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Old 2010-08-30, 00:36   #1
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Default Database for k-b-b's:

This thread will be dedicated to the k-b-b primes and will be continued until a link to a database is shown. b ≥ 60, and k = 1 to 10k.

Primes list:
b = 60: 16, 45, 136, 145, 163, 172, 213, 372, 599, 660, 694, 864, 947, 949, 997, 1006, 1113, 1137, 1145, 1159, 1163, 1366, 1428, 1485, 1519, 1563, 1569, 1621, 1776, 2055, 2101, 2158, 2165, 2252, 2336, 2349, 2556, 2662, 2685, 2790, 2795, 2854, 2899, 2957, 2965, 2984, 3169, 3179, 3227, 3370, 3602, 3685, 3740, 3927, 4057, 4072, 4083, 4089, 4099, 4274, 4394, 4522, 4628, 4732, 4737, 4855, 4904, 5078, 5086, 5255, 5259, 5282, 5286, 5349, 5380, 5421, 5447, 5482, 5573, 5671, 5691, 5791, 5801, 5806, 5874, 5952, 5964, 5986, 6085, 6113, 6139, 6146, 6150, 6296, 6351, 6352, 6372, 6407, 6442, 6492, 6501, 6630, 6812, 6872, 6893, 7008, 7154, 7165, 7261, 7263, 7332, 7395, 7434, 7581, 7595, 7631, 7701, 7891, 7967, 8036, 8272, 8289, 8383, 8684, 8702, 8725, 8781, 8947, 8949, 8955, 8974, 9131, 9152, 9244, 9275, 9328, 9357, 9416, 9467, 9488, 9532, 9587, 9625, 9650, 9670, 9760, 9839, 9867, 9930

Last fiddled with by 3.14159 on 2010-08-30 at 00:39
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Old 2010-08-30, 00:41   #2
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b = 61: 366, 1240, 1260, 1566, 1576, 1966, 2236, 2290, 2542, 2640, 3270, 3310, 3960, 4786, 5206, 5208, 5350, 5616, 5682, 6018, 6096, 6496, 6508, 6810, 7012, 7120, 7986, 8052, 8088, 8176, 8328, 8640, 8680, 8742, 9316

b = 62: 108, 154, 165, 172, 388, 682, 784, 1044, 1114, 1213, 1228, 1939, 2013, 2139, 2284, 2388, 2494, 2572, 2790, 2793, 2802, 3010, 3034, 3139, 3495, 3552, 3553, 3573, 3682, 3769, 3783, 4060, 4258, 4312, 4462, 4515, 4558, 4705, 4750, 4800, 5409, 5454, 5629, 5650, 5754, 5968, 6072, 6108, 6429, 6438, 6604, 6865, 7054, 7249, 7252, 7320, 7422, 7470, 7564, 7617, 7674, 7729, 7813, 8169, 8205, 8257, 8272, 8334, 8380, 8425, 8682, 8760, 9010, 9142, 9192, 9480, 9493, 9852, 9900, 9907

b = 63: 234, 760, 880, 1048, 1070, 1086, 1650, 2064, 2380, 2420, 2568, 2740, 2816, 3314, 3876, 4364, 4460, 4528, 4738, 4836, 5446, 5818, 6056, 6100, 6276, 6418, 6606, 7178, 7210, 7540, 7554, 7590, 7674, 8008, 8108, 8448, 8926, 8950, 9006, 9296, 9388, 9514, 9544, 9604, 9748
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Old 2010-08-30, 00:42   #3
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b = 64: 448, 553, 736, 738, 808, 876, 1111, 1248, 1510, 1603, 1660, 1701, 1731, 2020, 2886, 2947, 3136, 3153, 3196, 3232, 3306, 3370, 3451, 3607, 3712, 3741, 3967, 4165, 4293, 4426, 4551, 4650, 4945, 4987, 5125, 5170, 5247, 5391, 5856, 6036, 6081, 6087, 6916, 7236, 7297, 7327, 7477, 7848, 7975, 7998, 8103, 8122, 8158, 8377, 8493, 8578, 8611, 8628, 8953, 9058, 9181, 9310, 9373, 9901, 9972

b = 65: 128, 272, 744, 974, 1364, 1404, 1478, 1484, 1862, 2108, 2186, 2292, 2360, 2370, 2544, 2610, 2796, 3060, 3612, 3618, 4484, 5526, 5546, 6314, 6906, 7242, 7262, 7406, 7464, 7604, 8588, 8750, 8802, 9218, 9944, 9998

