## ETC Daleth 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)-Daleth Conjugate of X(k).

Centre  Daleth Conjugates
X(1){1,44},{1,513},{1,649},{1,650},{1,652},{1,654},{1,656},{1,657},{1,659},{1,661},{1,672},{1,770},{1,798},{1,822},{1,851},{1,896},{1,899},{1,910},{1,1155},{1,1491},{1,1575},{1,1635},{1,1755},{1,2173},{1,2182},{1,2183},{1,2225},{1,2227},{1,2228},{1,2229},{1,2230},{1,2231},{1,2232},{1,2233},{1,2234},{1,2235},{1,2236},{1,2237},{1,2238},{1,2239},{1,2240},{1,2243},{1,2244},{1,2245},{1,2246},{1,2247},{1,2252},{1,2253},{1,2254},{1,2265},{1,2272},{1,2290},{1,2312},{1,2313},{1,2314},{1,2315},{1,2348},{1,2483},{1,2484},{1,2503},{1,2509},{1,2511},{1,2515},{1,2516},{1,2522},{1,2526},{1,2578},{1,2579},{1,2590},{1,2591},{1,2600},{1,2610},{1,2624},{1,2630},{1,2631},{1,2635},{1,2637},{1,2641},{1,2642},{1,3000},{1,3013},{1,3287},{1,3330},{1,3768},{1,4394},{1,4724},{1,4782},{1,4784},{1,4790},{1,4813},{1,4893},{2,3008},{7,516},{75,1733},{82,3405},{679,1},{765,1},{1910,3404}
X(2){2,30},{2,511},{2,512},{2,513},{2,514},{2,515},{2,516},{2,517},{2,518},{2,519},{2,520},{2,521},{2,522},{2,523},{2,524},{2,525},{2,526},{2,527},{2,528},{2,529},{2,530},{2,531},{2,532},{2,533},{2,534},{2,535},{2,536},{2,537},{2,538},{2,539},{2,540},{2,541},{2,542},{2,543},{2,544},{2,545},{2,674},{2,680},{2,688},{2,690},{2,696},{2,698},{2,700},{2,702},{2,704},{2,706},{2,708},{2,710},{2,712},{2,714},{2,716},{2,718},{2,720},{2,722},{2,724},{2,726},{2,730},{2,732},{2,734},{2,736},{2,740},{2,742},{2,744},{2,746},{2,752},{2,754},{2,758},{2,760},{2,766},{2,768},{2,772},{2,776},{2,778},{2,780},{2,782},{2,784},{2,786},{2,788},{2,790},{2,792},{2,794},{2,796},{2,802},{2,804},{2,806},{2,808},{2,812},{2,814},{2,816},{2,818},{2,824},{2,826},{2,830},{2,832},{2,834},{2,838},{2,888},{2,891},{2,900},{2,912},{2,916},{2,918},{2,924},{2,926},{2,928},{2,952},{2,971},{2,1154},{2,1499},{2,1503},{2,1510},{2,1912},{2,1938},{2,2385},{2,2386},{2,2387},{2,2388},{2,2389},{2,2390},{2,2391},{2,2392},{2,2393},{2,2574},{2,2575},{2,2771},{2,2772},{2,2773},{2,2774},{2,2775},{2,2776},{2,2777},{2,2778},{2,2779},{2,2780},{2,2781},{2,2782},{2,2783},{2,2784},{2,2785},{2,2786},{2,2787},{2,2788},{2,2789},{2,2790},{2,2791},{2,2792},{2,2793},{2,2794},{2,2795},{2,2796},{2,2797},{2,2798},{2,2799},{2,2800},{2,2801},{2,2802},{2,2803},{2,2804},{2,2805},{2,2806},{2,2807},{2,2808},{2,2809},{2,2810},{2,2811},{2,2812},{2,2813},{2,2814},{2,2815},{2,2816},{2,2817},{2,2818},{2,2819},{2,2820},{2,2821},{2,2822},{2,2823},{2,2824},{2,2825},{2,2826},{2,2827},{2,2828},{2,2829},{2,2830},{2,2831},{2,2832},{2,2833},{2,2834},{2,2835},{2,2836},{2,2837},{2,2838},{2,2839},{2,2840},{2,2841},{2,2842},{2,2843},{2,2844},{2,2845},{2