## ETC Gimel Conjugates.

#### Last update: 2012/02/09.

##### 4965 points sampled.
The appearance of {j, k} after a triangle centre X(n) means that X(n) is the X(j)-Gimel Conjugate of X(k).

Centre  Gimel Conjugates
X(1){3,1},{30,1},{40,2956},{511,1},{512,1},{513,1},{514,1},{515,1},{516,1},{517,1},{518,1},{519,1},{520,1},{521,1},{522,1},{523,1},{524,1},{525,1},{526,1},{527,1},{528,1},{529,1},{530,1},{531,1},{532,1},{533,1},{534,1},{535,1},{536,1},{537,1},{538,1},{539,1},{540,1},{541,1},{542,1},{543,1},{544,1},{545,1},{674,1},{680,1},{688,1},{690,1},{696,1},{698,1},{700,1},{702,1},{704,1},{706,1},{708,1},{710,1},{712,1},{714,1},{716,1},{718,1},{720,1},{722,1},{724,1},{726,1},{730,1},{732,1},{734,1},{736,1},{740,1},{742,1},{744,1},{746,1},{752,1},{754,1},{758,1},{760,1},{766,1},{768,1},{772,1},{776,1},{778,1},{780,1},{782,1},{784,1},{786,1},{788,1},{790,1},{792,1},{794,1},{796,1},{802,1},{804,1},{806,1},{808,1},{812,1},{814,1},{816,1},{818,1},{824,1},{826,1},{830,1},{832,1},{834,1},{838,1},{888,1},{891,1},{900,1},{912,1},{916,1},{918,1},{924,1},{926,1},{928,1},{952,1},{971,1},{1154,1},{1499,1},{1503,1},{1510,1},{1912,1},{1938,1},{2385,1},{2386,1},{2387,1},{2388,1},{2389,1},{2390,1},{2391,1},{2392,1},{2393,1},{2574,1},{2575,1},{2771,1},{2772,1},{2773,1},{2774,1},{2775,1},{2776,1},{2777,1},{2778,1},{2779,1},{2780,1},{2781,1},{2782,1},{2783,1},{2784,1},{2785,1},{2786,1},{2787,1},{2788,1},{2789,1},{2790,1},{2791,1},{2792,1},{2793,1},{2794,1},{2795,1},{2796,1},{2797,1},{2798,1},{2799,1},{2800,1},{2801,1},{2802,1},{2803,1},{2804,1},{2805,1},{2806,1},{2807,1},{2808,1},{2809,1},{2810,1},{2811,1},{2812,1},{2813,1},{2814,1},{2815,1},{2816,1},{2817,1},{2818,1},{2819,1},{2820,1},{2821,1},{2822,1},{2823,1},{2824,1},{2825,1},{2826,1},{2827,1},{2828,1},{2829,1},{2830,1},{2831,1},{2832,1},{2833,1},{2834,1},{2835,1},{2836,1},{2837,1},{2838,1},{2839,1},{2840,1},{2841,1},{2842,1},{2843,1},{2844,1},{2845,1},{2846,1},{2847,1},{2848,1},{2849,1},{2850,1},{2851,1},{2852,1},{2853,1},{2854,1},{2869,1},{2870,1},{2871,1},{2872,1},{2873,1},{2874,1},{2875,1},{2876,1},{2877,1},{2878,1},{2879,1},{2880,1},{2881,1},{2882,1},{3221,1},{3307,1},{3308,1},{3309,1},{3413,1},{3414,1},{3564,1},{3566,1},{3667,1},{3738,1},{3800,1},{3805,1},{3808,1},{3810,1},{3827,1},{3849,1},{3852,1},{3880,1},{3887,1},{3900,1},{3906,1},{3907,1},{3910,1},{4083,1},{4132,1},{4139,1},{4145,1},{4151,1},{4155,1},{4160,1},{4715,1},{4725,1},{4762,1},{4777,1},{4778,1},{4785,1},{4802,1},{4843,1},{4844,1},{4912,1},{4926,1},{4943,1},{4961,1},{4962,1},{4964,1}
X(2){69,329},{320,2},{350,2},{513,2},{693,2},{1444,2},{2978,2},{4010,2},{4106,2},{4131,2},{4811,2},{4872,2}
X(3){3,1771},{21,3149},{283,3},{522,3},{663,3},{1944,3},{3100,3},{3685,3},{3737,3},{4511,3},{4560,3}
X(4){21,4},{521,4},{1948,4},{4391,4}
X(5){1789,5},{3738,5}
X(6){63,219},{239,6},{514,6},{649,6},{1019,6},{1021,6},{1790,6},{3218,6},{3798,6},{4025,6},{4063,6},{4091,6},{4107,6},{4498,6},{4560,6},{4707,6},{4750,6},{4765,6},{4786,6},{4932,6},{4960,6}
