On Counting [ Candidates-for-Primes modulo 30 ] up to [ N = 1543 ]

by Frank C. Fung ( 1st published in October, 2012. )

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Appenidx A - A Listing of the First 600 Prime Numbers

Prime Numbers up to [ 4409 ] :

• We list-out here the first 600 { prime numbers } for reference purposes :

  Value of [ i ]	Prime Number ( p-i )
  **************	*****	*****	*****	*****	*****	*****	*****	*****	*****	*****
  i = 1 thru 10	2	3	5	7	11	13	17	19	23	29
  i = 11 thru 20	31	37	41	43	47	53	59	61	67	71
  i = 21 thru 30	73	79	83	89	97	101	103	107	109	113
  i = 31 thru 40	127	131	137	139	149	151	157	163	167	173
  i = 41 thru 50	179	181	191	193	197	199	211	223	227	229
  i = 51 thru 60	233	239	241	251	257	263	269	271	277	281
  i = 61 thru 70	283	293	307	311	313	317	331	337	347	349
  i = 71 thru 80	353	359	367	373	379	383	389	397	401	409
  i = 81 thru 90	419	421	431	433	439	443	449	457	461	463
  i = 91 thru 100	467	479	487	491	499	503	509	521	523	541
  	*****	*****	*****	*****	*****	*****	*****	*****	*****	*****
  i = 101 thru 110	547	557	563	569	571	577	587	593	599	601
  i = 111 thru 120	607	613	617	619	631	641	643	647	653	659
  i = 121 thru 130	661	673	677	683	691	701	709	719	727	733
  i = 131 thru 140	739	743	751	757	761	769	773	787	797	809
  i = 141 thru 150	811	821	823	827	829	839	853	857	859	863
  i = 151 thru 160	877	881	883	887	907	911	919	929	937	941
  i = 161 thru 170	947	953	967	971	977	983	991	997	1009	1013
  i = 171 thru 180	1019	1021	1031	1033	1039	1049	1051	1061	1063	1069
  i = 181 thru 190	1087	1091	1093	1097	1103	1109	1117	1123	1129	1151
  i = 191 thru 200	1153	1163	1171	1181	1187	1193	1201	1213	1217	1223
  	*****	*****	*****	*****	*****	*****	*****	*****	*****	*****
  i = 201 thru 210	1229	1231	1237	1249	1259	1277	1279	1283	1289	1291
  i = 211 thru 220	1297	1301	1303	1307	1319	1321	1327	1361	1367	1373
  i = 221 thru 230	1381	1399	1409	1423	1427	1429	1433	1439	1447	1451
  i = 231 thru 240	1453	1459	1471	1481	1483	1487	1489	1493	1499	1511
  i = 241 thru 250	1523	1531	1543	1549	1553	1559	1567	1571	1579	1583
  i = 251 thru 260	1597	1601	1607	1609	1613	1619	1621	1627	1637	1657
  i = 261 thru 270	1663	1667	1669	1693	1697	1699	1709	1721	1723	1733
  i = 271 thru 280	1741	1747	1753	1759	1777	1783	1787	1789	1801	1811
  i = 281 thru 290	1823	1831	1847	1861	1867	1871	1873	1877	1879	1889
  i = 291 thru 300	1901	1907	1913	1931	1933	1949	1951	1973	1979	1987
  	*****	*****	*****	*****	*****	*****	*****	*****	*****	*****
  i = 301 thru 310	1993	1997	1999	2003	2011	2017	2027	2029	2039	2053
  i = 311 thru 320	2063	2069	2081	2083	2087	2089	2099	2111	2113	2129
  i = 321 thru 330	2131	2137	2141	2143	2153	2161	2179	2203	2207	2213
  i = 331 thru 340	2221	2237	2239	2243	2251	2267	2269	2273	2281	2287
  i = 341 thru 350	2293	2297	2309	2311	2333	2339	2341	2347	2351	2357
  i = 351 thru 360	2371	2377	2381	2383	2389	2393	2399	2411	2417	2423
  i = 361 thru 370	2437	2441	2447	2459	2467	3473	2477	2503	2521	2531
  i = 371 thru 380	2539	2543	2549	2551	2557	2579	2591	2593	2609	2617
  i = 381 thru 390	2621	2633	2647	2657	2659	2663	2671	2677	2683	2687
  i = 391 thru 400	2689	2693	2699	2707	2711	2713	2719	2729	2731	2741
  	*****	*****	*****	*****	*****	*****	*****	*****	*****	*****
  i = 401 thru 410	2749	2753	2767	2777	2789	2791	2797	2801	2803	2819
  i = 411 thru 420	2833	2837	2843	2851	2857	2861	2879	2887	2897	2903
  i = 421 thru 430	2909	2917	2927	2939	2953	2957	2963	2969	2971	2999
  i = 431 thru 440	3001	3011	3019	3023	3037	3041	3049	3061	3067	3079
  i = 441 thru 450	3083	3089	3109	3119	3121	3137	3163	3167	3169	3181
  i = 451 thru 460	3187	3191	3203	3209	3217	3221	3229	3251	3253	3257
  i = 461 thru 470	3259	3271	3299	3301	3307	3313	3319	3323	3329	3331
  i = 471 thru 480	3343	3347	3359	3361	3371	3373	3389	3391	3407	3413
  i = 481 thru 490	3433	3449	3457	3461	3463	3467	3469	3491	3499	3511
  i = 491 thru 500	3517	3527	3529	3533	3539	3541	3547	3557	3559	3571
  	*****	*****	*****	*****	*****	*****	*****	*****	*****	*****
  i = 501 thru 510	3581	3583	3593	3607	3613	3617	3623	3631	3637	3643
  i = 511 thru 520	3659	3671	3673	3677	3691	3697	3701	3709	3719	3727
  i = 521 thru 530	3733	3739	3761	3767	3769	3779	3793	3797	3803	3821
  i = 531 thru 540	3823	3833	3847	3851	3853	3863	3877	3881	3889	3907
  i = 541 thru 550	3911	3917	3919	3923	3929	3931	3943	3947	3967	3989
  i = 551 thru 560	4001	4003	4007	4013	4019	4021	4027	4049	4051	4057
  i = 561 thru 570	4073	4079	4091	4093	4099	4111	4127	4129	4133	4139
  i = 571 thru 580	4153	4157	4159	4177	4201	4211	4217	4219	4229	4231
  i = 581 thru 590	4241	4243	4253	4259	4261	4271	4273	4283	4289	4297
  i = 591 thru 600	4327	4337	4339	4349	4357	4363	4373	4391	4397	4409

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go to the last section : Section IX - Concluding Remarks

return to the Counting via [ modulo 30 ] HomePage

Original dated 2012-10-08