| X(31995) | (Cos[A]-3) Csc[A]^2 |
| X(32000) | 2 Cot[A] Csc[A]+Sec[A] |
| X(32001) | 2 Cot[A] Csc[A]-Sec[A] |
| X(32002) | (Cot[A]^2-3) Sec[A] |
| X(32087) | (3+Cos[A]) Csc[A]^2 |
| X(32099) | Csc[A] (3 Cot[A]+Csc[A]) |
| X(32533) | Cos[A]/(2+3 Cos[2 A]) |
| X(32534) | (2+3 Cos[2 A]) Sec[A] |
| X(32576) | (Sec[A / 4]^2) (1 + Sin[A / 2]) |
| X(32585) | Csc[A+Pi/6] Sin[2 A] |
| X(32586) | Csc[A-Pi/6] Sin[2 A] |
| X(32791) | Csc[A] (2+Csc[A]) |
| X(32792) | (2-Csc[A]) Csc[A] |
| X(32793) | Csc[A]^2 (2+Sin[A]) |
| X(32794) | Csc[A]^2 (2-Sin[A]) |
| X(32795) | Csc[A] (3+Csc[A]) |
| X(32796) | (-3+Csc[A]) Csc[A] |
| X(32797) | Csc[A] (1+3 Csc[A]) |
| X(32798) | Csc[A] (-1+3 Csc[A]) |
| X(32799) | Csc[A] (3+2 Csc[A]) |
| X(32800) | Csc[A] (-3+2 Csc[A]) |
| X(32801) | Csc[A] (2+3 Csc[A]) |
| X(32802) | Csc[A] (-2+3 Csc[A]) |
| X(32803) | Csc[A] (4+Csc[A]) |
| X(32804) | (-4+Csc[A]) Csc[A] |
| X(32805) | (2+Cot[A]) Csc[A] |
| X(32806) | (-2+Cot[A]) Csc[A] |
| X(32807) | (3+Cot[A]) Csc[A] |
| X(32808) | (1+3 Cot[A]) Csc[A] |
| X(32809) | (-1+3 Cot[A]) Csc[A] |
| X(32810) | (2+3 Cot[A]) Csc[A] |
| X(32811) | (-2+3 Cot[A]) Csc[A] |
| X(32812) | (4+Cot[A]) Csc[A] |
| X(32813) | (-4+Cot[A]) Csc[A] |
| X(32814) | (1+4 Cot[A]) Csc[A] |
| X(32828) | Csc[A]+Csc[A]^3 |
| X(32829) | Csc[A] (-3+Csc[A]^2) |
| X(32830) | Csc[A]-2 Csc[A]^3 |
| X(32831) | Csc[A] (-3+2 Csc[A]^2) |
| X(32832) | Csc[A] (2+Csc[A]^2) |
| X(32833) | Csc[A] (-2+3 Csc[A]^2) |
| X(32834) | Csc[A]+2 Csc[A]^3 |
| X(32835) | Csc[A] (-5+2 Csc[A]^2) |
| X(32836) | Csc[A] (-1+3 Csc[A]^2) |
| X(32837) | Csc[A] (-5+3 Csc[A]^2) |
| X(32838) | Csc[A] (3+Csc[A]^2) |
| X(32839) | Csc[A] (-5+Csc[A]^2) |
| X(32840) | Csc[A] (-3+4 Csc[A]^2) |
| X(32841) | Csc[A] (-5+4 Csc[A]^2) |
| X(32851) | Csc[A] (-2+Cot[A/2] Csc[A]) |
| X(32867) | Csc[A] (5+Csc[A]^2) |
| X(32868) | Csc[A] (1+5 Csc[A]^2) |
| X(32869) | Csc[A] (1-6 Csc[A]^2) |
| X(32870) | Csc[A] (5 + 2 Csc[A]^2) |
| X(32871) | Csc[A] (9 - 2 Csc[A]^2) |
| X(32872) | Csc[A] (3 + 4 Csc[A]^2) |
| X(32873) | Csc[A] (11 - 4 Csc[A]^2) |
| X(32874) | Csc[A] (1+6 Csc[A]^2) |
| X(32875) | Csc[A] (5-7 Csc[A]^2) |
| X(32876) | Csc[A] (9-7 Csc[A]^2) |
| X(32877) | Csc[A] (3-7 Csc[A]^2) |
| X(32878) | Csc[A] (1-7 Csc[A]^2) |
| X(32879) | Csc[A] (7-8 Csc[A]^2) |
| X(32880) | Csc[A] (3-8 Csc[A]^2) |
| X(32881) | Csc[A] (13-8 Csc[A]^2) |
| X(32882) | Csc[A] (1-8 Csc[A]^2) |
| X(32883) | Csc[A] (7 + Csc[A]^2) |
| X(32884) | Csc[A] (9 - Csc[A]^2) |
| X(32885) | Csc[A] (5 + 3 Csc[A]^2) |
| X(32886) | Csc[A] (3 + 5 Csc[A]^2) |
| X(32887) | Csc[A] (13 - 5 Csc[A]^2) |
| X(32888) | Csc[A] (1+7 Csc[A]^2) |
| X(32889) | Csc[A] (15-7 Csc[A]^2) |
| X(32890) | Csc[A] (5-11 Csc[A]^2) |
| X(32891) | Csc[A] (17-11 Csc[A]^2) |
| X(32892) | Csc[A] (1-9 Csc[A]^2) |
| X(32893) | Csc[A] (5+6 Csc[A]^2) |
| X(32894) | Csc[A] (1+8 Csc[A]^2) |
| X(32895) | Csc[A] (17-8 Csc[A]^2) |
| X(32896) | Csc[A] (7-9 Csc[A]^2) |
| X(32897) | Csc[A] (7+2 Csc[A]^2) |
| X(32898) | Csc[A] (11-2 Csc[A]^2) |
| X(33599) | (Sin[A]-Sin[2 A])/(Sin[2 A]-Sin[3 A]) |
| X(33602) | 1/(3 Sqrt[3] Cos[A]+2 Sin[A]) |
| X(33603) | 1/(3 Sqrt[3] Cos[A]-2 Sin[A]) |
| X(33604) | 1/(3 Sqrt[3] Cos[A]+4 Sin[A]) |
| X(33605) | 1/(3 Sqrt[3] Cos[A]-4 Sin[A]) |
| X(33606) | 1/(3 Sqrt[3] Cos[A]-5 Sin[A]) |
| X(33607) | 1/(3 Sqrt[3] Cos[A]+5 Sin[A]) |
| X(33653) | 1/(Sqrt[3]-Cot[A]+Csc[A]) |
| X(33654) | Sec[A/2-Pi/6] Sin[A/2] |
| X(33655) | 1/(Sqrt[3]+Cot[A]+Csc[A]) |
| X(33696) | 1/(1-10 Cos[A]) |
| X(33871) | Sin[A] (-3+Sin[A]^2) |
| X(33872) | Sin[A] (3+2 Sin[A]^2) |
| X(33881) | Sin[A] (6+Sin[A]^2) |
| X(33886) | Sin[A] (3+8 Sin[A]^2) |
| X(33939) | (1+2 Cos[A]) Csc[A]^3 |
| X(34089) | 1/(Cos[A]+4 Sin[A]) |
| X(34091) | 1/(Cos[A]-4 Sin[A]) |
| X(34121) | Cos[A]/(1+Csc[A]) |
| X(34125) | Cos[A]/(1-Csc[A]) |