X(7){693,7},{3900,7}
X(8){63,4266},{513,8},{4397,8},{4462,8}
X(9){2,2270},{63,9},{514,9},{661,9},{693,9},{857,9},{908,9},{914,9},{1577,9},{1959,9},{2084,9},{2582,9},{2583,9},{3239,9},{3250,9},{3762,9},{3766,9},{3835,9},{3904,9},{3912,9},{3936,9},{3948,9},{4129,9},{4358,9},{4391,9},{4462,9},{4468,9},{4486,9},{4728,9},{4766,9},{4776,9},{4789,9},{4791,9},{4801,9},{4823,9}
X(10){513,10},{1791,10},{2517,10},{2533,10},{4036,10},{4391,10},{4581,10},{4645,10}
X(11){149,11},{3738,11}
X(12){3738,12}
X(15){4560,15}
X(16){4560,16}
X(19){2,19},{92,1741},{297,19},{525,19},{850,19},{2501,19},{2592,19},{2593,19},{3569,19},{3580,19},{4025,1445},{4391,19}
X(20){1792,20},{3900,20},{4397,20}
X(21){523,21},{4833,21},{4879,21}
X(27){850,27}
X(28){1,1780},{447,28},{525,28}
X(29){520,29}
X(30){8,30},{21,1532},{1793,30},{4086,30}
X(31){23,31},{385,31},{523,31},{659,31},{669,31},{1176,31},{4057,31},{4580,31}
X(32){824,32},{4560,32}
X(33){521,33}
X(34){521,34}
X(35){3,3075},{72,72},{521,1071},{522,35},{1794,35},{3465,35},{4040,35},{4064,35}
X(36){1,36},{522,36},{905,910},{1459,36},{1795,36},{2401,36}
X(37){514,37},{1796,37},{4024,37},{4382,37},{4608,37},{4813,37}
X(38){523,38},{2528,38}
X(39){812,39},{4481,39},{4560,39}
X(40){8,84},{78,40},{522,40},{3717,40},{4041,40},{4086,40},{4147,40},{4163,40},{4391,40},{4397,40},{4723,40},{4768,40},{4811,40}
X(41){918,41},{3287,41}
X(42){513,42},{4380,42},{4824,42}
X(43){44,43},{48,43},{513,43},{649,43},{650,43},{652,43},{654,43},{656,43},{657,43},{659,43},{661,43},{672,43},{770,43},{798,43},{822,43},{851,43},{896,43},{899,43},{910,43},{1155,43},{1491,43},{1575,43},{1635,43},{1755,43},{2173,43},{2182,43},{2183,43},{2225,43},{2227,43},{2228,43},{2229,43},{2230,43},{2231,43},{2232,43},{2233,43},{2234,43},{2235,43},{2236,43},{2237,43},{2238,43},{2239,43},{2240,43},{2243,43},{2244,43},{2245,43},{2246,43},{2247,43},{2252,43},{2253,43},{2254,43},{2265,43},{2272,43},{2290,43},{2312,43},{2313,43},{2314,43},{2315,43},{2348,43},{2483,43},{2484,43},{2503,43},{2509,43},{2511,43},{2515,43},{2516,43},{2522,43},{2526,43},{2578,43},{2579,43},{2590,43},{2591,43},{2600,43},{2610,43},{2624,43},{2630,43},{2631,43},{2635,43},{2637,43},{2641,43},{2642,43},{3000,43},{3013,43},{3287,43},{3330,43},{3768,43},{4394,43},{4724,43},{4782,43},{4784,43},{4790,43},{4813,43},{4893,43}
X(44){2,44},{514,44},{1022,44},{1797,44},{2403,44},{4049,44},{4379,44},{4893,44}
X(45){514,45},{4120,45}
X(46){1,46},{4,1728},{240,46},{521,84},{522,46},{656,46},{860,46},{1577,46},{1725,46},{1733,46},{1734,46},{1735,46},{1736,46},{1737,46},{1738,46},{1739,46},{1769,46},{1772,46},{1784,46},{1785,46},{1861,46},{1895,3182},{2517,46},{2588,46},{2589,46},{2618,46},{4142,46}
X(47){3,255},{54,47},{186,47},{523,47}
X(48){97,48},{323,48},{401,48},{525,48},{2623,48},{3288,48},{3904,48}
X(50){4560,50}
X(52){4560,52}
