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Fibonacci

category: general [glöplog]
Why dem not..
http://en.wikipedia.org/wiki/Fibonacci_number

Let's start with:
0
added on the 2010-04-09 00:19:51 by mog mog
1
added on the 2010-04-09 00:32:07 by neon neon
1
added on the 2010-04-09 00:33:33 by mog mog
1
added on the 2010-04-09 00:36:34 by kusma kusma
+1
added on the 2010-04-09 00:37:21 by mog mog
1
added on the 2010-04-09 00:41:09 by xernobyl xernobyl
7
added on the 2010-04-09 00:43:09 by noby noby
Pie................. Mmmmmmmmm pie!
Pie is exactly three, just in case you didn't notice.
added on the 2010-04-09 00:51:21 by mog mog
NOES!
As I am the 10th entry, I think I have to write 55. The previous entry should have been 34.
added on the 2010-04-09 01:00:39 by ulrick ulrick
zero based array - yes - therefore:
89
added on the 2010-04-09 01:06:23 by mog mog
1
added on the 2010-04-09 01:08:47 by kusma kusma
Haha, you're all wrong. It's 666. Always.
added on the 2010-04-09 01:20:11 by maw maw
42!
added on the 2010-04-09 01:24:23 by nekomono nekomono
[0] 0
[1] 1
[2] 1
[3] 2
[4] 3
[5] 5
[6] 8
[7] 13
[8] 21
[9] 34
[10] 55
[11] 89
[12] 144
[13] 233
[14] 377
[15] 610
[16] 987
[17] 1597
[18] 2584
[19] 4181
[20] 6765
[21] 10946
[22] 17711
[23] 28657
[24] 46368
[25] 75025
[26] 121393
[27] 196418
[28] 317811
[29] 514229
[30] 832040
[31] 1346269
[32] 2178309
[33] 3524578
[34] 5702887
[35] 9227465
[36] 14930352
[37] 24157817
[38] 39088169
[39] 63245986
[40] 102334155
[41] 165580141
[42] 267914296
[43] 433494437
[44] 701408733
[45] 1134903170
[46] 1836311903
[47] 2971215073
[48] 512559680
[49] 3483774753
[50] 3996334433
[51] 3185141890
[52] 2886509027
[53] 1776683621
[54] 368225352
[55] 2144908973
[56] 2513134325
[57] 363076002
[58] 2876210327
[59] 3239286329
[60] 1820529360
[61] 764848393
[62] 2585377753
[63] 3350226146
[64] 1640636603
[65] 695895453
[66] 2336532056
[67] 3032427509
[68] 1073992269
[69] 4106419778
[70] 885444751
[71] 696897233
[72] 1582341984
[73] 2279239217
[74] 3861581201
[75] 1845853122
[76] 1412467027
[77] 3258320149
[78] 375819880
[79] 3634140029
[80] 4009959909
[81] 3349132642
[82] 3064125255
[83] 2118290601
[84] 887448560
[85] 3005739161
[86] 3893187721
[87] 2603959586
[88] 2202180011
[89] 511172301
[90] 2713352312
[91] 3224524613
[92] 1642909629
[93] 572466946
[94] 2215376575
[95] 2787843521
[96] 708252800
[97] 3496096321
[98] 4204349121
[99] 3405478146
[100] 3314859971
[101] 2425370821
[102] 1445263496
[103] 3870634317
[104] 1020930517
[105] 596597538
[106] 1617528055
[107] 2214125593
[108] 3831653648
[109] 1750811945
[110] 1287498297
[111] 3038310242
[112] 30841243
[113] 3069151485
[114] 3099992728
[115] 1874176917
[116] 679202349
[117] 2553379266
[118] 3232581615
[119] 1490993585
[120] 428607904
[121] 1919601489
[122] 2348209393
[123] 4267810882
[124] 2321052979
[125] 2293896565
[126] 319982248
[127] 2613878813
[128] 2933861061
[129] 1252772578
[130] 4186633639
[131] 1144438921
[132] 1036105264
[133] 2180544185
[134] 3216649449
[135] 1102226338
[136] 23908491
[137] 1126134829
[138] 1150043320
[139] 2276178149
[140] 3426221469
[141] 1407432322
[142] 538686495
[143] 1946118817
[144] 2484805312
[145] 135956833
[146] 2620762145
[147] 2756718978
[148] 1082513827
[149] 3839232805
[150] 626779336
[151] 171044845
[152] 797824181
[153] 968869026
[154] 1766693207
[155] 2735562233
[156] 207288144
[157] 2942850377
[158] 3150138521
[159] 1798021602
[160] 653192827
[161] 2451214429
[162] 3104407256
[163] 1260654389
[164] 70094349
[165] 1330748738
[166] 1400843087
[167] 2731591825
[168] 4132434912
[169] 2569059441
[170] 2406527057
[171] 680619202