,2846},{2,2847},{2,2848},{2,2849},{2,2850},{2,2851},{2,2852},{2,2853},{2,2854},{2,2869},{2,2870},{2,2871},{2,2872},{2,2873},{2,2874},{2,2875},{2,2876},{2,2877},{2,2878},{2,2879},{2,2880},{2,2881},{2,2882},{2,3221},{2,3307},{2,3308},{2,3309},{2,3413},{2,3414},{2,3564},{2,3566},{2,3667},{2,3738},{2,3800},{2,3805},{2,3808},{2,3810},{2,3827},{2,3849},{2,3852},{2,3880},{2,3887},{2,3900},{2,3906},{2,3907},{2,3910},{2,4083},{2,4132},{2,4139},{2,4145},{2,4151},{2,4155},{2,4160},{2,4715},{2,4725},{2,4762},{2,4777},{2,4778},{2,4785},{2,4802},{2,4843},{2,4844},{2,4912},{2,4926},{2,4943},{2,4961},{2,4962},{2,4964},{1016,2},{1275,2},{4590,2}
X(3){2,441},{3,520},{3,647},{3,652},{3,684},{3,686},{3,852},{3,1459},{3,1636},{3,3049},{3,3284},{3,3289},{3,3292},{6,1570},{69,3564},{250,3}
X(4){4,230},{4,231},{4,232},{4,468},{4,523},{4,647},{4,650},{4,676},{4,1637},{4,1886},{4,1990},{4,2485},{4,2489},{4,2490},{4,2491},{4,2492},{4,2493},{4,2501},{4,2977},{4,3003},{4,3011},{4,3012},{4,3018},{4,3064},{4,3290},{4,3291},{4,3310},{4,3806},{4,4874}
X(5){2,297},{5,2081},{5,2600}
X(6){1,1279},{2,230},{4,1503},{6,187},{6,237},{6,351},{6,512},{6,647},{6,649},{6,663},{6,665},{6,667},{6,669},{6,887},{6,890},{6,902},{6,1055},{6,1495},{6,1946},{6,1960},{6,2223},{6,2488},{6,2502},{6,2978},{6,3005},{6,3009},{6,3010},{6,3016},{6,3229},{6,3230},{6,3231},{6,3250},{6,3288},{6,3331},{6,3569},{6,3724},{6,3747},{6,3804},{6,4775},{6,4834},{57,910},{58,3286},{249,6},{1016,6},{1252,6},{1262,6},{2226,6}
X(7){7,241},{7,514},{7,650},{7,665},{7,905},{7,1323},{7,1375},{7,1465},{7,1638},{7,3002},{7,3004},{7,3008},{7,3015},{7,3669},{7,3676},{7,3776},{7,3911},{7,3960},{7,4369},{7,4763},{7,4841}
X(8){8,522},{8,650},{8,1639},{8,2325},{8,3239},{8,3693},{8,3700},{8,3709},{8,3712},{8,3716},{8,3985},{8,4009},{8,4070},{8,4130},{8,4157},{8,4521},{8,4522},{8,4526},{8,4529},{8,4765},{8,4820},{8,4913},{8,4944},{4076,8}
X(9){1,4864},{9,650},{9,663},{9,861},{9,2340},{9,3689},{9,3900},{9,4041},{9,4105},{9,4162},{9,4433},{9,4435},{9,4477},{9,4814},{9,4895},{9,4959},{4564,9}
X(10){2,3912},{10,523},{10,661},{10,3700},{10,3930},{10,3943},{10,3994},{10,4010},{10,4024},{10,4037},{10,4053},{10,4062},{10,4064},{10,4079},{10,4088},{10,4120},{10,4122},{10,4140},{10,4144},{10,4156},{10,4171},{10,4804},{10,4806},{10,4824},{10,4838},{10,4841},{10,4931},{75,726},{4600,10}
X(11){7,11},{8,11},{11,4530},{261,11},{1123,11},{1336,11},{3596,11}
X(12){12,2610},{12,4024}
X(13){13,395},{13,523}
X(14){14,396},{14,523},{14,3272}
X(15){15,526}
X(16){16,526}
X(17){17,523}
X(18){18,523}
X(19){19,661},{19,663},{19,810},{19,862},{19,2356},{278,1886}
X(21){21,521},{21,650},{21,1021},{21,1936},{21,2323},{21,3063},{21,3684},{21,3737},{21,4827}
