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55
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1 1 False
2 1 False
3 2 True
4 3 True
5 5 True
6 8 False
7 13 True
8 21 False
9 34 False
10 55 False
11 89 True
12 144 False
13 233 True
14 377 False
15 610 False
16 987 False
17 1597 True
18 2584 False
19 4181 False
20 6765 False
21 10946 False
22 17711 False
23 28657 True
24 46368 False
25 75025 False
26 121393 False
27 196418 False
28 317811 False
29 514229 True
30 832040 False
31 1346269 False
32 2178309 False
33 3524578 False
34 5702887 False
35 9227465 False
36 14930352 False
37 24157817 False
38 39088169 False
39 63245986 False
40 102334155 False
41 165580141 False
42 267914296 False
43 433494437 True
44 701408733 False
45 1134903170 False
46 1836311903 False
47 2971215073 True
48 4807526976 False
49 7778742049 False
50 12586269025 False
51 20365011074 False
52 32951280099 False
53 53316291173 False
54 86267571272 False
55 139583862445 False
56 225851433717 False
57 365435296162 False
58 591286729879 False
59 956722026041 False
60 1548008755920 False
61 2504730781961 False
62 4052739537881 False
63 6557470319842 False
64 10610209857723 False
65 17167680177565 False
66 27777890035288 False
67 44945570212853 False
68 72723460248141 False
69 117669030460994 False
70 190392490709135 False
71 308061521170129 False
72 498454011879264 False
73 806515533049393 False
74 1304969544928657 False
75 2111485077978050 False
76 3416454622906707 False
77 5527939700884757 False
78 8944394323791464 False
79 14472334024676221 False
80 23416728348467685 False
81 37889062373143906 False
82 61305790721611591 False
83 99194853094755497 True
84 160500643816367088 False
85 259695496911122585 False
86 420196140727489673 False
87 679891637638612258 False
88 1100087778366101931 False
89 1779979416004714189 False
90 2880067194370816120 False
91 4660046610375530309 False
92 7540113804746346429 False
93 12200160415121876738 False
94 19740274219868223167 False
95 31940434634990099905 False
96 51680708854858323072 False
97 83621143489848422977 False
98 135301852344706746049 False
99 218922995834555169026 False
1 1 1
2 1 1
3 2 2
4 3 3
5 5 5
6 8 2^3
7 13 13
8 21 3 * 7
9 34 2 * 17
10 55 5 * 11
11 89 89
12 144 2^4 * 3^2
13 233 233
14 377 13 * 29
15 610 2 * 5 * 61
16 987 3 * 7 * 47
17 1597 1597
18 2584 2^3 * 17 * 19
19 4181 37 * 113
20 6765 3 * 5 * 11 * 41
21 10946 2 * 13 * 421
22 17711 89 * 199
23 28657 28657
24 46368 2^5 * 3^2 * 7 * 23
25 75025 5^2 * 3001
26 121393 233 * 521
27 196418 2 * 17 * 53 * 109
28 317811 3 * 13 * 29 * 281
29 514229 514229
30 832040 2^3 * 5 * 11 * 31 * 61
31 1346269 557 * 2417
32 2178309 3 * 7 * 47 * 2207
33 3524578 2 * 89 * 19801
34 5702887 1597 * 3571
35 9227465 5 * 13 * 141961
36 14930352 2^4 * 3^3 * 17 * 19 * 107
37 24157817 73 * 149 * 2221
38 39088169 37 * 113 * 9349
39 63245986 2 * 233 * 135721
40 102334155 3 * 5 * 7 * 11 * 41 * 2161
41 165580141 2789 * 59369
42 267914296 2^3 * 13 * 29 * 211 * 421
43 433494437 433494437
44 701408733 3 * 43 * 89 * 199 * 307
45 1134903170 2 * 5 * 17 * 61 * 109441
46 1836311903 139 * 461 * 28657
47 2971215073 2971215073
48 4807526976 2^6 * 3^2 * 7 * 23 * 47 * 1103
49 7778742049 13 * 97 * 6168709
50 12586269025 5^2 * 11 * 101 * 151 * 3001
51 20365011074 2 * 1597 * 6376021
52 32951280099 3 * 233 * 521 * 90481