[172] 3087146259
[173] 3767765461
[174] 2559944424
[175] 2032742589
[176] 297719717
[177] 2330462306
[178] 2628182023
[179] 663677033
[180] 3291859056
[181] 3955536089
[182] 2952427849
[183] 2612996642
[184] 1270457195
[185] 3883453837
[186] 858943736
[187] 447430277
[188] 1306374013
[189] 1753804290
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[191] 519015297
[192] 3579193600
[193] 4098208897
[194] 3382435201
[195] 3185676802
[196] 2273144707
[197] 1163854213
[198] 3436998920
[199] 305885837
[200] 3742884757
[201] 4048770594
[202] 3496688055
[203] 3250491353
[204] 2452212112
[205] 1407736169
[206] 3859948281
[207] 972717154
[208] 537698139
[209] 1510415293
[210] 2048113432
[211] 3558528725
[212] 1311674861
[213] 575236290
[214] 1886911151
[215] 2462147441
[216] 54091296
[217] 2516238737
[218] 2570330033
[219] 791601474
[220] 3361931507
[221] 4153532981
[222] 3220497192
[223] 3079062877
[224] 2004592773
[225] 788688354
[226] 2793281127
[227] 3581969481
[228] 2080283312
[229] 1367285497
[230] 3447568809
[231] 519887010
[232] 3967455819
[233] 192375533
[234] 4159831352
[235] 57239589
[236] 4217070941
[237] 4274310530
[238] 4196414175
[239] 4175757409
[240] 4077204288
[241] 3957994401
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[243] 3403258498
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[246] 510369096
[247] 2467182893
[248] 2977551989
[249] 1149767586
[250] 4127319575
[251] 982119865
[252] 814472144
[253] 1796592009
[254] 2611064153
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[264] 484788320
[265] 3313982129
[266] 3798770449
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[273] 2596862818
[274] 1183324359
[275] 3780187177
[276] 668544240
[277] 153764121
[278] 822308361
[279] 976072482
[280] 1798380843
[281] 2774453325
[282] 277866872
[283] 3052320197
[284] 3330187069
[285] 2087539970
[286] 1122759743
[287] 3210299713
[288] 38092160
[289] 3248391873
[290] 3286484033
[291] 2239908610
[292] 1231425347
[293] 3471333957
[294] 407792008
[295] 3879125965
[296] 4286917973
[297] 3871076642
[298] 3863027319
[299] 3439136665
[300] 3007196688
added on the 2010-04-09 01:35:32 by mog mog
[301] 2151366057
[302] 863595449
[303] 3014961506
[304] 3878556955
[305] 2598551165
[306] 2182140824
[307] 485724693
[308] 2667865517
[309] 3153590210
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[312] 1911599776
[313] 2296711121
[314] 4208310897
[315] 2210054722
[316] 2123398323
[317] 38485749
[318] 2161884072
[319] 2200369821
[320] 67286597
[321] 2267656418
[322] 2334943015
[323] 307632137
[324] 2642575152
[325] 2950207289
[326] 1297815145
[327] 4248022434
[328] 1250870283
[329] 1203925421
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[331] 3658721125
[332] 1818549533
[333] 1182303362
[334] 3000852895
[335] 4183156257
[336] 2889041856
[337] 2777230817
[338] 1371305377
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[340] 1224874275
[341] 1078443173
[342] 2303317448
[343] 3381760621
[344] 1390110773
[345] 476904098
[346] 1867014871
[347] 2343918969
[348] 4210933840
[349] 2259885513
[350] 2175852057
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[473] 3796498893
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[845] 2401626901
[846] 1726829160
[847] 4128456061
[848] 1560317925
[849] 1393806690
[850] 2954124615
[851] 52964009
[852] 3007088624
[853] 3060052633
[854] 1772173961
[855] 537259298
[856] 2309433259
[857] 2846692557
[858] 861158520
[859] 3707851077
[860] 274042301
[861] 3981893378
[862] 4255935679
[863] 3942861761
[864] 3903830144
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[866] 3160587457
[867] 2417344770