X(22){22,2485}
X(23){23,2492}
X(24){24,924}
X(25){4,460},{25,512},{25,1692},{25,2211},{25,2484},{25,2489},{25,2495},{25,2514},{25,3049},{25,3063},{250,25}
X(27){27,242},{27,514},{27,1459},{27,1870},{27,3737}
X(28){28,513},{28,1430},{28,2201}
X(29){29,243},{29,522},{29,652},{29,1021},{29,1731},{29,1776},{29,3064}
X(30){13,396},{14,395},{30,1636},{30,1637},{30,1651},{30,3163},{1494,30}
X(31){19,2312},{31,667},{31,788},{31,798},{31,810},{31,863},{31,922},{31,1919},{31,1924},{31,2084},{31,2251},{31,3063},{765,31},{1101,31},{1110,31}
X(32){6,1692},{32,669},{32,688},{32,864},{32,1919},{32,1980},{32,2491},{32,3049},{1252,32},{4590,32}
X(33){33,657},{33,4041}
X(34){34,649},{34,4017}
X(35){35,2605}
X(36){36,654}
X(37){1,518},{2,1575},{37,512},{37,661},{37,4041},{37,4524},{37,4705},{37,4729},{37,4730},{37,4770},{37,4822},{4567,37}
X(38){1,1959},{38,2084},{38,2530},{75,2227}
X(39){2,3229},{6,511},{39,688},{39,3005},{39,4093}
X(41){41,3063},{2149,41}
X(42){1,3009},{6,672},{42,512},{42,798},{42,3709},{42,4079},{42,4455},{42,4826},{42,4832},{4570,42}
X(43){43,4083}
X(44){44,678},{44,1635},{44,1960},{44,3251},{44,4730},{44,4895},{88,44}
X(45){45,4770},{45,4775},{45,4814},{45,4825},{45,4893}
X(48){48,810},{48,822},{48,1946}
X(51){6,232}
X(54){54,50},{54,647},{54,654},{54,924},{54,1971},{54,2081},{54,2623},{54,3050}
X(55){9,2348},{55,657},{55,663},{55,853},{55,926},{55,3063},{55,3709},{59,55},{1318,55},{4076,55}
X(56){56,649},{56,854},{56,1404},{56,3063},{56,3310},{56,4832},{59,56},{269,1456}
X(57){57,513},{57,663},{57,855},{57,1149},{57,1279},{57,1284},{57,1319},{57,1455},{57,1456},{57,1457},{57,1458},{57,1459},{57,1463},{57,1464},{57,1769},{57,2605},{57,3669},{57,3777},{57,4017},{57,4367},{57,4822},{4564,57}
X(58){58,649},{58,834},{58,1459},{58,1914},{58,1919},{58,3285},{58,3733},{4570,58},{4600,58}
X(59){59,101},{59,109},{59,654},{59,665},{59,906},{59,928},{59,1415},{59,1983},{59,2283},{59,2427},{59,4559}
X(60){60,654},{60,4282}
X(61){61,1510}
X(62){62,1510}
X(63){63,521},{63,656},{63,810},{63,856},{63,905},{63,1459},{63,1818},{63,2584},{63,2585}
X(64){64,647},{64,657},{64,2451}
X(65){7,1463},{57,241},{65,647},{65,661},{65,3709},{65,4017}
X(66){66,647},{66,826}
X(67){67,39},{67,647},{67,1640},{67,1649},{67,2528},{67,3906}
X(68){68,647}
X(69){69,441},{69,525},{69,647},{69,905},{69,2504},{69,2510},{69,2519},{69,2522},{69,2523},{69,2524},{69,2525},{69,3265},{69,3977},{69,4025}
X(70){70,647}
X(71){3,1818},{71,647},{71,810}
X(72){72,647},{72,656}
X(73){73,647},{73,822}
X(74){74,6},{74,647},{74,2433}