53 53316291173 953 * 55945741
54 86267571272 2^3 * 17 * 19 * 53 * 109 * 5779
55 139583862445 5 * 89 * 661 * 474541
56 225851433717 3 * 7^2 * 13 * 29 * 281 * 14503
57 365435296162 2 * 37 * 113 * 797 * 54833
58 591286729879 59 * 19489 * 514229
59 956722026041 353 * 2710260697
60 1548008755920 2^4 * 3^2 * 5 * 11 * 31 * 41 * 61 * 2521
61 2504730781961 4513 * 555003497
62 4052739537881 557 * 2417 * 3010349
63 6557470319842 2 * 13 * 17 * 421 * 35239681
64 10610209857723 3 * 7 * 47 * 1087 * 2207 * 4481
65 17167680177565 5 * 233 * 14736206161
66 27777890035288 2^3 * 89 * 199 * 9901 * 19801
67 44945570212853 269 * 116849 * 1429913
68 72723460248141 3 * 67 * 1597 * 3571 * 63443
69 117669030460994 2 * 137 * 829 * 18077 * 28657
70 190392490709135 5 * 11 * 13 * 29 * 71 * 911 * 141961
71 308061521170129 6673 * 46165371073
72 498454011879264 2^5 * 3^3 * 7 * 17 * 19 * 23 * 107 * 103681
73 806515533049393 9375829 * 86020717
74 1304969544928657 73 * 149 * 2221 * 54018521
75 2111485077978050 2 * 5^2 * 61 * 3001 * 230686501
76 3416454622906707 3 * 37 * 113 * 9349 * 29134601
77 5527939700884757 13 * 89 * 988681 * 4832521
78 8944394323791464 2^3 * 79 * 233 * 521 * 859 * 135721
79 14472334024676221 157 * 92180471494753
80 23416728348467685 3 * 5 * 7 * 11 * 41 * 47 * 1601 * 2161 * 3041
81 37889062373143906 2 * 17 * 53 * 109 * 2269 * 4373 * 19441
82 61305790721611591 2789 * 59369 * 370248451
83 99194853094755497 99194853094755497
84 160500643816367088 2^4 * 3^2 * 13 * 29 * 83 * 211 * 281 * 421 * 1427
85 259695496911122585 5 * 1597 * 9521 * 3415914041
86 420196140727489673 6709 * 144481 * 433494437
87 679891637638612258 2 * 173 * 514229 * 3821263937
88 1100087778366101931 3 * 7 * 43 * 89 * 199 * 263 * 307 * 881 * 967
89 1779979416004714189 1069 * 1665088321800481
90 2880067194370816120 2^3 * 5 * 11 * 17 * 19 * 31 * 61 * 181 * 541 * 109441
91 4660046610375530309 13^2 * 233 * 741469 * 159607993
92 7540113804746346429 3 * 139 * 461 * 4969 * 28657 * 275449
93 12200160415121876738 2 * 557 * 2417 * 4531100550901
94 19740274219868223167 2971215073 * 6643838879
95 31940434634990099905 5 * 37 * 113 * 761 * 29641 * 67735001
96 51680708854858323072 2^7 * 3^2 * 7 * 23 * 47 * 769 * 1103 * 2207 * 3167
97 83621143489848422977 193 * 389 * 3084989 * 361040209
98 135301852344706746049 13 * 29 * 97 * 6168709 * 599786069
99 218922995834555169026 2 * 17 * 89 * 197 * 19801 * 18546805133
[2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397, 401, 409, 419, 421, 431, 433, 439, 443, 449, 457, 461, 463, 467, 479, 487, 491, 499, 503, 509, 521, 523, 541]
2 +
3 +
7 +
11 -
13 +
17 +
19 -
23 +
29 -
31 -
37 +
41 -
43 +
47 +
53 +
59 -
61 -
67 +
71 -
73 +
79 -
83 +
89 -
97 +
101 -
103 +
107 +
109 -
113 +
127 +
131 -
137 +
139 -
149 -
151 -
157 +
163 +
167 +
173 +
179 -
181 -
191 -
193 +
197 +
199 -
211 -
223 +
227 +
229 -
233 +
239 -
241 -
251 -
257 +
263 +
269 -
271 -
277 +
281 -
283 +
293 +
307 +
311 -
313 +
317 +
331 -
337 +
347 +
349 -
353 +
359 -
367 +
373 +
379 -
383 +
389 -
397 +
401 -
409 -
419 -
421 -
431 -
433 +
439 -
443 +
449 -
457 +
461 -
463 +
467 +
479 -
487 +
491 -
499 -
503 +
509 -
521 -
523 +
541 -
bovenstaande lijst controleert p deelt F(p-1) of p deelt F(p+1) voor p priem, p ongelijk aan 5
de vraag is: zien we hier een patroon?
andere vraag: zijn er evenveel plussen als minnen?