[868] 1282964931
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[870] 688307336
[871] 93649741
[872] 781957077
[873] 875606818
[874] 1657563895
[875] 2533170713
[876] 4190734608
[877] 2428938025
[878] 2324705337
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[880] 2783381403
[881] 3242057469
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[883] 677561749
[884] 2408033325
[885] 3085595074
[886] 1198661103
[887] 4284256177
[888] 1187949984
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[890] 2365188849
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[893] 860109685
[894] 2472758952
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[897] 548561634
[898] 2059221927
[899] 2607783561
[900] 372038192
[901] 2979821753
[902] 3351859945
[903] 2036714402
[904] 1093607051
[905] 3130321453
[906] 4223928504
[907] 3059282661
[908] 2988243869
[909] 1752559234
[910] 445835807
[911] 2198395041
[912] 2644230848
[913] 547658593
[914] 3191889441
[915] 3739548034
[916] 2636470179
[917] 2081050917
[918] 422553800
[919] 2503604717
[920] 2926158517
[921] 1134795938
[922] 4060954455
[923] 900783097
[924] 666770256
[925] 1567553353
[926] 2234323609
[927] 3801876962
[928] 1741233275
[929] 1248142941
[930] 2989376216
[931] 4237519157
[932] 2931928077
[933] 2874479938
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[935] 90953361
[936] 1602394080
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[938] 3295741521
[939] 694121666
[940] 3989863187
[941] 389017557
[942] 83913448
[943] 472931005
[944] 556844453
[945] 1029775458
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[947] 2616395369
[948] 4203015280
[949] 2524443353
[950] 2432491337
[951] 661967394
[952] 3094458731
[953] 3756426125
[954] 2555917560
[955] 2017376389
[956] 278326653
[957] 2295703042
[958] 2574029695
[959] 574765441
[960] 3148795136
[961] 3723560577
[962] 2577388417
[963] 2005981698
[964] 288402819
[965] 2294384517
[966] 2582787336
[967] 582204557
[968] 3164991893
[969] 3747196450
[970] 2617221047
[971] 2069450201
[972] 391703952
[973] 2461154153
[974] 2852858105
[975] 1019044962
[976] 3871903067
[977] 595980733
[978] 172916504
[979] 768897237
[980] 941813741
[981] 1710710978
[982] 2652524719
[983] 68268401
[984] 2720793120
[985] 2789061521
[986] 1214887345
[987] 4003948866
[988] 923868915
[989] 632850485
[990] 1556719400
[991] 2189569885
[992] 3746289285
[993] 1640891874
[994] 1092213863
[995] 2733105737
[996] 3825319600
[997] 2263458041
[998] 1793810345
[999] 4057268386
[1000] 1556111435
[1001] 1318412525
[1002] 2874523960
[1003] 4192936485
[1004] 2772493149
[1005] 2670462338
[1006] 1147988191
[1007] 3818450529
[1008] 671471424
[1009] 194954657
[1010] 866426081
[1011] 1061380738
[1012] 1927806819
[1013] 2989187557
[1014] 622027080
[1015] 3611214637
[1016] 4233241717
[1017] 3549489058
[1018] 3487763479
[1019] 2742285241
[1020] 1935081424
[1021] 382399369
[1022] 2317480793
[1023] 2699880162
[1024] 722393659
[1025] 3422273821
[1026] 4144667480
[1027] 3271974005
[1028] 3121674189
[1029] 2098680898
[1030] 925387791
[1031] 3024068689
[1032] 3949456480
[1033] 2678557873
[1034] 2333047057
[1035] 716637634
[1036] 3049684691
[1037] 3766322325
[1038] 2521039720
[1039] 1992394749
[1040] 218467173
[1041] 2210861922
[1042] 2429329095
[1043] 345223721
[1044] 2774552816
[1045] 3119776537
[1046] 1599362057
[1047] 424171298
[1048] 2023533355
[1049] 2447704653
[1050] 176270712
[1051] 2623975365
[1052] 2800246077
[1053] 1129254146
[1054] 3929500223
[1055] 763787073
[1056] 398320000
[1057] 1162107073
[1058] 1560427073
[1059] 2722534146
[1060] 4282961219
[1061] 2710528069
[1062] 2698521992
[1063] 1114082765