X(75){75,514},{75,661},{75,693},{75,857},{75,908},{75,914},{75,1577},{75,1959},{75,2084},{75,2582},{75,2583},{75,3239},{75,3250},{75,3762},{75,3766},{75,3835},{75,3904},{75,3912},{75,3936},{75,3948},{75,4129},{75,4358},{75,4391},{75,4462},{75,4468},{75,4486},{75,4728},{75,4766},{75,4776},{75,4789},{75,4791},{75,4801},{75,4823}
X(76){76,325},{76,523},{76,684},{76,693},{76,850},{76,858},{76,1273},{76,1491},{76,2512},{76,2513},{76,2514},{76,2517},{76,3001},{76,3004},{76,3005},{76,3006},{76,3007},{76,3014},{76,3260},{76,3261},{76,3262},{76,3263},{76,3264},{76,3265},{76,3266},{76,3267},{76,3268},{76,3837},{76,4397},{76,4927}
X(77){77,652},{77,905},{77,4091}
X(78){78,521},{78,652}
X(79){79,650},{79,4802}
X(80){80,37},{80,650},{80,4024},{80,4777}
X(81){81,36},{81,238},{81,513},{81,667},{81,859},{81,905},{81,1019},{81,1756},{81,2530},{81,3220},{81,3286},{81,3733},{81,3737},{81,3803},{81,4040},{81,4057},{81,4164},{81,4455},{81,4481},{81,4491},{81,4833},{81,4840},{81,4905},{4567,81},{4601,81}
X(82){82,661},{82,830},{82,1580},{82,1924},{82,4040}
X(83){83,23},{83,385},{83,523},{83,659},{83,669},{83,4057},{83,4580}
X(84){84,650},{84,1459}
X(85){85,522},{85,693},{85,1266},{85,2254},{85,3676},{85,4017},{85,4025},{85,4077},{85,4374},{85,4442},{85,4453},{85,4458},{85,4467},{85,4509},{85,4804},{85,4815}
X(86){86,239},{86,514},{86,649},{86,1019},{86,1021},{86,3218},{86,3798},{86,4025},{86,4063},{86,4091},{86,4107},{86,4498},{86,4560},{86,4707},{86,4750},{86,4765},{86,4786},{86,4932},{86,4960},{4600,86}
X(87){87,649},{87,4083},{87,4367},{87,4435},{87,4449}
X(88){88,1},{88,513},{88,764},{88,1022},{88,3251},{88,4378},{88,4775}
X(89){89,513},{89,1960},{89,3246},{89,3960},{89,4794}
X(90){90,650},{90,2605}
X(91){91,661},{91,2618}
X(92){92,240},{92,522},{92,656},{92,860},{92,1577},{92,1725},{92,1733},{92,1734},{92,1735},{92,1736},{92,1737},{92,1738},{92,1739},{92,1769},{92,1772},{92,1784},{92,1785},{92,1861},{92,2517},{92,2588},{92,2589},{92,2618},{92,4142}
X(93){93,2081},{93,2501}
X(94){94,5},{94,523}
X(95){95,323},{95,401},{95,525},{95,2623},{95,3288},{95,3904}
X(96){96,523},{96,2623}
X(97){97,520}
X(98){98,6},{98,523},{98,879},{98,1316},{98,1640},{98,2395},{98,2422},{98,2451},{98,2452},{98,2453},{98,3049},{98,3050},{98,3287},{98,3288}
X(99){2,620},{99,2},{99,6},{99,69},{99,81},{99,86},{99,141},{99,183},{99,193},{99,230},{99,298},{99,299},{99,302},{99,303},{99,323},{99,325},{99,333},{99,343},{99,352},{99,385},{99,391},{99,394},{99,395},{99,396},{99,491},{99,492},{99,524},{99,590},{99,591},{99,597},{99,599},{99,615},{99,940},{99,965},{99,966},{99,992},{99,1007},{99,1150},{99,1184},{99,1185},{99,1211},{99,1213},{99,1270},{99,1271},{99,1611},{99,1613},{99,1641},{99,1648},{99,1654},{99,1812},{99,1963},{99,1991},{99,1992},{99,1993},{99,1994},{99,2063},{99,2086},{99,2106},{99,2238},{99,2287},{99,2303},{99,2407},{99,2421},{99,2668},{99,2895},{99,3051},{99,3054},{99,3055},{99,3068},{99,3069},{99,3180},{99,3181},{99,3231},{99,3289},{99,3314},{99,3329},{99,3570},{99,3578},{99,3580},{99,3589},{99,3593},{99,3595},{99,3618},{99,3619},{99,3620},{99,3629},{99,3630},{99,3631},{99,3763},{99,3815},{99,3936},{99,3945},{99,4383},{99,4417},{99,4585},{99,4648},{99,4869},{99,4921}
