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Fungrim entry: b506ad

Table of FnF_{n} for 0n1000 \le n \le 100
nn FnF_{n}
00
11
21
32
43
55
68
713
821
934
1055
1189
12144
13233
14377
15610
16987
171597
182584
194181
206765
2110946
2217711
2328657
2446368
2575025
26121393
27196418
28317811
29514229
30832040
311346269
322178309
333524578
345702887
359227465
3614930352
3724157817
3839088169
3963245986
40102334155
41165580141
42267914296
43433494437
44701408733
451134903170
461836311903
472971215073
484807526976
497778742049
nn FnF_{n}
5012586269025
5120365011074
5232951280099
5353316291173
5486267571272
55139583862445
56225851433717
57365435296162
58591286729879
59956722026041
601548008755920
612504730781961
624052739537881
636557470319842
6410610209857723
6517167680177565
6627777890035288
6744945570212853
6872723460248141
69117669030460994
70190392490709135
71308061521170129
72498454011879264
73806515533049393
741304969544928657
752111485077978050
763416454622906707
775527939700884757
788944394323791464
7914472334024676221
8023416728348467685
8137889062373143906
8261305790721611591
8399194853094755497
84160500643816367088
85259695496911122585
86420196140727489673
87679891637638612258
881100087778366101931
891779979416004714189
902880067194370816120
914660046610375530309
927540113804746346429
9312200160415121876738
9419740274219868223167
9531940434634990099905
9651680708854858323072
9783621143489848422977
98135301852344706746049
99218922995834555169026
100354224848179261915075
Table data: (n,y)\left(n, y\right) such that Fn=yF_{n} = y
Definitions:
Fungrim symbol Notation Short description
FibonacciFnF_{n} Fibonacci number
Source code for this entry:
Entry(ID("b506ad"),
    Description("Table of", Fibonacci(n), "for", LessEqual(0, n, 100)),
    Table(TableRelation(Tuple(n, y), Equal(Fibonacci(n), y)), TableHeadings(n, Fibonacci(n)), TableSplit(2), List(Tuple(0, 0), Tuple(1, 1), Tuple(2, 1), Tuple(3, 2), Tuple(4, 3), Tuple(5, 5), Tuple(6, 8), Tuple(7, 13), Tuple(8, 21), Tuple(9, 34), Tuple(10, 55), Tuple(11, 89), Tuple(12, 144), Tuple(13, 233), Tuple(14, 377), Tuple(15, 610), Tuple(16, 987), Tuple(17, 1597), Tuple(18, 2584), Tuple(19, 4181), Tuple(20, 6765), Tuple(21, 10946), Tuple(22, 17711), Tuple(23, 28657), Tuple(24, 46368), Tuple(25, 75025), Tuple(26, 121393), Tuple(27, 196418), Tuple(28, 317811), Tuple(29, 514229), Tuple(30, 832040), Tuple(31, 1346269), Tuple(32, 2178309), Tuple(33, 3524578), Tuple(34, 5702887), Tuple(35, 9227465), Tuple(36, 14930352), Tuple(37, 24157817), Tuple(38, 39088169), Tuple(39, 63245986), Tuple(40, 102334155), Tuple(41, 165580141), Tuple(42, 267914296), Tuple(43, 433494437), Tuple(44, 701408733), Tuple(45, 1134903170), Tuple(46, 1836311903), Tuple(47, 2971215073), Tuple(48, 4807526976), Tuple(49, 7778742049), Tuple(50, 12586269025), Tuple(51, 20365011074), Tuple(52, 32951280099), Tuple(53, 53316291173), Tuple(54, 86267571272), Tuple(55, 139583862445), Tuple(56, 225851433717), Tuple(57, 365435296162), Tuple(58, 591286729879), Tuple(59, 956722026041), Tuple(60, 1548008755920), Tuple(61, 2504730781961), Tuple(62, 4052739537881), Tuple(63, 6557470319842), Tuple(64, 10610209857723), Tuple(65, 17167680177565), Tuple(66, 27777890035288), Tuple(67, 44945570212853), Tuple(68, 72723460248141), Tuple(69, 117669030460994), Tuple(70, 190392490709135), Tuple(71, 308061521170129), Tuple(72, 498454011879264), Tuple(73, 806515533049393), Tuple(74, 1304969544928657), Tuple(75, 2111485077978050), Tuple(76, 3416454622906707), Tuple(77, 5527939700884757), Tuple(78, 8944394323791464), Tuple(79, 14472334024676221), Tuple(80, 23416728348467685), Tuple(81, 37889062373143906), Tuple(82, 61305790721611591), Tuple(83, 99194853094755497), Tuple(84, 160500643816367088), Tuple(85, 259695496911122585), Tuple(86, 420196140727489673), Tuple(87, 679891637638612258), Tuple(88, 1100087778366101931), Tuple(89, 1779979416004714189), Tuple(90, 2880067194370816120), Tuple(91, 4660046610375530309), Tuple(92, 7540113804746346429), Tuple(93, 12200160415121876738), Tuple(94, 19740274219868223167), Tuple(95, 31940434634990099905), Tuple(96, 51680708854858323072), Tuple(97, 83621143489848422977), Tuple(98, 135301852344706746049), Tuple(99, 218922995834555169026), Tuple(100, 354224848179261915075))))

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

2019-08-19 14:38:23.809000 UTC