X(55){522,55},{3935,55},{4088,55},{4105,55},{4468,55},{4724,55}
X(56){522,56},{4318,56},{4449,56}
X(57){77,57},{521,1709},{522,57},{693,57},{1266,57},{2254,57},{3676,57},{4017,57},{4025,57},{4077,57},{4374,57},{4442,57},{4453,57},{4458,57},{4467,57},{4509,57},{4804,57},{4815,57}
X(58){523,58},{1325,58},{1798,58},{3733,58},{4367,58},{4560,58},{4581,58}
X(59){1331,1618},{2398,59}
X(61){4560,61}
X(62){4560,62}
X(63){69,63},{325,63},{523,63},{684,63},{693,63},{850,63},{858,63},{1273,63},{1491,63},{2512,63},{2513,63},{2514,63},{2517,63},{3001,63},{3004,63},{3005,63},{3006,63},{3007,63},{3014,63},{3260,63},{3261,63},{3262,63},{3263,63},{3264,63},{3265,63},{3266,63},{3267,63},{3268,63},{3837,63},{4397,63},{4927,63}
X(65){522,65}
X(71){4391,71}
X(72){72,35},{514,72}
X(73){521,73}
X(75){316,75},{512,75},{850,75},{1799,75},{3766,75},{3978,75}
X(76){788,76}
X(77){3900,77},{4025,2261},{4131,77},{4467,77}
X(78){513,78}
X(79){1577,79}
X(80){80,80},{521,2829},{3738,80},{3762,80}
X(81){523,81},{4467,81},{4608,81},{4784,81},{4840,81},{4897,81}
X(82){826,82}
X(84){8,40},{271,84},{521,46},{4397,84}
X(85){926,85},{4374,85}
X(86){512,86}
X(87){649,87},{4083,87},{4367,87},{4435,87},{4449,87}
X(88){900,88},{903,88},{4453,88},{4927,88}
X(89){4777,89}
X(90){90,90}
X(91){96,91},{924,91}
X(92){95,92},{340,92},{520,92},{850,92}
X(99){874,99},{3903,99},{4155,99},{4594,99}
X(100){78,102},{100,100},{190,100},{659,100},{890,100},{900,100},{1633,100},{2976,100},{2977,100},{3570,100},{3699,100},{3807,100},{3952,100},{4427,100},{4436,100},{4491,100},{4557,100},{4571,100},{4578,100},{4756,100},{4767,100},{4781,100}
X(101){78,972},{190,101},{644,101},{651,101},{664,101},{883,101},{918,101},{1332,101},{2284,101},{2397,101},{3904,101},{4552,101},{4559,101},{4585,101}
X(102){78,100}
X(103){78,1292}
X(104){78,1293},{521,2800},{1320,104},{2804,104},{3904,104}
X(105){918,105},{1280,105}
X(106){900,106},{1120,106},{1320,106}
X(108){651,108},{1897,108}
X(109){3,1795},{59,109},{78,1295},{100,109},{108,109},{653,109},{1897,109},{2804,109},{4242,109},{4552,109}
X(110){643,110},{4427,110}
X(119){3738,119}
X(141){830,141}
X(142){693,142},{3309,142}
X(144){693,144}
X(145){513,145}
X(155){1800,155}
X(158){520,158},{1105,158}
X(159){1801,159}
X(162){107,162},{110,162},{250,162},{520,2632},{648,162},{4240,162}
X(163){3,293},{99,163},{112,163},{249,163},{525,3708},{648,163},{877,163},{2407,163},{2799,163},{4235,163},{4558,163},{4611,163},{4612,163}
X(165){9,1750},{219,165},{522,165},{650,165},{1639,165},{2325,165},{3239,165},{3693,165},{3700,165},{3709,165},{3712,165},{3716,165},{3985,165},{4009,165},{4070,165},{4130,165},{4157,165},{4521,165},{4522,165},{4526,165},{4529,165},{4765,165},{4820,165},{4913,165},{4944,165}
X(169){348,169},{918,169},{3261,169},{4391,169}
X(170){657,170},{1802,170},{3900,170},{4130,170},{4171,170},{4827,170}
X(171){522,171},{649,171},{2359,171},{3509,171},{4024,171},{4581,171}