X(100){1,3722},{100,1},{100,6},{100,9},{100,37},{100,44},{100,45},{100,72},{100,213},{100,218},{100,219},{100,220},{100,238},{100,392},{100,405},{100,518},{100,611},{100,613},{100,954},{100,956},{100,958},{100,960},{100,984},{100,1001},{100,1023},{100,1083},{100,1100},{100,1104},{100,1107},{100,1108},{100,1124},{100,1191},{100,1203},{100,1212},{100,1279},{100,1335},{100,1386},{100,1449},{100,1453},{100,1616},{100,1642},{100,1713},{100,1723},{100,1724},{100,1728},{100,1736},{100,1743},{100,1757},{100,2087},{100,2176},{100,2256},{100,2257},{100,2273},{100,2284},{100,2300},{100,2323},{100,2324},{100,2329},{100,2427},{100,2663},{100,2911},{100,3061},{100,3074},{100,3191},{100,3230},{100,3242},{100,3243},{100,3246},{100,3247},{100,3294},{100,3297},{100,3298},{100,3299},{100,3301},{100,3508},{100,3553},{100,3554},{100,3555},{100,3640},{100,3641},{100,3723},{100,3731},{100,3751},{100,3954},{100,3970},{100,3973},{100,3990},{100,4053},{100,4426},{100,4649},{100,4663},{100,4864},{100,4867},{664,2398},{4618,100}
X(101){101,6},{101,31},{101,42},{101,55},{101,71},{101,209},{101,212},{101,605},{101,606},{101,672},{101,674},{101,902},{101,1011},{101,1202},{101,1206},{101,1250},{101,1253},{101,1914},{101,1918},{101,2066},{101,2177},{101,2209},{101,2266},{101,2267},{101,2268},{101,2269},{101,2276},{101,2280},{101,2293},{101,2308},{101,2309},{101,2330},{101,2361},{101,2426},{101,3052},{101,3056},{101,3779},{101,4055},{4619,101},{4638,101}
X(102){102,6},{102,652},{102,2432}
X(103){103,6},{103,657},{103,1459},{103,2424}
X(104){104,6},{104,650},{104,2423}
X(105){105,6},{105,513},{105,1024},{105,1027},{105,1643},{105,2440},{105,3063}
X(106){106,6},{106,649},{106,2441}
X(107){107,4},{107,6},{107,53},{107,217},{107,387},{107,393},{107,397},{107,398},{107,1172},{107,1181},{107,1199},{107,1249},{107,1498},{107,1503},{107,1514},{107,1515},{107,1540},{107,1547},{107,1548},{107,1549},{107,1587},{107,1588},{107,1834},{107,1865},{107,1901},{107,1990},{107,2207},{107,2211},{107,2442},{107,2883},{107,3070},{107,3071},{107,3087},{107,3092},{107,3093},{107,3194},{107,3330},{107,3331},{107,3332},{107,3867}
X(108){108,6},{108,19},{108,34},{108,65},{108,221},{108,478},{108,607},{108,608},{108,1409},{108,1456},{108,1829},{108,1841},{108,1876},{108,1880},{108,2082},{108,2182},{108,2202},{108,2261},{108,2262},{108,2263},{108,2264},{108,2285},{108,2288},{108,2331},{108,2362},{108,2443},{108,3197},{108,3827},{108,3959},{108,4185}