[1064] 3812604757
[1065] 631720226
[1066] 149357687
[1067] 781077913
[1068] 930435600
[1069] 1711513513
[1070] 2641949113
[1071] 58495330
[1072] 2700444443
[1073] 2758939773
[1074] 1164416920
[1075] 3923356693
[1076] 792806317
[1077] 421195714
[1078] 1214002031
[1079] 1635197745
[1080] 2849199776
[1081] 189430225
[1082] 3038630001
[1083] 3228060226
[1084] 1971722931
[1085] 904815861
[1086] 2876538792
[1087] 3781354653
[1088] 2362926149
[1089] 1849313506
[1090] 4212239655
[1091] 1766585865
[1092] 1683858224
[1093] 3450444089
[1094] 839335017
[1095] 4289779106
[1096] 834146827
[1097] 828958637
[1098] 1663105464
[1099] 2492064101
[1100] 4155169565
[1101] 2352266370
[1102] 2212468639
[1103] 269767713
[1104] 2482236352
[1105] 2752004065
[1106] 939273121
[1107] 3691277186
[1108] 335583011
[1109] 4026860197
[1110] 67475912
[1111] 4094336109
[1112] 4161812021
[1113] 3961180834
[1114] 3828025559
[1115] 3494239097
[1116] 3027297360
[1117] 2226569161
[1118] 958899225
[1119] 3185468386
[1120] 4144367611
[1121] 3034868701
[1122] 2884269016
[1123] 1624170421
[1124] 213472141
[1125] 1837642562
[1126] 2051114703
[1127] 3888757265
[1128] 1644904672
[1129] 1238694641
[1130] 2883599313
[1131] 4122293954
[1132] 2710925971
[1133] 2538252629
[1134] 954211304
[1135] 3492463933
[1136] 151707941
[1137] 3644171874
[1138] 3795879815
[1139] 3145084393
[1140] 2645996912
[1141] 1496114009
[1142] 4142110921
[1143] 1343257634
[1144] 1190401259
[1145] 2533658893
[1146] 3724060152
[1147] 1962751749
[1148] 1391844605
[1149] 3354596354
[1150] 451473663
[1151] 3806070017
[1152] 4257543680
[1153] 3768646401
[1154] 3731222785
[1155] 3204901890
[1156] 2641157379
[1157] 1551091973
[1158] 4192249352
[1159] 1448374029
[1160] 1345656085
[1161] 2794030114
[1162] 4139686199
[1163] 2638749017
[1164] 2483467920
[1165] 827249641
[1166] 3310717561
[1167] 4137967202
[1168] 3153717467
[1169] 2996717373
[1170] 1855467544
[1171] 557217621
[1172] 2412685165
[1173] 2969902786
[1174] 1087620655
[1175] 4057523441
[1176] 850176800
[1177] 612732945
[1178] 1462909745
[1179] 2075642690
[1180] 3538552435
[1181] 1319227829
[1182] 562812968
[1183] 1882040797
[1184] 2444853765
[1185] 31927266
[1186] 2476781031
[1187] 2508708297
[1188] 690522032
[1189] 3199230329
[1190] 3889752361
[1191] 2794015394
[1192] 2388800459
[1193] 887848557
[1194] 3276649016
[1195] 4164497573
[1196] 3146179293
[1197] 3015709570
[1198] 1866921567
[1199] 587663841
[1200] 2454585408
[1201] 3042249249
[1202] 1201867361
[1203] 4244116610
[1204] 1151016675
[1205] 1100165989
[1206] 2251182664
[1207] 3351348653
[1208] 1307564021
[1209] 363945378
[1210] 1671509399
[1211] 2035454777
[1212] 3706964176
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[1214] 859448537
[1215] 2306900194
[1216] 3166348731
[1217] 1178281629
[1218] 49663064
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[1220] 1277607757
[1221] 2505552450
[1222] 3783160207
[1223] 1993745361
[1224] 1481938272
[1225] 3475683633
[1226] 662654609
[1227] 4138338242
[1228] 506025555
[1229] 349396501
[1230] 855422056
[1231] 1204818557
[1232] 2060240613
[1233] 3265059170
[1234] 1030332487
[1235] 424361
[1236] 1030756848
[1237] 1031181209
[1238] 2061938057
[1239] 3093119266
[1240] 860090027
[1241] 3953209293
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[1243] 176574021
[1244] 694906045
[1245] 871480066
[1246] 1566386111
[1247] 2437866177
[1248] 4004252288
[1249] 2147151169
[1250] 1856436161
[1251] 4003587330
[1252] 1565056195
[1253] 1273676229
[1254] 2838732424
[1255] 4112408653
[1256] 2656173781
[1257] 2473615138
[1258] 834821623
[1259] 3308436761
[1260] 4143258384
[1261] 3156727849