X(172){824,172}
X(175){3900,175}
X(176){3900,176}
X(181){2254,181}
X(182){3810,182},{4560,182}
X(187){192,187},{4560,187}
X(189){4131,189},{4397,189}
X(190){668,190},{891,190},{1978,190},{3766,190},{3799,190},{3952,190}
X(191){72,191},{523,191},{1577,191},{3932,191},{3992,191},{4036,191},{4086,191},{4404,191},{4705,191},{4808,191},{4815,191}
X(192){4083,192}
X(194){4083,194}
X(200){513,200},{4468,200}
X(210){4468,210},{4778,210}
X(213){514,213}
X(214){900,214},{3904,214}
X(216){4560,216}
X(218){514,218},{657,218},{1803,218}
X(219){63,6},{514,219}
X(220){514,220}
X(222){4025,222}
X(223){521,223},{1804,223},{4025,223},{4131,223}
X(225){521,225}
X(226){521,226},{693,226}
X(228){4064,228}
X(237){192,237}
X(238){1,238},{514,238},{663,238},{885,238},{1027,238},{4040,238},{4375,238},{4449,238},{4724,238},{4794,238}
X(239){75,239},{513,239}
X(240){4,240},{525,240},{1297,240},{2435,240}
X(241){7,241},{522,241},{2400,241},{4025,2182}
X(242){3868,242},{4391,242}
X(243){92,243},{521,243}
X(244){149,244},{900,244},{4440,244},{4810,244}
X(255){3,47},{523,255},{2071,255}
X(256){661,256},{3907,256}
X(257){3805,257}
X(260){522,260}
X(267){4036,267}
X(269){3900,269},{4025,269}
X(271){4397,271}
X(274){512,274},{4374,274}
X(277){3309,277}
X(278){521,278}
X(279){3900,279}
X(280){4397,280}
X(281){63,573},{4391,281}
X(282){63,610},{4091,1743},{4131,282}
X(283){523,283}
X(284){63,2287},{448,284},{525,284},{4467,284},{4560,284}
X(286){850,286}
X(291){291,291},{812,291},{2254,291},{4444,291}
X(292){335,292},{812,292},{3572,292}
X(293){3,163},{98,293},{1297,293},{2799,293}
X(294){63,3939},{673,294},{918,294},{2400,294}
X(295){2254,295}
X(296){1952,296}
X(304){512,304}
X(306){513,306}
X(307){693,307}
X(313){838,313}
X(314){512,314}
X(321){834,321}
X(326){512,326}
X(329){69,2},{693,329}
X(330){4083,330}
X(332){512,332}
X(333){850,333},{4374,333},{4581,333}
X(346){4462,346}
X(347){3900,347}
X(350){788,350}
X(351){192,351}
X(354){522,354}
X(355){3738,355},{4086,355}
X(371){1805,371},{4560,371}
X(372){1806,372},{4560,372}
X(377){2517,377}
X(379){3261,379}
X(380){449,380},{525,380},{4468,380}
X(385){3805,385}
X(386){3,498},{513,386},{4560,386}
X(387){513,387}
X(388){521,388}
X(389){4560,389}
X(390){3900,390},{4462,390}
X(391){4462,391}
X(392){514,392}
X(394){1444,4383}
X(404){900,404},{3733,404}
X(405){514,405}
X(441){4329,441}
X(442){1577,442}
X(443){3309,443}
X(451){2850,451}
X(452){4462,452}
X(474){1019,474},{3667,474}
X(480){4468,480}
X(481){3900,481}
X(482){3900,482}
X(484){10,484},{522,484},{1807,484},{4036,484},{4791,484}
X(495){3738,495}
X(496){3738,496}
X(497){521,497}
X(498){3,386},{513,498}
X(499){513,499}
X(500){4560,500}
X(502){4036,502}
X(511){8,511},{1808,511},{3907,511},{4041,511},{4560,511},{4913,511}
X(512){8,512},{192,512},{256,512},{257,512},{585,512},{586,512},{740,512},{984,512},{1654,512},{1655,512},{2292,512},{3728,512},{4073,512},{4451,512},{4835,512}