| X(34201) | 1+2 Cos[A/2]+2 Cos[A] |
| X(34202) | 1/(1+2 Cos[A/2]+2 Cos[A]) |
| X(34288) | Sin[A]/(2+Cos[2 A]) |
| X(34289) | Csc[A]/(2+Cos[2 A]) |
| X(34389) | Csc[A]^2Sec[A-Pi/3] |
| X(34390) | Csc[A]^2Sec[A+Pi/3] |
| X(34391) | Csc[A]^3/(1+Cot[A]) |
| X(34392) | Csc[A]^3/(-1+Cot[A]) |
| X(34394) | Sin[A+Pi/3] Sin[A]^2 |
| X(34395) | Sin[A-Pi/3] Sin[A]^2 |
| X(34397) | Sin[3 A] Tan[A] |
| X(34446) | Sin[A]^2/(2-Cos[A]) |
| X(34483) | (Cot[A] Csc[A])/(4+Csc[A]^2) |
| X(34484) | 5 Sec[A]-4 Cos[A] |
| X(34535) | (-1+Cos[A]) Csc[A]/(1-2 Cos[A])^2 |
| X(34544) | (1+Cos[3 A]) Csc[A] |
| X(34545) | Csc[A]+4 Sin[A] |
| X(34754) | 3 Sqrt[3] Cos[A]+5 Sin[A] |
| X(34755) | 3 Sqrt[3] Cos[A]-5 Sin[A] |
| X(35198) | Sin[2 A-Pi/3] |
| X(35199) | Sin[2 A+Pi/3] |
| X(35472) | (4+5 Cos[2 A]) Sec[A] |
| X(35473) | 8 Cos[A]+Sec[A] |
| X(35475) | 8 Cos[A]+3 Sec[A] |
| X(35477) | 6 Cos[A]+Sec[A] |
| X(35478) | 12 Cos[A]+5 Sec[A] |
| X(35479) | (2+5 Cos[2 A]) Sec[A] |
| X(35501) | 5 Cos[A]+4 Sec[A] |
| X(35502) | (4+Cos[2 A]) Sec[A] |
| X(35595) | (5+2 Cos[A]) Csc[A] |
| X(35739) | (4-Sqrt[3]) Cos[A]-Sin[A] |
| X(35764) | Sec[A] (3-Cos[2 A]-Sin[2 A]) |
| X(35765) | Sec[A] (3-Cos[2 A]+Sin[2 A]) |
| X(35768) | Cos[A]+Sin[A]-2 |
| X(35769) | Cos[A]-Sin[A]-2 |
| X(35770) | Cos[A]-5 Sin[A] |
| X(35771) | Cos[A]+5 Sin[A] |
| X(35808) | Cos[A]+Sin[A]+2 |
| X(35809) | 2+Cos[A]-Sin[A] |
| X(36208) | Cos[A + Pi/6]^2*Sec[A - Pi/6] |
| X(36209) | Cos[A - Pi/6]^2*Sec[A + Pi/6] |
| X(36210) | Csc[A]*(4 - 3*Sec[A + Pi/6]^2) |
| X(36211) | Csc[A]*(4 - 3*Sec[A - Pi/6]^2) |
| X(36296) | Cos[A] Sec[A-Pi/6] Sin[A] |
| X(36297) | Cos[A] Sec[A+Pi/6] Sin[A] |
| X(36416) | Cos[2 A]^2 Sec[A] Tan[A] |
| X(36417) | Sin[A]^3 Tan[A]^2 |
| X(36423) | (1+2 Cos[2 A])^2 Sec[A] Tan[A] |
| X(36429) | (2 Cos[A]+Sec[A])^2 Sin[A] |
| X(36433) | Cos[A]^4 Sin[A]^3 |
| X(36434) | Sec[A] Tan[A]^3 |
| X(36836) | 4 Cos[A]+Sqrt[3] Sin[A] |
| X(36843) | 4 Cos[A]-Sqrt[3] Sin[A] |
| X(36910) | (Cot[A]+Csc[A])/(-1+2 Cos[A]) |
| X(36916) | (2 Cot[A/2])/(-2+Cos[A]) |
| X(36932) | (Sqrt[3]+Cot[A]+Csc[A]) Sec[A+Pi/6] |
| X(36933) | (Sqrt[3]-Cot[A]-Csc[A]) Sec[A-Pi/6] |
| X(37587) | 5-4 Cos[A] |
| X(37602) | 7-2 Cos[A] |
| X(37672) | 2 Csc[A]-3 Sin[A] |
| X(37772) | 1-Sqrt[3] Tan[A/2] |
| X(37773) | 1+Sqrt[3] Tan[A/2] |
| X(37802) | Csc[A] (2+Sec[2 A]) |
| X(37848) | Cos[A-Pi/6]^2 Csc[A+Pi/6] |
| X(37850) | Cos[A+Pi/6]^2 Csc[A-Pi/6] |
| X(37874) | 1/(5 Sin[A]+Sin[3 A]) |
| X(38415) | Csc[A]*Sec[A/3 + Pi/6]*Sin[A/3] |
| X(38416) | Cos[A/3 - Pi/6]*Csc[A/3]*Csc[A] |
| X(38417) | Cos[A/3 + Pi/6]*Csc[A]*Sec[A/3 - Pi/6] |
| X(38488) | (1+Csc[A])/(2+Sin[A]) |
| X(39150) | (1+Sin[A-Pi/6])/(1-2 Cos[A]) |
| X(39151) | (1-Sin[A+Pi/6])/(1-2 Cos[A]) |
| X(39152) | (1-2 Cos[A]) Sec[A+Pi/6] |
| X(39153) | (1-2 Cos[A]) Sec[A-Pi/6] |
| X(39312) | (Csc[A] (1+Csc[A]))/(2+Csc[A]) |
| X(39624) | (3*A - Pi)*Csc[A] |
| X(39625) | Sin[A]/(3*A - Pi) |
| X(39626) | Csc[A]/(3*A - Pi) |
| X(39627) | (3*A - Pi)*Sin[A] |
| X(39641) | Sin[A] + I*Cos[A] |
| X(39642) | Sin[A] - I*Cos[A] |
| X(40032) | (2 Cot[A] Csc[A])/(3+Cos[2 A]) |
| X(40050) | Cot[A] Csc[A]^5 |
| X(40075) | (1-2 Cos[A]) Csc[A]^4 |
| X(40359) | Csc[A]^9 |
| X(40360) | Cot[A] Csc[A]^7 |
| X(40362) | Csc[A]^7 |
| X(40363) | Csc[A/2]^2 Csc[A]^4 |
| X(40364) | Cot[A] Csc[A]^4 |
| X(40373) | Cos[A] Sin[A]^6 |
| X(40709) | Cot[A] Sec[A-Pi/6] |
| X(40710) | Cot[A] Sec[A+Pi/6] |
| X(40711) | Cot[A] Csc[A-Pi/6] |
| X(40712) | Cot[A] Csc[A+Pi/6] |
| X(40713) | Cos[A/2+Pi/6] Csc[A/2] Csc[A] |
| X(40714) | Cos[A/2-Pi/6] Csc[A/2] Csc[A] |
| X(41225) | Tan[A/2-Pi/6] |
| X(41226) | (2 Cot[A]+Csc[A])/(1-2 Cos[A]) |
| X(41280) | Sin[A/2]^2 Sin[A]^4 |
| X(41281) | Sin[A/2]^2 Sin[A]^6 |
| X(41282) | (1+Cos[3 A]) Tan[A/2]^2 |
| X(41283) | Csc[A]^4 Sec[A/2]^2 |
| X(41286) | Sin[A/2]^2 Sin[A]^8 |
