Liste des fractions de n/239 en base 10.
Il existe 34 périodes de 7 chiffres pour n/239 en base 10.
Pour toutes les fractions de n/239 en base 10, la période de 1/239 revient alors 7 fois (en orange)
1/239=0,0041841...
2/239=0,0083682...
3/239=0,0125523...
4/239=0,0167364...
5/239=0,0209205...
6/239=0,0251046...
7/239=0,0292887...
8/239=0,0334728...
9/239=0,0376569...
10/239=0,0418410...
11/239=0,0460251...
12/239=0,0502092...
13/239=0,0543933...
14/239=0,0585774...
15/239=0,0627615...
16/239=0,0669456...
17/239=0,0711297...
18/239=0,0753138...
19/239=0,0794979...
20/239=0,0836820...
21/239=0,0878661...
22/239=0,0920502...
23/239=0,0962343...
24/239=0,1004184...
25/239=0,1046025...
26/239=0,1087866...
27/239=0,1129707...
28/239=0,1171548...
29/239=0,1213389...
30/239=0,1255230...
31/239=0,1297071...
32/239=0,1338912...
33/239=0,1380753...
34/239=0,1422594...
35/239=0,1464435...
36/239=0,1506276...
37/239=0,1548117...
38/239=0,1589958...
39/239=0,1631799...
40/239=0,1673640...
41/239=0,1715481...
42/239=0,1757322...
43/239=0,1799163...
44/239=0,1841004...
45/239=0,1882845...
46/239=0,1924686...
47/239=0,1966527...
48/239=0,2008368...
49/239=0,2050209...
50/239=0,2092050...
51/239=0,2133891...
52/239=0,2175732...
53/239=0,2217573...
54/239=0,2259414...
55/239=0,2301255...
56/239=0,2343096...
57/239=0,2384937...
58/239=0,2426778...
59/239=0,2468619...
60/239=0,2510460...
61/239=0,2552301...
62/239=0,2594142...
63/239=0,2635983...
64/239=0,2677824...
65/239=0,2719665...
66/239=0,2761506...
67/239=0,2803347...
68/239=0,2845188...
69/239=0,2887029...
70/239=0,2928870...
71/239=0,2970711...
72/239=0,3012552...
73/239=0,3054393...
74/239=0,3096234...
75/239=0,3138075...
76/239=0,3179916...
77/239=0,3221757...
78/239=0,3263598...
79/239=0,3305439...
80/239=0,3347280...
81/239=0,3389121...
82/239=0,3430962...
83/239=0,3472803...
84/239=0,3514644...
85/239=0,3556485...
86/239=0,3598326...
87/239=0,3640167...
88/239=0,3682008...
89/239=0,3723849...
90/239=0,3765690...
91/239=0,3807531...
92/239=0,3849372...
93/239=0,3891213...
94/239=0,3933054...
95/239=0,3974895...
96/239=0,4016736...
97/239=0,4058577...
98/239=0,4100418...
99/239=0,4142259...
100/239=0,4184100...
101/239=0,4225941...
102/239=0,4267782...
103/239=0,4309623...
104/239=0,4351464...
105/239=0,4393305...
106/239=0,4435146...
107/239=0,4476987...
108/239=0,4518828...
109/239=0,4560669...
110/239=0,4602510...
111/239=0,4644351...
112/239=0,4686192...
113/239=0,4728033...
114/239=0,4769874...
115/239=0,4811715...
116/239=0,4853556...
117/239=0,4895397...
118/239=0,4937238...
119/239=0,4979079...
120/239=0,5020920...
121/239=0,5062761...
122/239=0,5104602...
123/239=0,5146443...
124/239=0,5188284...
125/239=0,5230125...
126/239=0,5271966...
127/239=0,5313807...
128/239=0,5355648...
129/239=0,5397489...
130/239=0,5439330...
131/239=0,5481171...
132/239=0,5523012...
133/239=0,5564853...
134/239=0,5606694...
135/239=0,5648535...
136/239=0,5690376...
137/239=0,5732217...
138/239=0,5774058...
139/239=0,5815899...
140/239=0,5857740...
141/239=0,5899581...
142/239=0,5941422...
143/239=0,5983263...
144/239=0,6025104...
145/239=0,6066945...
146/239=0,6108786...
147/239=0,6150627...
148/239=0,6192468...
149/239=0,6234309...
150/239=0,6276150...
151/239=0,6317991...
152/239=0,6359832...
153/239=0,6401673...
154/239=0,6443514...
155/239=0,6485355...
156/239=0,6527196...
157/239=0,6569037...
158/239=0,6610878...
159/239=0,6652719...
160/239=0,6694560...
161/239=0,6736401...
162/239=0,6778242...
163/239=0,6820083...
164/239=0,6861924...
165/239=0,6903765...
166/239=0,6945606...
167/239=0,6987447...
168/239=0,7029288...
169/239=0,7071129...
170/239=0,7112970...
171/239=0,7154811...
172/239=0,7196652...
173/239=0,7238493...
174/239=0,7280334...
175/239=0,7322175...
176/239=0,7364016...
177/239=0,7405857...
178/239=0,7447698...
179/239=0,7489539...
180/239=0,7531380...
181/239=0,7573221...
182/239=0,7615062...
183/239=0,7656903...
184/239=0,7698744...
185/239=0,7740585...
186/239=0,7782426...
187/239=0,7824267...
188/239=0,7866108...
189/239=0,7907949...
190/239=0,7949790...
191/239=0,7991631...
192/239=0,8033472...
193/239=0,8075313...
194/239=0,8117154...
195/239=0,8158995...
196/239=0,8200836...
197/239=0,8242677...
198/239=0,8284518...
199/239=0,8326359...
200/239=0,8368200...
201/239=0,8410041...
202/239=0,8451882...
203/239=0,8493723...
204/239=0,8535564...
205/239=0,8577405...
206/239=0,8619246...
207/239=0,8661087...
208/239=0,8702928...
209/239=0,8744769...
210/239=0,8786610...
211/239=0,8828451...
212/239=0,8870292...
213/239=0,8912133...
214/239=0,8953974...
215/239=0,8995815...
216/239=0,9037656...
217/239=0,9079497...
218/239=0,9121338...
219/239=0,9163179...
220/239=0,9205020...
221/239=0,9246861...
222/239=0,9288702...
223/239=0,9330543...
224/239=0,9372384...
225/239=0,9414225...
226/239=0,9456066...
227/239=0,9497907...
228/239=0,9539748...
229/239=0,9581589...
230/239=0,9623430...
231/239=0,9665271...
232/239=0,9707112...
233/239=0,9748953...
234/239=0,9790794...
235/239=0,9832635...
236/239=0,9874476...
237/239=0,9916317...
238/239=0,9958158...
On remarque que le produit du nombre de périodes (34) et de leurs longueurs (7) est égal à 238 et donc au premier -1.