X(109){109,6},{109,41},{109,48},{109,56},{109,73},{109,172},{109,198},{109,604},{109,1055},{109,1193},{109,1400},{109,1404},{109,1405},{109,1428},{109,1450},{109,1451},{109,1458},{109,1468},{109,1469},{109,1471},{109,1475},{109,1951},{109,2067},{109,2174},{109,2178},{109,2183},{109,2260},{109,2274},{109,2275},{109,2277},{109,2286},{109,2307},{109,2317},{109,2347},{109,2425},{109,3207}
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X(4601){4601,99},{4601,100},{4601,668},{4601,799},{4601,2787},{4601,4236}
X(4602){4602,38},{4602,75},{4602,310},{4602,561},{4602,714},{4602,1926},{4602,2227},{4602,3116},{4602,3728}
X(4603){4603,21},{4603,238},{4603,256},{4603,904},{4603,1178},{4603,1193},{4603,2309},{4603,3736}
X(4604){4604,1},{4604,89},{4604,902},{4604,2163},{4604,2320},{4604,3218},{4604,4084},{4604,4189},{4604,4257},{4604,4392},{4604,4414},{4604,4652}
X(4605){4605,12},{4605,201},{4605,756},{4605,1254}
X(4606){4606,1},{4606,210},{4606,2334},{4606,3940},{4606,4383},{4606,4423},{4606,4866}
X(4607){4607,1},{4607,190},{4607,537},{4607,3227},{4607,3248},{4607,3758},{4607,4432},{4607,4664},{4607,4672},{4607,4676}
X(4608){4608,115},{4608,116},{4608,1086},{4608,2786}
X(4609){4609,76},{4609,141},{4609,698},{4609,1502},{4609,3094},{4609,3096},{4609,3118}
X(4610){4610,58},{4610,86},{4610,238},{4610,261},{4610,320},{4610,757},{4610,1098},{4610,1125},{4610,1509},{4610,3664},{4610,4357}
X(4611){4611,22},{4611,206},{4611,3313}
X(4612){4612,21},{4612,60},{4612,960},{4612,1098},{4612,1776},{4612,1812},{4612,1858},{4612,2185},{4612,2194},{4612,2646},{4612,3683},{4612,4511}
X(4613){4613,10},{4613,213},{4613,2238},{4613,2295},{4613,3997},{4613,4071},{4613,4109},{4613,4144},{4613,4153}
X(4614){4614,9},{4614,81}
X(4615){4615,86},{4615,99},{4615,106},{4615,551},{4615,903},{4615,2796},{4615,3663},{4615,4234},{4615,4653}
X(4616){4616,81},{4616,279},{4616,1407},{4616,1434}
X(4617){4617,56},{4617,269},{4617,738},{4617,1122},{4617,1394},{4617,1456},{4617,3220}
X(4618){4618,44},{4618,88},{4618,679},{4618,2226},{4618,3218},{4618,3257}
X(4619){4619,36},{4619,59},{4619,1110},{4619,1262},{4619,1458}
X(4620){4620,99},{4620,109},{4620,643},{4620,664},{4620,1414},{4620,2785},{4620,4573},{4620,4592}
X(4621){4621,8},{4621,238},{4621,983},{4621,2209},{4621,3773},{4621,3915}
X(4622){4622,81},{4622,88},{4622,662},{4622,3752},{4622,4273}
X(4623){4623,81},{4623,239},{4623,274},{4623,873},{4623,1197},{4623,1206},{4623,1509},{4623,4359}
X(4624){4624,7},{4624,10},{4624,3339},{4624,4208},{4624,4866}
X(4625){4625,57},{4625,85},{4625,274},{4625,333},{4625,1424},{4625,1434},{4625,4384}