| X(41287) | Csc[A]^6 Sec[A/2]^2 |
| X(41288) | Sin[A/2]^2 Sin[A]^10 |
| X(41289) | Csc[A]^8 Sec[A/2]^2 |
| X(41290) | Csc[A]^10 Sec[A/2]^2 |
| X(41441) | Sin[A]/(1-3 Cos[A]) |
| X(41477) | Sin[A] (2+2 Sqrt[3] Cot[A]+3 Csc[A]^2) |
| X(41478) | Sin[A] (2-2 Sqrt[3] Cot[A]+3 Csc[A]^2) |
| X(41515) | Sec[A]/(1+Cot[A]) |
| X(41516) | Sec[A]/(1-Cot[A]) |
| X(41885) | Csc[A] (1+Cos[A/2]-Sin[A/2]) |
| X(42013) | 1/(1 + Cot[A] - Csc[A]) |
| X(42021) | (Cot[A] Csc[A])/(2+Csc[A]^2) |
| X(42032) | (2 (2+Cos[A]) Csc[A])/(-1+Cos[A]) |
| X(42033) | (4-3 Csc[A/2]^2) Csc[A] |
| X(42115) | 3 Sqrt[3] Cos[A]-2 Sin[A] |
| X(42116) | 3 Sqrt[3] Cos[A]+2 Sin[A] |
| X(42614) | Csc[(A + Pi)/4]*Sin[(5*A + Pi)/4] |
| X(42615) | Csc[A]/(Cot[A] + Cot[(3*A + Pi)/6]) |
| X(42616) | Csc[(3*A + Pi)/6]*Sin[(9*A + Pi)/6] |
| X(42617) | Csc[A]/(Cot[A] + Cot[(A + Pi)/4]) |
| X(42618) | Cos[2*A + Pi/6]*Sec[3*A + Pi/6] |
| X(42619) | Cos[3*A + Pi/6]*Sec[2*A + Pi/6] |
| X(42620) | Cos[(7*A)/2]*Sec[(5*A)/2] |
| X(42621) | Cos[(5*A)/2]*Sec[(7*A)/2] |
| X(42622) | Sin[A/2]*(1 + Sin[A/2]) |
| X(42623) | Sin[A]*(Sec[A - Pi/6] + Tan[A - Pi/6]) |
| X(42624) | Sin[A]*(Sec[A + Pi/6] + Tan[A + Pi/6]) |
| X(42676) | Cos[A/2 - Pi/12]*Sec[A/2 + Pi/12] |
| X(42677) | Cos[A/2 - Pi/6]*Sec[A/2 + Pi/6] |
| X(42678) | Csc[A/2 - Pi/12]*Sin[A/2 + Pi/12] |
| X(42679) | Csc[A/2 + Pi/12]*Sin[A/2 - Pi/12] |
| X(42680) | Cos[A/2 + Pi/6]*Sec[A/2 - Pi/6] |
| X(42681) | Cos[A/2 + Pi/12]*Sec[A/2 - Pi/12] |
| X(42696) | (2+Cos[A]) Csc[A]^2 |
| X(42697) | (2-Cos[A]) Csc[A]^2 |
| X(43415) | 15 Cos[A]-8 Sin[A] |
| X(43440) | 1/(Cos[A] - 7*Sqrt[3]*Sin[A]) |
| X(43441) | 1/(Cos[A] + 7*Sqrt[3]*Sin[A]) |
| X(43442) | 1/(Cos[A] - 5*Sqrt[3]*Sin[A]) |
| X(43443) | 1/(Cos[A] + 5*Sqrt[3]*Sin[A]) |
| X(43444) | 1/(Cos[A] - 4*Sqrt[3]*Sin[A]) |
| X(43445) | 1/(Cos[A] + 4*Sqrt[3]*Sin[A]) |
| X(43446) | 1/(Cos[A] - 2*Sqrt[3]*Sin[A]) |
| X(43447) | 1/(Cos[A] + 2*Sqrt[3]*Sin[A]) |
| X(43536) | 1/(3*Cos[A] + 4*Sin[A]) |
| X(43540) | Csc[A]/(Sqrt[3] + 6*Cot[A]) |
| X(43541) | Csc[A]/(Sqrt[3] - 6*Cot[A]) |
| X(43542) | Csc[A]/(2*Sqrt[3] + 3*Cot[A]) |
| X(43543) | Csc[A]/(2*Sqrt[3] - 3*Cot[A]) |
| X(43544) | Csc[A]/(5*Sqrt[3] + 3*Cot[A]) |
| X(43545) | Csc[A]/(5*Sqrt[3] - 3*Cot[A]) |
| X(43546) | Csc[A]/(Sqrt[3] + 5*Cot[A]) |
| X(43547) | Csc[A]/(Sqrt[3] - 5*Cot[A]) |
| X(43548) | Csc[A]/(7*Sqrt[3] + 3*Cot[A]) |
| X(43549) | Csc[A]/(7*Sqrt[3] - 3*Cot[A]) |
| X(43550) | Csc[A]/(Sqrt[3] + 7*Cot[A]) |
| X(43551) | Csc[A]/(Sqrt[3] - 7*Cot[A]) |
| X(43552) | Csc[A]/(Sqrt[3] + 12*Cot[A]) |
| X(43553) | Csc[A]/(Sqrt[3] - 12*Cot[A]) |
| X(43554) | Csc[A]/(4*Sqrt[3] + 3*Cot[A]) |
| X(43555) | Csc[A]/(4*Sqrt[3] - 3*Cot[A]) |
| X(43556) | Csc[A]/(Sqrt[3] + 4*Cot[A]) |
| X(43557) | Csc[A]/(Sqrt[3] - 4*Cot[A]) |
| X(43558) | Csc[A]/(5 + Cot[A]) |
| X(43559) | Csc[A]/(5 - Cot[A]) |
| X(43560) | Csc[A]/(1 + 4*Cot[A]) |
| X(43561) | Csc[A]/(1 - 4*Cot[A]) |
| X(43562) | Csc[A]/(1 + 9*Cot[A]) |
| X(43563) | Csc[A]/(1 - 9*Cot[A]) |
| X(43564) | Csc[A]/(6 + Cot[A]) |
| X(43565) | Csc[A]/(6 - Cot[A]) |
| X(43566) | Csc[A]/(1 + 6*Cot[A]) |
| X(43567) | Csc[A]/(1 - 6*Cot[A]) |
| X(43568) | Csc[A]/(5 + 3*Cot[A]) |
| X(43569) | Csc[A]/(5 - 3*Cot[A]) |
| X(43570) | Csc[A]/(3 + 5*Cot[A]) |
| X(43571) | Csc[A]/(3 - 5*Cot[A]) |
| X(43652) | 7*Cos[A] + Cos[3*A] |
| X(43699) | Cos[A]/(5 + 7*Cos[2*A]) |
| X(43731) | 1/(3 - 4*Cos[A]) |
| X(43732) | 1/(3 + 4*Cos[A]) |
| X(43733) | 1/(2 + 3*Cos[A]) |
| X(43734) | 1/(2 - 3*Cos[A]) |
| X(43973) | Csc[A]*Tan[4*A] |
| X(43983) | (-3 + Cos[A])*Csc[A]/(1 + Cos[A]) |
| X(44022) | 1/(2 + Sqrt[3]*(-1 + Cos[A]) + Sin[A]) |
| X(44024) | 1/(2 - Sqrt[3]*(-1 + Cos[A]) + Sin[A]) |
| X(44077) | Cos[2 A] Sin[A] Tan[A] |
| X(44080) | (2+Cos[2 A]) Sin[A] Tan[A] |
| X(44134) | 3 Cot[A] Csc[A]+Sec[A] |
| X(44159) | Csc[A/2]^2 Csc[A]^6 |