[1262] 3005018937
[1263] 1866779490
[1264] 576831131
[1265] 2443610621
[1266] 3020441752
[1267] 1169085077
[1268] 4189526829
[1269] 1063644610
[1270] 958204143
[1271] 2021848753
[1272] 2980052896
[1273] 706934353
[1274] 3686987249
[1275] 98954306
[1276] 3785941555
[1277] 3884895861
[1278] 3375870120
[1279] 2965798685
[1280] 2046701509
[1281] 717532898
[1282] 2764234407
[1283] 3481767305
[1284] 1951034416
[1285] 1137834425
[1286] 3088868841
[1287] 4226703266
[1288] 3020604811
[1289] 2952340781
[1290] 1677978296
[1291] 335351781
[1292] 2013330077
[1293] 2348681858
[1294] 67044639
[1295] 2415726497
[1296] 2482771136
[1297] 603530337
[1298] 3086301473
[1299] 3689831810
[1300] 2481165987
[1301] 1876030501
[1302] 62229192
[1303] 1938259693
[1304] 2000488885
[1305] 3938748578
[1306] 1644270167
[1307] 1288051449
[1308] 2932321616
[1309] 4220373065
[1310] 2857727385
[1311] 2783133154
[1312] 1345893243
[1313] 4129026397
[1314] 1179952344
[1315] 1014011445
[1316] 2193963789
[1317] 3207975234
[1318] 1106971727
[1319] 19979665
[1320] 1126951392
[1321] 1146931057
[1322] 2273882449
[1323] 3420813506
[1324] 1399728659
[1325] 525574869
[1326] 1925303528
[1327] 2450878397
[1328] 81214629
[1329] 2532093026
[1330] 2613307655
[1331] 850433385
[1332] 3463741040
[1333] 19207129
[1334] 3482948169
[1335] 3502155298
[1336] 2690136171
[1337] 1897324173
added on the 2010-04-09 01:40:55 by mog mog
mog, you skrewed your bbs up!
added on the 2010-04-09 01:46:18 by ulrick ulrick
There's even a round-off-error in it :\
added on the 2010-04-09 01:50:18 by mog mog
Where?
added on the 2010-04-09 02:10:32 by ulrick ulrick
BB Image
On the left is the table that noby linked
added on the 2010-04-09 03:03:45 by mog mog
Term 48 is already wrong, obviously.. The Fibonacci sequence must increase all the time, it cannot go backwards:
...
[47] 2971215073
[48] 512559680 <---- huh?
...
added on the 2010-04-09 07:09:33 by iq iq
32 bits integers overflow.
Even using 64 bits integers it gets screwed pretty fast.
[0] 0
[1] 1
[2] 1
[3] 2
[4] 3
[5] 5
[6] 8
[7] 13
[8] 21
[9] 34
[10] 55
[11] 89
[12] 144
[13] 233
[14] 377
[15] 610
[16] 987
[17] 1597
[18] 2584
[19] 4181
[20] 6765
[21] 10946
[22] 17711
[23] 28657
[24] 46368
[25] 75025
[26] 121393
[27] 196418
[28] 317811
[29] 514229
[30] 832040
[31] 1346269
[32] 2178309
[33] 3524578
[34] 5702887
[35] 9227465
[36] 14930352
[37] 24157817
[38] 39088169
[39] 63245986
[40] 102334155
[41] 165580141
[42] 267914296
[43] 433494437
[44] 701408733
[45] 1134903170
[46] 1836311903
[47] 2971215073
[48] 4807526976
[49] 7778742049
[50] 12586269025
[51] 20365011074
[52] 32951280099
[53] 53316291173
[54] 86267571272
[55] 139583862445
[56] 225851433717
[57] 365435296162
[58] 591286729879
[59] 956722026041
[60] 1548008755920
[61] 2504730781961
[62] 4052739537881
[63] 6557470319842
[64] 10610209857723
[65] 17167680177565
[66] 27777890035288
[67] 44945570212853
[68] 72723460248141
[69] 117669030460994
[70] 190392490709135
[71] 308061521170129
[72] 498454011879264
[73] 806515533049393
[74] 1304969544928657
[75] 2111485077978050
[76] 3416454622906707
[77] 5527939700884757
[78] 8944394323791464
[79] 14472334024676221
[80] 23416728348467685
[81] 37889062373143906
[82] 61305790721611591
[83] 99194853094755497
[84] 160500643816367088
[85] 259695496911122585
[86] 420196140727489673
[87] 679891637638612258
[88] 1100087778366101931
[89] 1779979416004714189
[90] 2880067194370816120
[91] 4660046610375530309
[92] 7540113804746346429
[93] 12200160415121876738
[94] 1293530146158671551 <==

Who is going for GMP now ?
added on the 2010-04-09 08:15:50 by Wiz Wiz

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