b = 66: 63, 165, 541, 647, 687, 912, 947, 955, 1061, 1093, 1107, 1118, 1163, 1311, 1326, 1421, 1522, 1628, 1638, 1645, 1675, 1855, 1878, 1941, 2080, 2116, 2195, 2270, 2405, 2422, 2800, 3000, 3076, 3113, 3187, 3232, 3346, 3446, 3491, 3658, 3858, 3917, 3995, 4075, 4342, 4483, 4677, 4690, 4831, 4992, 5006, 5028, 5063, 5143, 5171, 5370, 5387, 5411, 5671, 5811, 5918, 5951, 5990, 6218, 6338, 6500, 6555, 6878, 6882, 6916, 6932, 7138, 7147, 7248, 7406, 7481, 7667, 7723, 7792, 7906, 7907, 7973, 7983, 8080, 8136, 8148, 8221, 8295, 8327, 8522, 8541, 8582, 8806, 8983, 9097, 9180, 9192, 9233, 9275, 9458, 9495, 9586, 9607, 9616, 9872, 9947, 9950
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Old 2010-08-30, 00:43   #4
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b = 67: 42, 144, 246, 294, 366, 456, 556, 606, 1984, 2380, 2730, 2830, 2934, 3054, 3196, 3982, 4330, 4374, 4522, 5104, 5562, 5712, 5722, 6570, 6922, 7114, 7240, 7416, 8044, 8122, 8694

b = 68: 72, 310, 570, 627, 685, 703, 798, 897, 1038, 1192, 1390, 1861, 1996, 2058, 2205, 2352, 2673, 2817, 2850, 2998, 3123, 3178, 3432, 3508, 3705, 3763, 3795, 3888, 4258, 4320, 4353, 4368, 4437, 4515, 4575, 4738, 4813, 5047, 5110, 5140, 5511, 5566, 5637, 5751, 5757, 5965, 6010, 6223, 6241, 6285, 6388, 6460, 6493, 6637, 6927, 7137, 7213, 7255, 7347, 7486, 7501, 7591, 7605, 8040, 8050, 8238, 8527, 8658, 8701, 8737, 8931, 9208, 9246, 9297, 9453, 9502, 9673, 9801, 9813

b = 69: 262, 544, 630, 674, 858, 990, 1150, 1500, 1714, 2092, 2408, 2762, 2884, 3838, 4410, 4440, 4588, 4678, 4702, 5754, 6018, 6484, 6650, 6890, 7350, 7404, 7410, 7874, 8144, 8274, 8502, 8504, 8558, 8644, 8680, 9142, 9214, 9238, 9422, 9690, 9870, 9898
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Old 2010-08-30, 00:47   #5
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b = 70: 75, 364, 408, 600, 739, 754, 1026, 1027, 1059, 1095, 1234, 1317, 1386, 1534, 1566, 1570, 1680, 1746, 1752, 1887, 1989, 2128, 2140, 2152, 2382, 2431, 2457, 2629, 2647, 2725, 2812, 2824, 2898, 3045, 3103, 3253, 3319, 3352, 3535, 3544, 3643, 3819, 3997, 4222, 4381, 4546, 4701, 4819, 4821, 4840, 4992, 5112, 5271, 5314, 5325, 5472, 5644, 5727, 6039, 6399, 6493, 6559, 6603, 6663, 6693, 6868, 6925, 6970, 6985, 6993, 7062, 7071, 7090, 7141, 7225, 7233, 7288, 7332, 7407, 7417, 7498, 7516, 7615, 7804, 7869, 8052, 8226, 8253, 8332, 8415, 8482, 8499, 8536, 8559, 8562, 8709, 8721, 8868, 8910, 9000, 9133, 9180, 9235, 9264, 9319, 9390, 9433, 9519, 9574

b = 71: 248, 308, 392, 402, 572, 782, 1110, 1262, 1286, 1650, 1830, 3678, 3792, 4460, 4670, 5790, 6696, 7752, 8006, 8166, 8276, 8592, 9210, 9318, 9446