| X(44161) | Csc[A]^6 Sec[A] |
| X(44162) | Sin[A]^5 Tan[A] |
| X(44179) | 1-Cot[A]^2 |
| X(44180) | Cos[3 A] Csc[A]^2 |
| X(44192) | Cos[A]-1/(Sin[A]+Cos[A]) |
| X(44193) | Cos[A]+1/(Sin[A]-Cos[A]) |
| X(44688) | Cos[A-Pi/6] Cot[A/2] Csc[A] |
| X(44689) | Cos[A+Pi/6] Cot[A/2] Csc[A] |
| X(44690) | Cot[A/2]*Csc[A]*Sec[A - Pi/6] |
| X(44691) | Cot[A/2]*Csc[A]*Sec[A + Pi/6] |
| X(44718) | Cos[A - Pi/6]*Cot[A] |
| X(44719) | Cos[A + Pi/6]*Cot[A] |
| X(44794) | (-1 + Cos[A])*Csc[A]/(2*(-3 + Cos[A])) |
| X(44878) | (2 + 7*Cos[2*A])*Sec[A] |
| X(44879) | 8*Cos[A] - 3*Sec[A] |
| X(44880) | 20*Cos[A] - 7*Sec[A] |
| X(45071) | (2 + Tan[A])/(Cos[A] + Sec[A] + Sin[A]) |
| X(45072) | (2 - Tan[A])/(Cos[A] + Sec[A] - Sin[A]) |
| X(45392) | Cos[(5 A)/2] Csc[A/2] Csc[A] |
| X(45805) | (1 + Cot[A])*Csc[A]^3 |
| X(45806) | (1 - Cot[A])*Csc[A]^3 |
| X(46073) | Cos[A + Pi/6]/(1 - 2*Cos[A]) |
| X(46077) | Cos[A - Pi/6]/(1 - 2*Cos[A]) |
| X(46112) | Cos[A]Sin[A + Pi/3]Sin[A] |
| X(46113) | Cos[A]Sin[A - Pi/3]Sin[A] |
| X(46175) | Csc[A]^2*(1 - Sin[A - Pi/6]) |
| X(46176) | Csc[A]^2*(1 + Sin[A + Pi/6]) |
| X(46204) | Sin[A]/(4 + 5*Cos[2*A]) |
| X(46205) | 1/(4 + 5*Cos[2*A]) |
| X(46208) | Sin[A]/(3 + 5*Cos[2*A]) |
| X(46209) | 1/(3 + 5*Cos[2*A]) |
| X(46212) | Sin[A]/(5 + 13*Cos[2*A]) |
| X(46213) | 1/(5 + 13*Cos[2*A]) |
| X(46217) | Sin[A]/(3 - 5*Cos[2*A]) |
| X(46218) | 1/(3 - 5*Cos[2*A]) |
| X(46223) | Sin[A]/(4 - 5*Cos[2*A]) |
| X(46224) | 1/(4 - 5*Cos[2*A]) |
| X(46473) | 1/(Sqrt[2] Cos[A]+Sin[A]) |
| X(46476) | 1/(Sqrt[2] Cos[A]-Sin[A]) |
| X(46744) | Csc[A] (1+Csc[A]) Sec[A] |
| X(46745) | (-1+Csc[A]) Csc[A] Sec[A] |
| X(46891) | Csc[A]/(-1+Cot[A/4]) |
| X(46892) | Csc[A]/(-1+Tan[A/4]) |
| X(46925) | Sec[A] Tan[A-Pi/6] |
| X(46926) | Sec[A] Tan[A+Pi/6] |
| X(46929) | (Csc[A] (Cos[A]-4 Sec[A]))/(Csc[A]+Sin[A]) |
| X(46951) | Csc[A] + 3*Csc[A]^3 |
| X(46952) | 1/(Csc[A] + Sin[A]) |
| X(47485) | 8 Cos[A]-5 Sec[A] |
| X(47486) | (-1+6 Cos[2 A]) Sec[A] |
| X(50245) | 1/((2+Sqrt[3]) Cos[A]+3 Sin[A]) |
| X(50246) | 1/(3 (-2+Sqrt[3]) Cos[A]-Sin[A]) |
| X(50433) | Sin[A]/(3-Tan[A]^2) |
| X(50465) | Cos[A] Cos[A+Pi/6] Sec[A-Pi/6] |
| X(50466) | Cos[A] Cos[A-Pi/6] Sec[A+Pi/6] |
| X(50468) | Cos[A] Sec[A-Pi/6] Sin[A+Pi/6] |
| X(50469) | Cos[A] Sec[A+Pi/6] Sin[A-Pi/6] |
| X(51316) | Sin[A]/(1+3 Cos[2 A]) |
| X(51477) | Cos[A]/(3-Cot[A]^2) |
| X(51316) | 1/(2 Csc[A]-3 Sin[A]) |
| X(51477) | Cos[A]/(-3+Cot[A]^2) |
| X(51539) | Sin[A] (Cos[2 A]+I Sin[2 A]) |
| X(51540) | Sin[A] (Cos[2 A]-I Sin[2 A]) |
| X(51546) | Csc[A-Pi/6] Sin[A] Sin[A+Pi/6] |
| X(51547) | Csc[A+Pi/6] Sin[A] Sin[A-Pi/6] |
| X(51727) | (2+Sqrt[3]) Cos[A]+3 Sin[A] |
| X(51728) | 3 (-2+Sqrt[3]) Cos[A]-Sin[A] |
| X(51780) | (5+Cos[A]) Csc[A] |
| X(51805) | Cos[A + Pi/6]*Sec[A - Pi/6] |
| X(51806) | Cos[A - Pi/6]*Sec[A + Pi/6] |
| X(51817) | 5+8 Cos[A] |
| X(51833) | Sec[A] (1+2 Sec[2 A]) |
| X(51890) | Cot[A + Pi/6] Sin[A] |
| X(51891) | Cot[A - Pi/6] Sin[A] |
| X(52059) | (1-2 Cos[A])^2 Sin[A] |
| X(52153) | 1/(3 Cot[A] Csc[A]-Sec[A]) |
| X(52154) | 1/(3 Csc[A]-8 Sin[A]) |
| X(52187) | 1/(3 Csc[A]-Sin[A]) |
| X(52188) | 1/(3 Csc[A]+Sin[A]) |
| X(52201) | Cos[A] (Sqrt[3]-2 Sin[A])/(1+2 Cos[2 A]) |
| X(52202) | Cos[A] (Sqrt[3]+2 Sin[A])/(1+2 Cos[2 A]) |
| X(52203) | Cos[A] Sec[2 A-Pi/6] |
| X(52204) | Cos[A] Sec[2 A+Pi/6] |
| X(52220) | Cos[2 A-Pi/6] Csc[A]^2 Sec[A-Pi/6] |
| X(52221) | Cos[2 A+Pi/6] Csc[A]^2 Sec[A+Pi/6] |
| X(52223) | 1/(2*Csc[A] - Sin[A]) |
| X(52224) | 1/(2*Csc[A] + Sin[A]) |
| X(52294) | Sec[A]*(3 + 4*Sin[A]^2) |
| X(52344) | 1/(Cos[A] - Cos[2*A]) |
| X(52348) | Cot[A]*Sin[A + Pi/6] |
| X(52349) | Cot[A]*Sin[A - Pi/6] |
| X(52350) | Cos[A]*Cot[A]*Sec[2*A] |
| X(52351) | Cot[A]/(1 - 2*Cos[A]) |
| X(52371) | (1 + Cos[A])/(-1 + 2*Cos[A]) |
| X(52372) | (1 - Cos[A])/(2 + 4*Cos[A]) |