X(513){1,513},{2,513},{8,513},{10,513},{42,513},{43,513},{78,513},{100,521},{145,513},{200,513},{239,513},{306,513},{386,513},{387,513},{498,513},{499,513},{519,513},{551,513},{612,513},{614,513},{677,910},{869,513},{899,513},{936,513},{938,513},{975,513},{976,513},{978,513},{995,513},{997,513},{1026,513},{1103,513},{1125,513},{1149,513},{1189,513},{1193,513},{1198,513},{1201,513},{1210,513},{1331,513},{1644,513},{1647,513},{1698,513},{1714,513},{1722,513},{1737,513},{1961,513},{1998,513},{1999,513},{2000,513},{2057,513},{2340,513},{2398,513},{2534,513},{2535,513},{2664,513},{2999,513},{3006,513},{3008,513},{3009,513},{3011,513},{3017,513},{3083,513},{3084,513},{3085,513},{3086,513},{3178,513},{3187,513},{3190,513},{3214,513},{3216,513},{3240,513},{3241,513},{3244,513},{3293,513},{3507,513},{3582,513},{3584,513},{3616,513},{3617,513},{3621,513},{3622,513},{3623,513},{3624,513},{3625,513},{3626,513},{3632,513},{3633,513},{3634,513},{3635,513},{3636,513},{3661,513},{3679,513},{3682,513},{3687,513},{3705,513},{3720,513},{3741,513},{3757,513},{3771,513},{3783,513},{3809,513},{3811,513},{3828,513},{3831,513},{3840,513},{3870,513},{3872,513},{3912,513},{3920,513},{3924,513},{3935,513},{3938,513},{3957,513},{3961,513},{3979,513},{4028,513},{4039,513},{4061,513},{4062,513},{4362,513},{4384,513},{4393,513},{4420,513},{4489,513},{4511,513},{4651,513},{4666,513},{4668,513},{4669,513},{4677,513},{4678,513},{4685,513},{4691,513},{4701,513},{4745,513},{4746,513},{4816,513},{4847,513},{4853,513},{4861,513},{4871,513},{4882,513},{4915,513},{4946,513}
X(514){7,514},{8,514},{65,514},{69,514},{75,514},{85,514},{319,514},{320,514},{322,514},{377,514},{388,514},{518,514},{664,4091},{883,514},{1122,514},{1231,514},{1441,514},{1463,514},{1469,514},{1909,514},{2550,514},{3059,514},{3212,514},{3262,514},{3416,514},{3696,514},{3779,514},{3868,514},{4012,514},{4059,514},{4259,514},{4645,514},{4955,514}
X(515){8,515},{521,515},{1809,515},{4397,515}
X(516){8,516},{885,516},{3900,516},{4391,516}
X(517){8,517},{522,517},{4474,517},{4543,517},{4814,517}
X(518){8,518},{514,518},{1810,518},{4546,518}
X(519){8,519},{513,519},{1811,519}
X(520){8,520},{3152,520}
X(521){8,521},{20,521},{40,521},{63,521},{84,521},{100,513},{189,521},{271,521},{280,521},{515,521},{1158,521},{1782,521},{2357,521},{3101,521}
X(522){3,1459},{4,522},{8,522},{63,657},{72,522},{92,522},{100,522},{318,522},{321,522},{329,522},{355,522},{517,522},{962,522},{1309,1737},{1530,522},{1824,522},{1828,522},{1829,522},{1851,522},{1867,522},{1868,522},{1871,522},{1872,522},{1878,522},{1900,522},{1902,522},{3419,522},{3421,522},{3434,522},{3436,522},{3681,522},{3765,522},{3869,522},{4385,522},{4388,522},{4463,522},{4487,522},{4696,522},{4737,522}
X(523){8,523},{79,523},{758,523},{1330,523},{1478,523},{2475,523},{2895,523},{4295,523},{4647,523},{4661,523},{4680,523},{4692,523}
X(524){8,524},{4160,524},{4761,524}
X(525){8,525},{2893,525},{2897,525},{4329,525}
