Fernando González Bravo

Profesor le envío parte del trabajo que realicé el día de hoy en cuanto a la Sucesión de Fibonacci

from __future__ import print_function

%matplotlib inline

import math
from decimal import Decimal
t = int(raw_input("¿Cuántos términos de la sucesión quieres? : "))

for n in range (1, t):
    n
    fib = (((1+math.sqrt(5))**n-(1-math.sqrt(5))**n)/((2**n)*2.23606))

    print (n,  round(fib ))
    
    

print("La sucesion de Fibonacci que comienza en", 1 ,"y tiene", t ,"terminos es")

¿Cuántos términos de la sucesión quieres? : 100
(1, 1.0)
(2, 1.0)
(3, 2.0)
(4, 3.0)
(5, 5.0)
(6, 8.0)
(7, 13.0)
(8, 21.0)
(9, 34.0)
(10, 55.0)
(11, 89.0)
(12, 144.0)
(13, 233.0)
(14, 377.0)
(15, 610.0)
(16, 987.0)
(17, 1597.0)
(18, 2584.0)
(19, 4181.0)
(20, 6765.0)
(21, 10946.0)
(22, 17711.0)
(23, 28657.0)
(24, 46368.0)
(25, 75025.0)
(26, 121393.0)
(27, 196419.0)
(28, 317812.0)
(29, 514231.0)
(30, 832043.0)
(31, 1346274.0)
(32, 2178317.0)
(33, 3524591.0)
(34, 5702907.0)
(35, 9227498.0)
(36, 14930405.0)
(37, 24157903.0)
(38, 39088308.0)
(39, 63246212.0)
(40, 102334520.0)
(41, 165580732.0)
(42, 267915252.0)
(43, 433495984.0)
(44, 701411235.0)
(45, 1134907219.0)
(46, 1836318454.0)
(47, 2971225673.0)
(48, 4807544128.0)
(49, 7778769801.0)
(50, 12586313929.0)
(51, 20365083729.0)
(52, 32951397658.0)
(53, 53316481387.0)
(54, 86267879045.0)
(55, 139584360433.0)
(56, 225852239478.0)
(57, 365436599911.0)
(58, 591288839388.0)
(59, 956725439299.0)
(60, 1548014278688.0)
(61, 2504739717987.0)
(62, 4052753996674.0)
(63, 6557493714661.0)
(64, 10610247711335.0)
(65, 17167741425995.0)
(66, 27777989137330.0)
(67, 44945730563325.0)
(68, 72723719700655.0)
(69, 117669450263981.0)
(70, 190393169964636.0)
(71, 308062620228617.0)
(72, 498455790193253.0)
(73, 806518410421869.0)
(74, 1304974200615122.0)
(75, 2111492611036992.0)
(76, 3416466811652114.0)
(77, 5527959422689105.0)
(78, 8944426234341221.0)
(79, 1.4472385657030328e+16)
(80, 2.3416811891371548e+16)
(81, 3.788919754840187e+16)
(82, 6.130600943977342e+16)
(83, 9.919520698817531e+16)
(84, 1.6050121642794874e+17)
(85, 2.5969642341612406e+17)
(86, 4.201976398440728e+17)
(87, 6.79894063260197e+17)
(88, 1.1000917031042698e+18)
(89, 1.7799857663644667e+18)
(90, 2.880077469468737e+18)
(91, 4.660063235833204e+18)
(92, 7.54014070530194e+18)
(93, 1.2200203941135145e+19)
(94, 1.9740344646437085e+19)
(95, 3.1940548587572232e+19)
(96, 5.1680893234009326e+19)
(97, 8.362144182158156e+19)
(98, 1.353023350555909e+20)
(99, 2.1892377687717246e+20)
('La sucesion de Fibonacci que comienza en', 1, 'y tiene', 100, 'terminos es')