| X(52374) | (-1 + Cos[A])*Csc[A]/(2 + 4*Cos[A]) |
| X(52381) | Cot[A]/(1 + 2*Cos[A]) |
| X(52392) | (Cot[A] - Csc[A])*Csc[A]/(-2 + Sec[A]) |
| X(52405) | 3*Cot[A/2] - 2*Sin[A] |
| X(52406) | Cot[A]*Csc[A/2]^4 |
| X(52407) | (1 - 2*Cos[A])*Cos[A] |
| X(52408) | Cos[A]*(1 + 2*Cos[A]) |
| X(52409) | Csc[A]*(Cot[A] + Csc[A])/(-1 + 2*Cos[A]) |
| X(52410) | (-1 + Cos[A])^2*Sin[A] |
| X(52411) | Sin[A]^3/(1 + Sec[A]) |
| X(52412) | Csc[A]*(2 + Sec[A]) |
| X(52413) | 2*Sin[A] - Tan[A] |
| X(52414) | 3*Cot[A] - Tan[A] |
| X(52415) | Cos[2*A]*Csc[3*A]*Tan[A] |
| X(52416) | 2*Cos[3*A] + Sec[A] |
| X(52417) | (1 + 2*Cos[4*A])*Sec[A] |
| X(52418) | Sec[A]^2*Sin[3*A] |
| X(52419) | (1 + Sin[A])/(1 + Cos[A]) |
| X(52420) | Csc[A]*(-1 + Cos[A] + Tan[A/2]) |
| X(52421) | Csc[A]*(2*Cot[A] + Csc[A])/(1 + Cos[A]) |
| X(52422) | Csc[A]*(2 + Sec[A/2]^2) |
| X(52423) | (-2 + Cos[A] + Cos[2*A])*Csc[A] |
| X(52424) | (2 + Cos[A])*Tan[A/2] |
| X(52425) | Cos[A/2]^2*Sin[2*A] |
| X(52426) | (Cos[A] + Cos[2*A])*Sin[A] |
| X(52427) | (Cot[A/2] - 2*Sin[A])*Tan[A] |
| X(52428) | 3 + 2*Cos[A] - Cos[2*A] |
| X(52429) | (1 + Cos[A])/(-2 + Cos[A]) |
| X(52430) | Cos[A]^2*Sin[A]^2 |
| X(52431) | Sin[A]/(2 - Sec[A]) |
| X(52432) | Cos[2*A]^2*Sec[A] |
| X(52433) | (3 - 2*Cos[2*A])*Sin[A] |
| X(52434) | (1 - 2*Cos[A])*Sin[A]^2 |
| X(52435) | Sin[A]*Sin[4*A] |
| X(52436) | Cos[2*A]*Sin[A]^3 |
| X(52437) | (1 + 2*Cos[2*A])*Cot[A]*Csc[A] |
| X(52438) | (2 + Cos[2*A])*Sin[A]^3 |
| X(52439) | Sin[A]*Tan[A]^3 |
| X(52440) | Cos[(3*A)/2]*Csc[A]*Sin[A/2]^3 |
| X(52470) | 4 Cos[A]+Sec[A] Tan[A]^2 |
| X(52634) | 4 Cos[A]-Sec[A] Tan[A]^2 |
| X(52709) | (Cos[A] - 5) Csc[A]^2 |
| X(52710) | 3 Cot[A] Csc[A]+2 Sec[A] |
| X(52801) | 1/(1+4 Sin[A/2]) |
| X(52802) | 1+4 Sin[A/2] |
| X(52999) | (Sec[A/2] + Tan[A/2])^2 |
| X(53063) | Sin[A] (-1+Cos[A]+Sin[A]) |
| X(53064) | (-1+Cos[A]-Sin[A]) Sin[A] |
| X(53065) | Sin[A] (1+Cos[A]+Sin[A]) |
| X(53066) | (1+Cos[A]-Sin[A]) Sin[A] |
| X(53071) | Csc[A/4]^2*(1 + Sin[A/2]) |
| X(53076) | 1/(1 + Cos[A/2] - Sin[A/2])^2 |
| X(53077) | 1/(1 - Cos[A/2] - Sin[A/2])^2 |
| X(53116) | 1+Cos[A/2] |
| X(53117) | 1-Cos[A/2] |
| X(53118) | 1+Sin[A/2] |
| X(53119) | 1-Sin[A/2] |
| X(53120) | (1+Cos[A/2]) Csc[A]^2 |
| X(53121) | (1-Cos[A/2]) Csc[A]^2 |
| X(53122) | Csc[A]^2 (1+Sin[A/2]) |
| X(53123) | Csc[A]^2 (1-Sin[A/2]) |
| X(54402) | 1 + Sqrt[3]*Sin[A] |
| X(54403) | 1 - Sqrt[3]*Sin[A] |
| X(54428) | 1+2 Sin[A] Tan[A] |
| X(54435) | Sqrt[3]-Sin[A] |
| X(54436) | Sqrt[3]+Sin[A] |
| X(54437) | 2+Sqrt[3] Sin[A] |
| X(54438) | 2-Sqrt[3] Sin[A] |
| X(54443) | Csc[A] (2+Cot[A] Csc[A]) |
| X(54444) | Cot[A]+2 Sin[A] |
| X(54479) | Csc[A]/(Sqrt[3]-27 Cot[A]) |
| X(54480) | Csc[A]/(Sqrt[3]+27 Cot[A]) |
| X(54534) | Csc[A]/(1 + 3*(2 + Sqrt[3])*Cot[A]) |
| X(54535) | Csc[A]/(1 - 3*(2 - Sqrt[3])*Cot[A]) |
| X(54536) | Csc[A]/(1 - 3*(-1 + Sqrt[2])*Cot[A]) |
| X(54537) | Csc[A]/(1 + 3*(-1 + Sqrt[2])*Cot[A]) |
| X(54538) | Csc[A]/(1 - 3*(2 + Sqrt[3])*Cot[A]) |
| X(54542) | Csc[A]/(1+12 Cot[A]) |
| X(54543) | Csc[A]/(1-12 Cot[A]) |
| X(54574) | Csc[A]/(Sqrt[3]-63 Cot[A]) |
| X(54575) | Csc[A]/(Sqrt[3]+63 Cot[A]) |
| X(54576) | Csc[A]/(Sqrt[3]-45 Cot[A]) |
| X(54577) | Csc[A]/(Sqrt[3]+45 Cot[A]) |
| X(54578) | Csc[A]/(Sqrt[3]-36 Cot[A]) |
| X(54579) | Csc[A]/(Sqrt[3]+36 Cot[A]) |
| X(54580) | Csc[A]/(Sqrt[3]-18 Cot[A]) |
| X(54581) | Csc[A]/(Sqrt[3]+18 Cot[A]) |
| X(54591) | Csc[A]/(Sqrt[3]+21 Cot[A]) |
| X(54592) | Csc[A]/(Sqrt[3]-21 Cot[A]) |
| X(54593) | 1/(3*Sqrt[3]*Cos[A] + 7*Sin[A]) |
| X(54594) | 1/(3*Sqrt[3]*Cos[A] - 7*Sin[A]) |
| X(54595) | 1/(15 Cos[A]+Sin[A]) |
| X(54596) | 1/(15 Cos[A]-Sin[A]) |
| X(54597) | 1/(3 Cos[A]-4 Sin[A]) |
| X(54598) | 1/(18 Cos[A]+Sin[A]) |
| X(54599) | 1/(18 Cos[A]-Sin[A]) |
| X(54634) | 1/(3 Sqrt[2] Cos[A]+2 Sin[A]) |
| X(54635) | 1/(3 Sqrt[2] Cos[A]-2 Sin[A]) |