X(526){8,526},{4736,526}
X(527){8,527},{693,527}
X(528){8,528},{3762,528},{3887,528}
X(529){8,529}
X(530){8,530}
X(531){8,531}
X(532){8,532}
X(533){8,533}
X(534){8,534}
X(535){8,535}
X(536){8,536}
X(537){8,537},{891,537}
X(538){8,538}
X(539){8,539}
X(540){8,540}
X(541){8,541}
X(542){8,542}
X(543){8,543}
X(544){8,544}
X(545){8,545}
X(550){4768,550}
X(551){513,551}
X(553){693,553}
X(559){522,559}
X(560){826,560}
X(561){688,561}
X(564){252,564},{526,564},{562,564}
X(566){4560,566}
X(567){4560,567}
X(568){4560,568}
X(569){4560,569}
X(570){4560,570}
X(571){4560,571}
X(572){3904,572},{3910,572},{4435,572},{4560,572}
X(573){63,281},{650,573},{1812,573},{3975,573},{4391,573},{4560,573}
X(574){4560,574}
X(575){4560,575}
X(576){4560,576}
X(577){4560,577}
X(578){4560,578}
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X(1777){1,1724},{1167,1777}
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X(1917){4580,1917}
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X(1921){1912,1921}
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X(4658){523,4658}
X(4659){3766,4659}
X(4660){4391,4660}
X(4663){514,4663}
X(4664){891,4664}
X(4666){513,4666}
X(4668){513,4668}
X(4669){513,4669}
X(4672){891,4672}
X(4673){512,4673}
X(4674){80,4674},{900,4674},{4674,4674}
X(4675){3887,4675}
X(4676){891,4676}
X(4677){513,4677}
X(4678){513,4678}
X(4680){832,4680}
X(4682){3667,4682},{4024,4682}
X(4685){513,4685}
X(4689){522,4689}
X(4691){513,4691}
X(4694){522,4694}
X(4695){2475,4695}
X(4697){4139,4697}
X(4700){3646,4700}
X(4701){513,4701}
X(4705){10,4705},{894,4705},{1046,4705},{1330,4705},{1654,4705},{1757,4705},{4416,4705},{4645,4705}
X(4706){3646,4706}
X(4707){75,4707},{150,4707},{2893,4707},{3419,4707}
X(4715){8,4715}
X(4719){3667,4719}
X(4723){3436,4723}
X(4724){2,4724},{100,4105},{210,4724},{354,4724},{518,4724},{1002,4724},{3475,4724},{3681,4724},{3740,4724},{3742,4724},{3789,4724},{3848,4724},{3873,4724},{4430,4724},{4661,4724}
X(4725){8,4725}
X(4728){69,4728},{149,4728}
X(4729){1654,4729},{4461,4729},{4678,4729}
X(4730){148,4730},{1654,4730},{2796,4730},{3679,4730},{3729,4730},{4660,4730}
X(4733){4761,4733}
X(4742){834,4742}
X(4745){513,4745}
X(4746){513,4746}
X(4749){4160,4749}
X(4750){75,4750},{149,4750},{2805,4750}
X(4752){190,4752}
X(4756){3952,4756}
X(4761){2550,4761}
X(4762){8,4762},{3761,4762}
X(4763){7,4763},{1357,4763},{4554,4763}
X(4765){75,4765},{329,4765},{3646,4765}
X(4766){69,4766}
X(4767){3952,4767}
X(4768){2841,4768},{3436,4768}
X(4770){1654,4770}
X(4771){3646,4771}
X(4773){3646,4773},{4858,4773}
X(4775){192,4775},{519,4775},{4416,4775}
X(4776){69,4776}
X(4777){8,4777},{3585,4777},{4067,4777},{4793,4777}
X(4778){8,4778},{443,4778},{942,4778},{1056,4778},{3296,4778},{3555,4778},{3646,4778},{3753,4778},{3873,4778},{4359,4778},{4935,4778}
X(4779){4462,4779}
X(4781){3952,4781}
X(4782){2,4782},{726,4782},{3097,4782},{3971,4782},{3989,4782},{4141,4782},{4903,4782},{4937,4782}
