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Fungrim entry: a3035f

Table of pnp_{n} for 1n2001 \le n \le 200
nn pnp_{n}
12
23
35
47
511
613
717
819
923
1029
1131
1237
1341
1443
1547
1653
1759
1861
1967
2071
2173
2279
2383
2489
2597
26101
27103
28107
29109
30113
31127
32131
33137
34139
35149
36151
37157
38163
39167
40173
41179
42181
43191
44193
45197
46199
47211
48223
49227
50229
nn pnp_{n}
51233
52239
53241
54251
55257
56263
57269
58271
59277
60281
61283
62293
63307
64311
65313
66317
67331
68337
69347
70349
71353
72359
73367
74373
75379
76383
77389
78397
79401
80409
81419
82421
83431
84433
85439
86443
87449
88457
89461
90463
91467
92479
93487
94491
95499
96503
97509
98521
99523
100541
nn pnp_{n}
101547
102557
103563
104569
105571
106577
107587
108593
109599
110601
111607
112613
113617
114619
115631
116641
117643
118647
119653
120659
121661
122673
123677
124683
125691
126701
127709
128719
129727
130733
131739
132743
133751
134757
135761
136769
137773
138787
139797
140809
141811
142821
143823
144827
145829
146839
147853
148857
149859
150863
nn pnp_{n}
151877
152881
153883
154887
155907
156911
157919
158929
159937
160941
161947
162953
163967
164971
165977
166983
167991
168997
1691009
1701013
1711019
1721021
1731031
1741033
1751039
1761049
1771051
1781061
1791063
1801069
1811087
1821091
1831093
1841097
1851103
1861109
1871117
1881123
1891129
1901151
1911153
1921163
1931171
1941181
1951187
1961193
1971201
1981213
1991217
2001223
Table data: (n,y)\left(n, y\right) such that pn=yp_{n} = y
Definitions:
Fungrim symbol Notation Short description
PrimeNumberpnp_{n} nth prime number
Source code for this entry:
Entry(ID("a3035f"),
    Description("Table of", PrimeNumber(n), "for", LessEqual(1, n, 200)),
    Table(TableRelation(Tuple(n, y), Equal(PrimeNumber(n), y)), TableHeadings(n, PrimeNumber(n)), TableSplit(4), List(Tuple(1, 2), Tuple(2, 3), Tuple(3, 5), Tuple(4, 7), Tuple(5, 11), Tuple(6, 13), Tuple(7, 17), Tuple(8, 19), Tuple(9, 23), Tuple(10, 29), Tuple(11, 31), Tuple(12, 37), Tuple(13, 41), Tuple(14, 43), Tuple(15, 47), Tuple(16, 53), Tuple(17, 59), Tuple(18, 61), Tuple(19, 67), Tuple(20, 71), Tuple(21, 73), Tuple(22, 79), Tuple(23, 83), Tuple(24, 89), Tuple(25, 97), Tuple(26, 101), Tuple(27, 103), Tuple(28, 107), Tuple(29, 109), Tuple(30, 113), Tuple(31, 127), Tuple(32, 131), Tuple(33, 137), Tuple(34, 139), Tuple(35, 149), Tuple(36, 151), Tuple(37, 157), Tuple(38, 163), Tuple(39, 167), Tuple(40, 173), Tuple(41, 179), Tuple(42, 181), Tuple(43, 191), Tuple(44, 193), Tuple(45, 197), Tuple(46, 199), Tuple(47, 211), Tuple(48, 223), Tuple(49, 227), Tuple(50, 229), Tuple(51, 233), Tuple(52, 239), Tuple(53, 241), Tuple(54, 251), Tuple(55, 257), Tuple(56, 263), Tuple(57, 269), Tuple(58, 271), Tuple(59, 277), Tuple(60, 281), Tuple(61, 283), Tuple(62, 293), Tuple(63, 307), Tuple(64, 311), Tuple(65, 313), Tuple(66, 317), Tuple(67, 331), Tuple(68, 337), Tuple(69, 347), Tuple(70, 349), Tuple(71, 353), Tuple(72, 359), Tuple(73, 367), Tuple(74, 373), Tuple(75, 379), Tuple(76, 383), Tuple(77, 389), Tuple(78, 397), Tuple(79, 401), Tuple(80, 409), Tuple(81, 419), Tuple(82, 421), Tuple(83, 431), Tuple(84, 433), Tuple(85, 439), Tuple(86, 443), Tuple(87, 449), Tuple(88, 457), Tuple(89, 461), Tuple(90, 463), Tuple(91, 467), Tuple(92, 479), Tuple(93, 487), Tuple(94, 491), Tuple(95, 499), Tuple(96, 503), Tuple(97, 509), Tuple(98, 521), Tuple(99, 523), Tuple(100, 541), Tuple(101, 547), Tuple(102, 557), Tuple(103, 563), Tuple(104, 569), Tuple(105, 571), Tuple(106, 577), Tuple(107, 587), Tuple(108, 593), Tuple(109, 599), Tuple(110, 601), Tuple(111, 607), Tuple(112, 613), Tuple(113, 617), Tuple(114, 619), Tuple(115, 631), Tuple(116, 641), Tuple(117, 643), Tuple(118, 647), Tuple(119, 653), Tuple(120, 659), Tuple(121, 661), Tuple(122, 673), Tuple(123, 677), Tuple(124, 683), Tuple(125, 691), Tuple(126, 701), Tuple(127, 709), Tuple(128, 719), Tuple(129, 727), Tuple(130, 733), Tuple(131, 739), Tuple(132, 743), Tuple(133, 751), Tuple(134, 757), Tuple(135, 761), Tuple(136, 769), Tuple(137, 773), Tuple(138, 787), Tuple(139, 797), Tuple(140, 809), Tuple(141, 811), Tuple(142, 821), Tuple(143, 823), Tuple(144, 827), Tuple(145, 829), Tuple(146, 839), Tuple(147, 853), Tuple(148, 857), Tuple(149, 859), Tuple(150, 863), Tuple(151, 877), Tuple(152, 881), Tuple(153, 883), Tuple(154, 887), Tuple(155, 907), Tuple(156, 911), Tuple(157, 919), Tuple(158, 929), Tuple(159, 937), Tuple(160, 941), Tuple(161, 947), Tuple(162, 953), Tuple(163, 967), Tuple(164, 971), Tuple(165, 977), Tuple(166, 983), Tuple(167, 991), Tuple(168, 997), Tuple(169, 1009), Tuple(170, 1013), Tuple(171, 1019), Tuple(172, 1021), Tuple(173, 1031), Tuple(174, 1033), Tuple(175, 1039), Tuple(176, 1049), Tuple(177, 1051), Tuple(178, 1061), Tuple(179, 1063), Tuple(180, 1069), Tuple(181, 1087), Tuple(182, 1091), Tuple(183, 1093), Tuple(184, 1097), Tuple(185, 1103), Tuple(186, 1109), Tuple(187, 1117), Tuple(188, 1123), Tuple(189, 1129), Tuple(190, 1151), Tuple(191, 1153), Tuple(192, 1163), Tuple(193, 1171), Tuple(194, 1181), Tuple(195, 1187), Tuple(196, 1193), Tuple(197, 1201), Tuple(198, 1213), Tuple(199, 1217), Tuple(200, 1223))))

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Copyright (C) Fredrik Johansson and contributors. Fungrim is provided under the MIT license. The source code is on GitHub.

2019-06-18 07:49:59.356594 UTC