| X(54636) | Csc[A]/(2-3 Cos[A]^2) |
| X(55336) | Csc[A]*Sqrt[Cot[A/2]] |
| X(55385) | Cot[A] - Csc[A]^2 |
| X(55386) | Cot[A] + Csc[A]^2 |
| X(55387) | Cot[A]*(-1 + Csc[A]) |
| X(55388) | Cot[A]*(1 + Csc[A]) |
| X(55389) | -1 + Cot[A] + Tan[A] |
| X(55390) | 1 + Cot[A] + Tan[A] |
| X(55391) | -1 + Cot[A]*Csc[A] |
| X(55392) | 1 + Cot[A]*Csc[A] |
| X(55393) | Csc[A]^2 - Sec[A] |
| X(55394) | Csc[A]^2 + Sec[A] |
| X(55395) | Cot[A] - Sec[A] |
| X(55396) | Cot[A] + Sec[A] |
| X(55397) | -1 + Cot[A] |
| X(55398) | 1 + Cot[A] |
| X(55399) | (-1 + Cot[A]*Csc[A])*Sin[A] |
| X(55400) | (1 + Cot[A]*Csc[A])*Sin[A] |
| X(55401) | Cot[A] - Sec[A]*Tan[A] |
| X(55402) | Cot[A] + Sec[A]*Tan[A] |
| X(55403) | -1 + Sec[A]*Tan[A] |
| X(55404) | 1 + Sec[A]*Tan[A] |
| X(55405) | (-1 + 2*Cot[A]*Csc[A])*Sin[A] |
| X(55406) | (1 + 2*Cot[A]*Csc[A])*Sin[A] |
| X(55407) | 2*Cot[A] - Sec[A]*Tan[A] |
| X(55408) | 2*Cot[A] + Sec[A]*Tan[A] |
| X(55409) | -1 + Cos[A]*Cot[A] |
| X(55410) | 1 + Cos[A]*Cot[A] |
| X(55411) | Cos[A]*Cot[A] - Sec[A] |
| X(55412) | Cos[A]*Cot[A] + Sec[A] |
| X(55413) | Cos[A]*Cot[A] - Sec[A]*Tan[A] |
| X(55414) | Cos[A]*Cot[A] + Sec[A]*Tan[A] |
| X(55415) | Sin[A] + Sec[A]*Tan[A] |
| X(55416) | 2*Cot[A] - Csc[A]^3 |
| X(55417) | 2*Cot[A] + Csc[A]^3 |
| X(55418) | -(Cot[A]*(2 - Cot[A]*Csc[A])) |
| X(55419) | Cot[A]*(2 + Cot[A]*Csc[A]) |
| X(55420) | (1 + Cos[A] - Csc[A])*Csc[A] |
| X(55421) | Csc[A]*(1 + Cos[A] + Csc[A]) |
| X(55422) | (1 + Cos[A] - Cot[A])*Csc[A] |
| X(55423) | (1 + Cos[A] + Cot[A])*Csc[A] |
| X(55424) | -1 - Csc[A] + Csc[A]*Sec[A] |
| X(55425) | 1 + Csc[A]*(1 + Sec[A]) |
| X(55426) | -1 - Csc[A] + Cot[A]*Csc[A] |
| X(55427) | 1 + (1 + Cot[A])*Csc[A] |
| X(55428) | -Csc[A] + Csc[A]^2 - Sec[A] |
| X(55429) | Csc[A]*(1 + Csc[A] + Tan[A]) |
| X(55430) | Cot[A] + Csc[A] - Sec[A] |
| X(55431) | Cot[A] + Csc[A] + Sec[A] |
| X(55432) | (1 + Csc[A]*(Cot[A] + Csc[A]))*Sin[A] |
| X(55433) | Cot[A] - Csc[A]*Sec[A]^2 |
| X(55434) | Cot[A] + Csc[A]*Sec[A]^2 |
| X(55435) | -1 + Csc[A] + Sec[A]*Tan[A] |
| X(55436) | 1 + Csc[A] + Sec[A]*Tan[A] |
| X(55437) | (1 - 2*Cot[A]*Csc[A] + Csc[A]^2)*Sin[A] |
| X(55438) | (1 + 2*Cot[A]*Csc[A] + Csc[A]^2)*Sin[A] |
| X(55439) | 2*Cot[A] - Csc[A]*Sec[A]^2 |
| X(55440) | 2*Cot[A] + Csc[A]*Sec[A]^2 |
| X(55441) | -1 + Cos[A]*Cot[A] + Csc[A] |
| X(55442) | 1 + Cos[A]*Cot[A] + Csc[A] |
| X(55443) | Cos[A]*Cot[A] + Csc[A] - Sec[A] |
| X(55444) | Cos[A]*Cot[A] + Csc[A] + Sec[A] |
| X(55445) | Cos[A]*Cot[A] + Csc[A] - Sec[A]*Tan[A] |
| X(55446) | Csc[A]*(Cos[A]^2 + Sec[A]^2) |
| X(55447) | Sin[A]*(1 + Csc[A]^2 + Sec[A]^2) |
| X(55448) | 2*Cot[A] - Csc[A] - Csc[A]^3 |
| X(55449) | 2*Cot[A] + Csc[A] + Csc[A]^3 |
| X(55450) | (-1 + Cos[A] - Csc[A])*Csc[A] |
| X(55451) | Csc[A]*(-1 + Cos[A] + Csc[A]) |
| X(55452) | (-1 + Cos[A] - Cot[A])*Csc[A] |
| X(55453) | (-1 + Cos[A] + Cot[A])*Csc[A] |
| X(55454) | -1 + Csc[A]*(1 + Sec[A]) |
| X(55455) | 1 + Csc[A]*(-1 + Sec[A]) |
| X(55456) | -1 + (1 + Cot[A])*Csc[A] |
| X(55457) | 1 + (-1 + Cot[A])*Csc[A] |
| X(55458) | Csc[A]*(1 + Csc[A]) - Sec[A] |
| X(55459) | Csc[A]*(-1 + Csc[A] + Tan[A]) |
| X(55460) | Csc[A]*(-1 + Cos[A] - Tan[A]) |
| X(55461) | Csc[A]*(-1 + Cos[A] + Tan[A]) |
| X(55462) | Cot[A/2] - Sec[A]*Tan[A] |
| X(55463) | Csc[A]*(-1 + Cos[A] + Tan[A]^2) |
| X(55464) | 1 + Csc[A] - Sec[A]*Tan[A] |
| X(55465) | -1 + Csc[A] - Sec[A]*Tan[A] |
| X(55466) | (2 + Cos[A])*Cot[A] |
| X(55467) | 2*Cot[A] + Csc[A] - Sec[A]*Tan[A] |
| X(55468) | Csc[A]*(-1 + 2*Cos[A] + Tan[A]^2) |
| X(55469) | (1 + 2*Cos[A] - Cot[A]^2)*Csc[A] |
| X(55470) | (-1 + 2*Cos[A] + Cot[A]^2)*Csc[A] |
| X(55471) | ((-1+2 Cot[A]) Csc[A])/(-1+Cot[A]) |
| X(55472) | Cot[A]+Csc[A]-Csc[A] Sec[A] |
| X(55473) | -Csc[A] + Cot[A]*Csc[A] - Sec[A] |
| X(55474) | (1 + Cot[A])*Csc[A] + Sec[A] |