X(4784){2,4784},{740,4784},{1962,4784},{3795,4784},{4734,4784},{4933,4784}
X(4785){8,4785},{350,4785},{3789,4785}
X(4786){75,4786}
X(4789){69,4789}
X(4790){2,4790},{2321,4790},{3247,4790},{3646,4790},{3875,4790},{3946,4790},{4402,4790}
X(4791){69,4791}
X(4792){900,4792}
X(4794){518,4794},{1992,4794},{3241,4794},{3877,4794},{4664,4794}
X(4795){4761,4795}
X(4801){69,4801}
X(4802){8,4802},{3901,4802},{4084,4802}
X(4804){2895,4804},{3434,4804}
X(4806){2895,4806}
X(4807){2550,4807}
X(4808){1330,4808}
X(4809){149,4809}
X(4811){3436,4811}
X(4813){2,4813},{319,4813},{1100,4813},{3759,4813},{4725,4813},{4851,4813},{4886,4813}
X(4814){144,4814}
X(4815){1330,4815},{3434,4815}
X(4816){513,4816}
X(4817){1002,4817},{4441,4817}
X(4818){3646,4818}
X(4820){329,4820}
X(4822){145,4822},{1654,4822}
X(4823){69,4823}
X(4824){2895,4824},{4645,4824},{4651,4824}
X(4825){3679,4825}
X(4826){1655,4826}
X(4827){63,4827},{3646,4827}
X(4830){3646,4830}
X(4831){3646,4831}
X(4832){1655,4832},{3210,4832},{3646,4832}
X(4833){1,4833}
X(4834){10,4834},{192,4834},{3790,4834},{4431,4834}
X(4838){2895,4838}
X(4840){1,4840}
X(4841){7,4841},{2895,4841},{3646,4841}
X(4843){8,4843}
X(4844){8,4844}
X(4845){1156,4845}
X(4847){513,4847}
X(4850){900,4850},{3004,4850},{4467,4850}
X(4851){830,4851}
X(4853){513,4853}
X(4855){900,4855}
X(4857){521,4857}
X(4858){150,4858},{928,4858},{3766,4858}
X(4859){3309,4859},{4077,4859},{4106,4859},{4170,4859}
X(4860){522,4860}
X(4861){513,4861}
X(4862){3900,4862}
X(4864){514,4864},{3621,4864}
X(4865){832,4865}
X(4866){4778,4866}
X(4867){514,4867}
X(4868){900,4868}
X(4871){513,4871}
X(4873){4462,4873}
X(4876){812,4876}
X(4879){740,4879},{3621,4879},{4788,4879}
X(4881){4926,4881}
X(4882){513,4882},{4163,4882}
X(4883){522,4883}
X(4887){3900,4887}
X(4888){3900,4888}
X(4890){3907,4890}
X(4893){2,4893},{44,4893},{89,4893},{320,4893},{3758,4893},{3834,4893},{4641,4893},{4643,4893},{4644,4893},{4670,4893},{4675,4893},{4708,4893},{4715,4893},{4741,4893},{4747,4893},{4748,4893},{4795,4893},{4796,4893},{4798,4893}
X(4894){832,4894}
X(4895){144,4895},{528,4895}
X(4896){3900,4896}
X(4901){4462,4901}
X(4902){3900,4902}
X(4904){150,4904},{2820,4904}
X(4905){1,4905},{142,4905},{277,4905},{443,4905},{1738,4905},{1818,4905},{2191,4905},{2550,4905},{3174,4905},{3189,4905},{3755,4905},{3946,4905},{4000,4905},{4648,4905},{4859,4905}
X(4906){3667,4906}
X(4909){3900,4909}
X(4912){8,4912}
X(4913){329,4913}
X(4915){513,4915}
X(4919){812,4919}
X(4923){4462,4923}
X(4926){8,4926},{3583,4926},{3899,4926},{4066,4926},{4134,4926},{4717,4926}
X(4931){2895,4931}
X(4932){75,4932},{354,4932},{3706,4932}
X(4939){2815,4939}
X(4943){8,4943},{3898,4943},{3956,4943}
X(4944){329,4944}
X(4946){513,4946}
X(4957){150,4957}
X(4959){144,4959}
X(4960){75,4960},{3874,4960}
X(4961){8,4961}
X(4962){8,4962},{3967,4962},{4005,4962}
X(4964){8,4964}
To ETC

Compiled by Peter J C Moses.