Choisir la fin de la série (max = 9223372036854775807)
| AAD | AD | D | D | /AD | Nombre d'or | Convergence |
|---|---|---|---|---|---|---|
| 1 | + 2 | = 3 | 3 | / 2 | = 1.5 | 1.5 <= 1+1/2 |
| 2 | + 3 | = 5 | 5 | / 3 | = 1.6666666666667 | 1.6666666666667 <= 1+1/1.5 |
| 3 | + 5 | = 8 | 8 | / 5 | = 1.6 | 1.6 <= 1+1/1.6666666666667 |
| 5 | + 8 | = 13 | 13 | / 8 | = 1.625 | 1.625 <= 1+1/1.6 |
| 8 | + 13 | = 21 | 21 | / 13 | = 1.6153846153846 | 1.6153846153846 <= 1+1/1.625 |
| 13 | + 21 | = 34 | 34 | / 21 | = 1.6190476190476 | 1.6190476190476 <= 1+1/1.6153846153846 |
| 21 | + 34 | = 55 | 55 | / 34 | = 1.6176470588235 | 1.6176470588235 <= 1+1/1.6190476190476 |
| 34 | + 55 | = 89 | 89 | / 55 | = 1.6181818181818 | 1.6181818181818 <= 1+1/1.6176470588235 |
| 55 | + 89 | = 144 | 144 | / 89 | = 1.6179775280899 | 1.6179775280899 <= 1+1/1.6181818181818 |
| 89 | + 144 | = 233 | 233 | / 144 | = 1.6180555555556 | 1.6180555555556 <= 1+1/1.6179775280899 |
| 144 | + 233 | = 377 | 377 | / 233 | = 1.618025751073 | 1.618025751073 <= 1+1/1.6180555555556 |
| 233 | + 377 | = 610 | 610 | / 377 | = 1.6180371352785 | 1.6180371352785 <= 1+1/1.618025751073 |
| 377 | + 610 | = 987 | 987 | / 610 | = 1.6180327868852 | 1.6180327868852 <= 1+1/1.6180371352785 |