| X(55475) | 1 + Csc[A] - Sec[A] |
| X(55476) | 1 + Csc[A] + Sec[A] |
| X(55477) | (-2+Cot[A]) Csc[A]/(1-Cot[A]) |
| X(55478) | Csc[A] Sec[A]+Tan[A/2] |
| X(55479) | (-1 + Cot[A] + Cot[A]^2)*Sec[A] |
| X(55480) | -Csc[A] + Csc[A]^2*Sec[A] |
| X(55481) | -1 + Csc[A] + Sec[A] |
| X(55482) | -1 + Csc[A] - Sec[A] |
| X(55529) | Csc[A]/(Cos[2*A] - Sin[2*A]) |
| X(55530) | Csc[A]/(Cos[2*A] + Sin[2*A]) |
| X(55531) | Csc[A]/(-1 + Tan[2*A]) |
| X(55532) | Csc[A]/(1 + Tan[2*A]) |
| X(55533) | (2*Cos[A])/(Cos[2*A] - Sin[2*A]) |
| X(55534) | (2*Cos[A])/(Cos[2*A] + Sin[2*A]) |
| X(55535) | (Csc[A]*Tan[2*A])/(Cos[2*A] - Sin[2*A]) |
| X(55536) | (Csc[A]*Tan[2*A])/(Cos[2*A] + Sin[2*A]) |
| X(55537) | Csc[A] + (4*Cos[A])/(Cos[2*A] - Sin[2*A]) |
| X(55538) | Csc[A] - (4*Cos[A])/(Cos[2*A] + Sin[2*A]) |
| X(55539) | Csc[A]*(-1 + Sin[4*A]) |
| X(55540) | Csc[A]*(1 + Sin[4*A]) |
| X(55541) | Csc[A]/(-1 + Sin[4*A]) |
| X(55542) | Csc[A]/(1 + Sin[4*A]) |
| X(55543) | Cos[2*A]*Csc[A]/(-1 + Sin[4*A]) |
| X(55544) | (Cos[2*A]*Csc[A])/(1 + Sin[4*A]) |
| X(55545) | (-2*Cos[A])/(-1 + Sin[4*A]) |
| X(55546) | (2*Cos[A])/(1 + Sin[4*A]) |
| X(55547) | (Csc[A]*(1 + Sin[4*A])/(-1 + Sin[4*A])) |
| X(55548) | Csc[A]*(-1 + 2/(1 + Sin[4*A])) |
| X(55549) | Cos[A]^2*Sec[2*A]*Sin[A] |
| X(55550) | Csc[A]*(Cos[2*A] + Sec[2*A]) |
| X(55551) | Cos[2*A]*Cot[2*A]*Csc[A] |
| X(55552) | Csc[A]*(Cot[2*A] - Tan[2*A]) |
| X(55553) | Csc[A]*Csc[4*A] |
| X(55554) | Csc[A]*(Cos[2*A] - Csc[2*A]) |
| X(55555) | Csc[A]*(Cos[2*A] + Csc[2*A]) |
| X(55556) | Csc[A]*(Cot[2*A] - Sec[2*A]) |
| X(55557) | Csc[A]*(Cot[2*A] + Sec[2*A]) |
| X(55558) | Csc[A]*(Sec[2*A] - Sin[2*A]) |
| X(55559) | Csc[A]*(Sec[2*A] + Sin[2*A]) |
| X(55560) | Csc[A]*(Cot[2*A] - Sin[2*A]) |
| X(55561) | Csc[A]*(Cot[2*A] + Sin[2*A]) |
| X(55562) | Csc[A]*(Csc[2*A] - Tan[2*A]) |
| X(55563) | Csc[A]*(Csc[2*A] + Tan[2*A]) |
| X(55564) | Csc[A]*(Cos[2*A] - Tan[2*A]) |
| X(55565) | Csc[A]*(Cos[2*A] + Tan[2*A]) |
| X(55566) | -2*Cos[A] + Cos[2*A]*Csc[A] |
| X(55567) | Csc[A]*(Cos[2*A] + Sin[2*A]) |
| X(55569) | Csc[A] - 2*Sec[A] |
| X(55570) | -7*Cos[A] + 2*Sec[A] |
| X(55571) | 3*Cos[A] + 2*Sec[A] |
| X(55572) | 5*Cos[A] - 2*Sec[A] |
| X(55573) | Csc[A] + 2*Sec[A] |
| X(55574) | -9*Cos[A] + 2*Sec[A] |
| X(55575) | 5*Cos[A] + 2*Sec[A] |
| X(55576) | 7*Cos[A] - Sec[A] |
| X(55577) | -Cos[A] + 2*Csc[A] |
| X(55578) | 5*Cos[A] - 3*Sec[A] |
| X(55579) | Cos[A] + 2*Csc[A] |
| X(56200) | (Cot[A] + Csc[A])/(-3 + Cos[A]) |
| X(56384) | 2 + Csc[A] |
| X(56385) | (1 + Cot[A/2])*Csc[A] |
| X(56386) | (-1 + Cot[A/2])*Csc[A] |
| X(56387) | -2 + Cot[A]*(Cot[A] + Csc[A]) |
| X(56422) | (1 + 2*Cos[A])/(-1 + 2*Cos[A]) |
| X(56426) | (-2 + Cos[A])/(-1 + 2*Cos[A]) |
| X(56427) | -2 + Csc[A] |
| X(56514) | Cos[A - Pi/6]^2*Sec[A] |
| X(56515) | Cos[A + Pi/6]^2*Sec[A] |
| X(56843) | (2 + Cos[A])/(1 + 2*Cos[A]) |
| X(56844) | (-1 + 2*Cos[A])/(1 + 2*Cos[A]) |
| X(57645) | 1/(1 + Cos[3*A]) |
| X(57716) | Csc[4*A] |
| X(57723) | 1/(Cos[A] + Sin[A]^2) |
| X(57724) | 1/(Cos[A] - Sin[A]^2) |
| X(57787) | (Csc[A]^2*Sec[A])/(1 + Cos[A]) |
| X(57789) | Csc[A]^2/(1 + Cos[3*A]) |
| X(57792) | Csc[A]^5*Sin[A/2]^4 |
| X(57806) | Csc[2*A]^2 |
| X(57819) | (Cot[A]*Csc[A])/(2 + Cos[2*A]) |
| X(57880) | Sec[A/2]^6 |
| X(57898) | Csc[A]^2*Csc[4*A] |
| X(57904) | Csc[A]^3*Sec[2*A] |
| X(57916) | Csc[A]^4/(1 + Cot[A]*Csc[A]) |
| X(57917) | Csc[A]^4/(-1 + Cot[A]*Csc[A]) |
| X(57918) | Csc[A]^3/(1 + Sec[A]) |
| X(57919) | Csc[A]^3/(1 - Sec[A]) |
| X(58029) | Csc[A]^2/(2 - Cos[A]) |
| X(58328) | (1 - 2*Cos[A])*Cot[A/2]^2 |
| X(58738) | 1-2 Cos[A]+2 Cos[2 A] |
| X(58824) | (Sin[A] (3 Cos[A]+Sin[A]))/(Cos[A]+Sin[A]) |
| X(58826) | ((3 Cos[A]-Sin[A]) Sin[A])/(Cos[A]-Sin[A]) |
| X(59139) | Cos[2 A] Csc[A]^2 Sec[A]^3 |
| X(59176) | Cos[A]^3 Sec[2 A] Sin[A]^2 |