b = 72: 115, 191, 411, 432, 528, 728, 820, 868, 1186, 1192, 1295, 1582, 1592, 1705, 1717, 1803, 1807, 1876, 1892, 1907, 2028, 2035, 2102, 2122, 2173, 2231, 2370, 2688, 2705, 2920, 3130, 3231, 3235, 3237, 3242, 3356, 3432, 3468, 3617, 3750, 3796, 3946, 4235, 4258, 4390, 4435, 4712, 4716, 4852, 4953, 5153, 5246, 5387, 5517, 5532, 5877, 5961, 6045, 6050, 6188, 6412, 6836, 7015, 7087, 7128, 7235, 7297, 7330, 7430, 7543, 7690, 7693, 7705, 7791, 8012, 8183, 8242, 8285, 8341, 8375, 8401, 8402, 8408, 8415, 8491, 8591, 8615, 8743, 8901, 8993, 9030, 9037, 9116, 9143, 9287, 9418, 9432, 9705, 9741, 9787, 9821, 9887, 9941
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Old 2010-08-30, 00:49   #6
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b = 73: 106, 166, 246, 504, 886, 1002, 1254, 1774, 2416, 2584, 2736, 2890, 3556, 4564, 4722, 4956, 5146, 5202, 5220, 5262, 5842, 5904, 6636, 6840, 6942, 7396, 7662, 8076, 8466, 8590, 8820, 8880, 9580

b = 74: 258, 466, 627, 711, 903, 1198, 1362, 1456, 1822, 2031, 2220, 2235, 2415, 2590, 2935, 3078, 3087, 3123, 3327, 3487, 3492, 4002, 4503, 4657, 4852, 5052, 5173, 5292, 5742, 5808, 6186, 6405, 6991, 7300, 7753, 7893, 7995, 8707, 9382, 9420, 9526, 9756, 9916

b = 75: 984, 1218, 1326, 1560, 1610, 1826, 2050, 2082, 2306, 2324, 2396, 2424, 2460, 2618, 2852, 2960, 3166, 3800, 3808, 3832, 3894, 4216, 4640, 5100, 5458, 5740, 5750, 5794, 5800, 5844, 5900, 5936, 5964, 6086, 6180, 6310, 6648, 6960, 7042, 7096, 7298, 7548, 7576, 7716, 7752, 7950, 8006, 8026, 8196, 8252, 8514, 8860, 9128, 9568, 9610, 9774, 9924.
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Old 2010-08-30, 00:50   #7
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Okay: This is impractical and unnecessary. For now on, files will be used.

File for 76-250, coming up! This will cover all the small primes much more efficiently.

Last fiddled with by 3.14159 on 2010-08-30 at 00:52
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Old 2010-08-30, 01:13   #8
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I've calculated the first 400 members of A070855, that is, the first prime for 1 ≤ b ≤ 400. I'm working on computing the first 500 terms, but that may be difficult -- 1300+ digits at the end.
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Old 2010-08-30, 01:39   #9
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Quote:
Originally Posted by CRGreathouse
I've calculated the first 400 members of A070855, that is, the first prime for 1 ≤ b ≤ 400. I'm working on computing the first 500 terms, but that may be difficult -- 1300+ digits at the end.
PFGW, NewPGen, and Proth.exe are your friends.

I'm still making the files for 1-10k for b = 76 to b = 250

Last fiddled with by 3.14159 on 2010-08-30 at 01:40
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Old 2010-08-30, 01:45   #10
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I have the first 500; working on the next few. The first 385 are going in a b-file; a(386) has more than a thousand digits.

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PFGW, NewPGen, and Proth.exe are your friends.
Of course nothing ending in ".exe" is meaningful to me.

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I'm still making the files for 1-10k for b = 76 to b = 250
I trust you're excluding proper powers, viz. (64,) 81, 100, 121, 125, 128, 144, 169, 196, 216, 225, 243?

Last fiddled with by CRGreathouse on 2010-08-30 at 01:53
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Old 2010-08-30, 02:23   #11
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Quote:
Originally Posted by CRGreathouse
Of course nothing ending in ".exe" is meaningful to me.
Mac Fainter.

Quote:
Originally Posted by CRGreathouse
I trust you're excluding proper powers, viz. (64,) 81, 100, 121, 125, 128, 144, 169, 196, 216, 225, 243?
Why should I? Simply because they can be expressed in a different manner does not mean I should exclude them.

Last fiddled with by 3.14159 on 2010-08-30 at 02:24
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