X(4626){4626,57},{4626,279},{4626,479},{4626,738},{4626,1200},{4626,1202},{4626,1475},{4626,2082},{4626,2124},{4626,2391}
X(4627){4627,55},{4627,58},{4627,2334}
X(4628){4628,42},{4628,251},{4628,2210},{4628,4251},{4628,4456}
X(4629){4629,35},{4629,42},{4629,58},{4629,1126},{4629,1171},{4629,1796},{4629,4184}
X(4630){4630,32},{4630,206},{4630,3852}
X(4631){4631,21},{4631,261},{4631,314},{4631,3685},{4631,3702}
X(4632){4632,10},{4632,86},{4632,319},{4632,1126},{4632,1268},{4632,3879},{4632,4649},{4632,4658}
X(4633){4633,8},{4633,86},{4633,2334},{4633,4733}
X(4634){4634,88},{4634,274},{4634,799}
X(4635){4635,86},{4635,269},{4635,1088}
X(4636){4636,60},{4636,283},{4636,284},{4636,1195},{4636,2150},{4636,2269},{4636,2323}
X(4637){4637,58},{4637,269},{4637,1014},{4637,1106},{4637,1471},{4637,3361}
X(4638){4638,36},{4638,106},{4638,901},{4638,902},{4638,1149},{4638,1318},{4638,2226}
X(4639){4639,10},{4639,274},{4639,291},{4639,334},{4639,668},{4639,1909}
X(4645){4645,4458}
X(4647){321,3948}
X(4649){4649,4784}
X(4651){4651,4151}
X(4653){4653,4833},{4653,4893}
X(4654){4654,4802}
X(4658){4658,4813},{4658,4840}
X(4664){4664,4776}
X(4671){4671,4770},{4671,4777},{4671,4791}
X(4673){4673,4765},{4673,4811}
X(4674){4674,37},{4674,661}
X(4693){4693,4800}
X(4697){894,385}
X(4700){4700,4773}
X(4705){100,4705},{4705,2643},{4705,3124}
X(4712){75,4712},{518,3930},{765,4712},{4712,3126}
X(4716){4716,4810}
X(4720){4720,4944}
X(4723){4723,1639},{4723,4768}
X(4727){4727,4958}
X(4736){75,4736}
X(4738){75,4738}
X(4742){4742,4773}
X(4752){4752,45},{4752,2177},{4752,3711}
X(4754){894,1966}
X(4756){4756,1698},{4756,4007},{4756,4716},{4756,4727},{4756,4898}
X(4767){4767,45},{4767,3679},{4767,4693},{4767,4873},{4767,4908}
X(4768){4768,4530}
X(4771){4771,4839}
X(4775){4588,4775},{4767,4775}
X(4777){4597,4777},{4767,4777}
X(4778){4778,4773},{4778,4839}
X(4781){4781,551},{4781,3707},{4781,4407}
X(4790){4606,4790}
X(4791){4791,4957}
X(4792){4792,45},{4792,4893}
X(4802){4756,4802},{4802,4958}
X(4803){4600,4803}
X(4817){4586,4817},{4817,1086},{4817,3248}
X(4825){100,4825}
X(4834){4756,4834}
X(4835){4835,4765},{4835,4839}
X(4845){4845,55},{4845,657}
X(4846){4846,647}
X(4847){8,3912}
X(4849){4849,4729}
X(4858){85,4858},{312,4858}
X(4864){1,9}
X(4866){4866,650},{4866,4171}
X(4873){4873,4814},{4873,4944}
X(4876){4876,210},{4876,650}
X(4879){1,3571}
X(4885){4885,4014}
X(4893){4604,4893},{4752,4893}
X(4898){4898,4949}
X(4899){145,3950},{4899,4925}
X(4900){4900,650}
X(4904){344,4904}
X(4908){4945,4908}
X(4921){4921,4926}
X(4945){4945,3679},{4945,4777},{4945,4825}
X(4953){145,4953}
X(4957){4671,4957}
X(4960){4960,4810}
To ETC

Compiled by Peter J C Moses.