Form	Total Candidates	Min N	Max N	Count Tested	Count Untested	In Progress	Completed Thru	Leading Edge	PRPs/Primes
401*2^n-1	1173	3000202	3099942	1099	74	0	3093010	3093402	0
403*2^n-1	974	3000035	3099899	912	62	2	3093027	3093119	0
405*2^n-1	6674	3000007	3099992	6217	457	6	3093017	3093115	0
407*2^n-1	1260	3000002	3099986	1163	97	0	3092960	3093122	0
409*2^n-1	1960	3000171	3099973	1832	128	3	3093057	3093113	1
411*2^n-1	4694	3000011	3099966	4355	339	2	3093006	3093070	0
413*2^n-1	3233	3000068	3099988	3005	228	1	3092992	3093114	0
415*2^n-1	2255	3000025	3099915	2093	162	1	3093069	3093099	0
417*2^n-1	2748	3000020	3099938	2539	209	0	3093069	3093074	0
419*2^n-1	968	3000052	3099964	904	64	0	3093064	3093112	0
421*2^n-1	2948	3000025	3099977	2736	212	2	3093005	3093103	0
423*2^n-1	3826	3000024	3099994	3581	245	1	3093054	3093082	0
425*2^n-1	3588	3000010	3099996	3348	240	1	3093056	3093080	0
427*2^n-1	1447	3000057	3099993	1345	102	0	3093037	3093273	0
429*2^n-1	3422	3000060	3099997	3203	219	2	3093045	3093079	0
431*2^n-1	1350	3000066	3099962	1269	81	0	3092822	3093186	0
433*2^n-1	2443	3000007	3099999	2263	180	2	3093039	3093107	0
435*2^n-1	3211	3000008	3099976	3004	207	2	3092977	3093113	0
437*2^n-1	4197	3000008	3099988	3904	293	2	3093030	3093108	1
439*2^n-1	2588	3000037	3099973	2409	179	2	3092961	3093113	1
441*2^n-1	4734	3000055	3099971	4381	353	5	3093061	3093115	0
443*2^n-1	1278	3000210	3099988	1197	81	0	3092934	3093094	0
445*2^n-1	1917	3000059	3099983	1789	128	4	3092907	3093123	0
447*2^n-1	5488	3000010	3099990	5108	380	2	3093066	3093112	0
449*2^n-1	845	3000008	3100000	784	61	1	3092896	3093148	0
451*2^n-1	3192	3000019	3099957	2957	235	4	3092939	3093115	0
453*2^n-1	5197	3000058	3099960	4861	336	3	3093067	3093114	1
455*2^n-1	2284	3000020	3100000	2128	156	1	3093000	3093120	0
457*2^n-1	814	3000037	3099633	757	57	0	3093025	3093097	0
459*2^n-1	3519	3000015	3099920	3263	256	2	3092996	3093101	0
461*2^n-1	1455	3000078	3099894	1363	92	1	3092962	3093078	0
463*2^n-1	1354	3000199	3099931	1259	95	3	3093059	3093107	0
465*2^n-1	7631	3000031	3099991	7141	490	7	3093053	3093109	0
467*2^n-1	1895	3000038	3099888	1780	115	0	3093070	3093182	0
469*2^n-1	2510	3000015	3099999	2326	184	1	3093049	3093121	1
471*2^n-1	3698	3000078	3099966	3439	259	2	3093067	3093081	0
473*2^n-1	2093	3000006	3099956	1958	135	2	3093014	3093098	0
475*2^n-1	2627	3000057	3099941	2447	180	1	3092915	3093091	0
477*2^n-1	2822	3000010	3099994	2639	183	2	3093037	3093161	1
479*2^n-1	2156	3000044	3099996	2009	147	0	3092940	3093080	0
481*2^n-1	2836	3000035	3099925	2648	188	3	3093043	3093095	0
483*2^n-1	6105	3000012	3100000	5701	404	3	3093062	3093108	0
485*2^n-1	1780	3000174	3099856	1642	138	1	3092764	3093016	0
487*2^n-1	1153	3000005	3099917	1078	75	1	3093029	3093089	0
489*2^n-1	4888	3000007	3099983	4540	348	4	3092999	3093115	0
491*2^n-1	711	3000034	3099982	645	66	0	3093022	3093058	0
493*2^n-1	2221	3000003	3099955	2074	147	0	3093015	3093127	0
495*2^n-1	6036	3000004	3099995	5607	429	2	3093044	3093115	0
497*2^n-1	1917	3000004	3099978	1787	130	2	3093058	3093096	0
499*2^n-1	2043	3000001	3099913	1881	162	1	3093043	3093129	0