| X(59279) | Csc[A] Sec[A] Sin[5 A] |
| X(59319) | 1 - 6 Cos[A] |
| X(59325) | 1 + 6 Cos[A] |
| X(59761) | Csc[A]/(-1 + Cos[A])^2 |
| X(59763) | Csc[A]/(3 + 2*Sin[A]^2) |
| X(59764) | Csc[A]/(2 + Sin[A]^2) |
| X(59777) | 6 Csc[A]+Sin[A] |
| X(60070) | Cos[3*A - Pi/6]*Sec[2*A - Pi/6] |
| X(60289) | 1/(7*Cos[A] + 4*Sin[A]) |
| X(60290) | 1/(7*Cos[A] - 4*Sin[A]) |
| X(60291) | 1/(4*Cos[A] + 3*Sin[A]) |
| X(60292) | 1/(4*Cos[A] - 3*Sin[A]) |
| X(60293) | 1/(2*Cos[A] + 5*Sin[A]) |
| X(60294) | 1/(2*Cos[A] - 5*Sin[A]) |
| X(60295) | 1/(12*Cos[A] + 5*Sin[A]) |
| X(60296) | 1/(12*Cos[A] - 5*Sin[A]) |
| X(60297) | 1/(3*Cos[A] + 11*Sin[A]) |
| X(60298) | 1/(3*Cos[A] - 11*Sin[A]) |
| X(60299) | 1/(6*Cos[A] + 5*Sin[A]) |
| X(60300) | 1/(6*Cos[A] - 5*Sin[A]) |
| X(60301) | 1/(9*Cos[A] + 4*Sin[A]) |
| X(60302) | 1/(9*Cos[A] - 4*Sin[A]) |
| X(60303) | 1/(7*Cos[A] + 6*Sin[A]) |
| X(60304) | 1/(7*Cos[A] - 6*Sin[A]) |
| X(60305) | 1/(5*Cos[A] + 2*Sin[A]) |
| X(60306) | 1/(5*Cos[A] - 2*Sin[A]) |
| X(60307) | 1/(9*Cos[A] + 2*Sin[A]) |
| X(60308) | 1/(9*Cos[A] - 2*Sin[A]) |
| X(60309) | 1/(7*Cos[A] + 2*Sin[A]) |
| X(60310) | 1/(7*Cos[A] - 2*Sin[A]) |
| X(60311) | 1/(4*Cos[A] + 7*Sin[A]) |
| X(60312) | 1/(4*Cos[A] - 7*Sin[A]) |
| X(60313) | 1/(9*Cos[A] + 5*Sin[A]) |
| X(60314) | 1/(9*Cos[A] - 5*Sin[A]) |
| X(60315) | 1/(Cos[A] + 8*Sin[A]) |
| X(60316) | 1/(Cos[A] - 8*Sin[A]) |
| X(60501) | Sec[2 A] Sin[A]^3 |
| X(60530) | Cos[A/2] Sqrt[Sin[A]] |
| X(60534) | Cos[A/2]/Sqrt[Sin[A]] |
| X(60538) | Sin[A/2] Sqrt[Sin[A]] |
| X(60539) | Cos[A/2] Sin[A] |
| X(60554) | 1-Cos[A]-2 Sin[A/2] |
| X(60620) | 1/(5*Cos[A]+4*Sin[A]) |
| X(60621) | 1/(5*Cos[A]-4*Sin[A]) |
| X(60622) | 1/(6*Cos[A]+7*Sin[A]) |
| X(60623) | 1/(6*Cos[A]-7*Sin[A]) |
| X(60847) | (-1 + Cot[A] + Csc[A])^2*Sin[A] |
| X(60848) | (1 + Cot[A] + Csc[A])^2*Sin[A] |
| X(60849) | Sin[A]/(-1 + Cot[A/2]) |
| X(60850) | Sin[A]/(1 + Cot[A/2]) |
| X(60851) | (1 + Cos[A])/(1 + Cot[A/2]) |
| X(60852) | (1 + Cos[A])/(1 - Cot[A/2]) |
| X(60853) | Csc[A]/(-1 + Cos[A] + Sin[A]) |
| X(60854) | Csc[A]/(1 - Cos[A] + Sin[A]) |
| X(61361) | Cos[A]^2 Sin[A]^5 |
| X(61375) | Sin[A]^2/(2+Cos[A]) |
| X(61392) | ((-1 + Cot[A/2])*Tan[A]^2)/(1 + Cos[A]) |
| X(61393) | ((1 + Cot[A/2])*Tan[A]^2)/(1 + Cos[A]) |
| X(61400) | (Sin[A]*Tan[A/2])/(1 + Cos[A] - Sin[A]) |
| X(61401) | (Sin[A]*Tan[A/2])/(1 + Cos[A] + Sin[A]) |
| X(61770) | 1/(1 + 9*Cos[A]) |
| X(62207) | (2 - 3*Cos[A])*Cot[A] + Csc[A] |
| X(62243) | (2 + 3*Cos[A])*Cot[A] + Csc[A] |
| X(62244) | (-2 + 3*Cos[A])*Cot[A] + Csc[A] |
| X(62245) | (-1 + 3*Cos[A])*Cot[A/2] |
| X(62246) | (-1 + 4*Cos[A])*Cot[A/2] |
| X(62249) | Csc[A]^(5/2) |
| X(62250) | Csc[A]^(7/2) |
| X(62251) | Csc[A]^(9/2) |
| X(62252) | Sin[A]^(5/2) |
| X(62253) | Sin[A]^(7/2) |
| X(62254) | Sqrt[Cot[A]]*Csc[A] |
| X(62255) | Csc[A]^2/Sqrt[Cot[A]] |
| X(62257) | (Cos[A]^2*Sin[A]^4)/(1 - Cos[A]) |
| X(62258) | Sin[A/2]^2*Sin[2*A]^2 |
| X(62927) | Csc[A]/(-3+Sin[A]^2) |
| X(62956) | 3 Csc[A]+Sec[A] |
| X(62957) | 3 Csc[A]-Sec[A] |
| X(62990) | Csc[A]-8 Sin[A] |
| X(63040) | 3 Csc[A]+8 Sin[A] |
| X(63076) | Csc[A]+8 Sin[A] |
| X(63094) | Csc[A]-3 Sin[A] |
| X(63105) | (-2 Sqrt[3]+3 Cot[A]) Csc[A] |
| X(63106) | (2 Sqrt[3]+3 Cot[A]) Csc[A] |
| X(63128) | 3 Csc[A]+Sin[A] |
| X(63155) | Cot[A] Csc[A]-2 Sec[A] |
| X(63642) | Cot[(3 A)/2] Csc[A] |
| X(63689) | 1/(2-Sin[A]) |
| X(63750) | Sin[A/2]^2/(1-2 Cos[A])^2 |
| X(63756) | 1+5 Cos[A] |
| X(63759) | Csc[A] Csc[3 A] |
| X(63760) | Cos[3 A] Csc[A] |
| X(63761) | Cot[3 A] Csc[A] |
| X(63762) | Cos[4 A] Csc[A] |
| X(63764) | Csc[A] Sec[3 A] |
| X(63765) | Csc[A] Sec[4 A] |
| X(63778) | Csc[A] Tan[(3 A)/2] |
| X(63779) | Cos[(3 A)/2] Csc[A] |
| X(63780) | Csc[A] Sin[(3 A)/2] |
| X(63835) | Cos[2 A]^2 Csc[A] |
| X(63837) | Csc[A] Sin[6 A] |
Compiled by Peter J C Moses, 2024/06/22