501*2^n-1	3204	3000030	3099998	2987	217	0	3092922	3093098	1
503*2^n-1	4263	3000006	3099978	3963	300	3	3093044	3093106	0
505*2^n-1	1418	3000019	3099911	1321	97	0	3092999	3093059	0
507*2^n-1	5698	3000006	3099985	5296	402	2	3093048	3093052	0
509*2^n-1	830	3000216	3099944	763	67	0	3093056	3093208	0
511*2^n-1	4705	3000017	3099985	4360	345	1	3093013	3093107	0
513*2^n-1	3581	3000022	3099934	3320	261	1	3093060	3093075	0
515*2^n-1	2038	3000030	3099992	1905	133	1	3093020	3093090	0
517*2^n-1	2241	3000013	3099953	2105	136	0	3093049	3093109	0
519*2^n-1	2996	3000047	3099995	2786	210	1	3093037	3093095	0
521*2^n-1	1541	3000162	3099930	1438	103	0	3093070	3093102	0
523*2^n-1	1761	3000083	3099995	1631	130	2	3093063	3093099	0
525*2^n-1	7699	3000013	3099993	7138	561	4	3093010	3093109	0
527*2^n-1	2575	3000036	3099990	2399	176	1	3093046	3093114	0
529*2^n-1	1913	3000017	3099843	1785	128	1	3093035	3093075	0
531*2^n-1	3518	3000026	3099995	3276	242	1	3093031	3093114	0
533*2^n-1	2753	3000068	3099980	2562	191	1	3093040	3093112	0
535*2^n-1	1396	3000015	3099991	1285	111	0	3093055	3093201	0
537*2^n-1	4252	3000001	3099992	3968	284	1	3093033	3093113	0
539*2^n-1	2389	3000020	3099964	2239	150	2	3092920	3093108	0
541*2^n-1	1494	3000073	3099991	1380	114	0	3092773	3093073	0
543*2^n-1	1566	3000039	3099963	1487	79	0	3093063	3093282	0
545*2^n-1	2690	3000052	3099986	2514	176	1	3093046	3093106	0
547*2^n-1	986	3000061	3099941	918	68	0	3093041	3093133	0
549*2^n-1	5083	3000031	3099988	4717	366	3	3092993	3093107	0
551*2^n-1	1577	3000002	3099854	1480	97	1	3093034	3093058	0
553*2^n-1	1506	3000015	3099919	1400	106	2	3092979	3093107	0
555*2^n-1	4238	3000027	3099982	3950	288	3	3093057	3093111	0
557*2^n-1	2412	3000008	3099912	2233	179	1	3092990	3093080	0
559*2^n-1	2594	3000071	3099973	2401	193	1	3093023	3093127	0
561*2^n-1	3077	3000038	3099965	2872	205	1	3093062	3093086	0
563*2^n-1	3742	3000012	3100000	3481	261	2	3092296	3093114	0
565*2^n-1	2659	3000025	3099983	2484	175	0	3093033	3093123	0
567*2^n-1	5304	3000022	3099997	4972	332	2	3093053	3093102	0
569*2^n-1	1873	3000012	3100000	1733	140	2	3092964	3093108	0
571*2^n-1	2848	3000021	3099999	2661	187	5	3093033	3093089	0
573*2^n-1	4423	3000091	3099999	4127	296	1	3093008	3093098	0
575*2^n-1	1426	3000130	3099970	1327	99	1	3093010	3093148	0
577*2^n-1	1818	3000017	3099989	1684	134	3	3093065	3093081	0
579*2^n-1	3209	3000059	3099987	2985	224	2	3093027	3093111	0
581*2^n-1	1844	3000078	3099950	1707	137	2	3093046	3093082	0
583*2^n-1	1270	3000039	3099979	1177	93	1	3092979	3093103	0
585*2^n-1	4870	3000008	3099950	4543	327	5	3092984	3093108	0
587*2^n-1	3105	3000024	3099984	2871	234	2	3093042	3093132	0
589*2^n-1	2968	3000007	3099967	2773	195	2	3093067	3093079	0
591*2^n-1	2292	3000038	3099993	2125	167	3	3093063	3093095	0
593*2^n-1	2955	3000026	3099986	2761	194	0	3093050	3093096	0
595*2^n-1	4186	3000049	3099975	3891	295	4	3093069	3093085	0
597*2^n-1	3020	3000004	3099945	2825	195	3	3092965	3093070	0
599*2^n-1	750	3000020	3099968	703	47	0	3093044	3093080	0
Groups: 100	284714	3000001	3100000	265079	19635	162	3092296	3093016	7