Táboa de divisores do 201 ó 250

Na Galipedia, a wikipedia en galego.

n Divisores d(n) σ(n) σ(n)-n n Divisores d(n) σ(n) σ(n)-n
201 1,3,67,201 4 272 71- 701 1,701 2 702 1-
202 1,2,101,202 4 306 104- 702 1,2,3,6,9,

13,18,26,27,39,
54,78,117,234,351,
702

16 1680 978+
203 1,7,29,203 4 240 37- 703 1,19,37,703 4 760 57-
204 1,2,3,4,6,

12,17,34,51,68,
102,204

12 504 300+ 704 1,2,4,8,11,

16,22,32,44,64,
88,176,352,704

14 1524 820+
205 1,5,41,205 4 252 47- 705 1,3,5,15,47,

141,235,705

8 1152 447-
206 1,2,103,206 4 312 106- 706 1,2,353,706 4 1062 356-
207 1,3,9,23,69,

207

6 312 105- 707 1,7,101,707 4 816 109-
208 1,2,4,8,13,

16,26,52,104,208

10 434 226+ 708 1,2,3,4,6,

12,59,118,177,236,
354,708

12 1680 972+
209 1,11,19,209 4 240 31- 709 1,709 2 710 1-
210 1,2,3,5,6,

7,10,14,15,21,
30,35,42,70,105,
210

16 576 366+ 710 1,2,5,10,71,

142,355,710

8 1296 586-
211 1,211 2 212 1- 711 1,3,9,79,237,

711

6 1040 329-
212 1,2,4,53,106,

212

6 378 166- 712 1,2,4,8,89,

178,356,712

8 1350 638-
213 1,3,71,213 4 288 75- 713 1,23,31,713 4 768 55-
214 1,2,107,214 4 324 110- 714 1,2,3,6,7,

14,17,21,34,42,
51,102,119,238,357,
714

16 1728 1014+
215 1,5,43,215 4 264 49- 715 1,5,11,13,55,

65,143,715

8 1008 293-
216 1,2,3,4,6,

8,9,12,18,24,
27,36,54,72,108,
216

16 600 384+ 716 1,2,4,179,358,

716

6 1260 544-
217 1,7,31,217 4 256 39- 717 1,3,239,717 4 960 243-
218 1,2,109,218 4 330 112- 718 1,2,359,718 4 1080 362-
219 1,3,73,219 4 296 77- 719 1,719 2 720 1-
220 1,2,4,5,10,

11,20,22,44,55,
110,220

12 504 284+ 720 1,2,3,4,5,

6,8,9,10,12,
15,16,18,20,24,
30,36,40,45,48,
60,72,80,90,120,
144,180,240,360,720

30 2418 1698+
221 1,13,17,221 4 252 31- 721 1,7,103,721 4 832 111-
222 1,2,3,6,37,

74,111,222

8 456 234+ 722 1,2,19,38,361,

722

6 1143 421-
223 1,223 2 224 1- 723 1,3,241,723 4 968 245-
224 1,2,4,7,8,

14,16,28,32,56,
112,224

12 504 280+ 724 1,2,4,181,362,

724

6 1274 550-
225 1,3,5,9,15,

25,45,75,225

9 403 178- 725 1,5,25,29,145,

725

6 930 205-
226 1,2,113,226 4 342 116- 726 1,2,3,6,11,

22,33,66,121,242,
363,726

12 1596 870+
227 1,227 2 228 1- 727 1,727 2 728 1-
228 1,2,3,4,6,

12,19,38,57,76,
114,228

12 560 332+ 728 1,2,4,7,8,

13,14,26,28,52,
56,91,104,182,364,
728

16 1680 952+
229 1,229 2 230 1- 729 1,3,9,27,81,

243,729

7 1093 364-
230 1,2,5,10,23,

46,115,230

8 432 202- 730 1,2,5,10,73,

146,365,730

8 1332 602-
231 1,3,7,11,21,

33,77,231

8 384 153- 731 1,17,43,731 4 792 61-
232 1,2,4,8,29,

58,116,232

8 450 218- 732 1,2,3,4,6,

12,61,122,183,244,
366,732

12 1736 1004+
233 1,233 2 234 1- 733 1,733 2 734 1-
234 1,2,3,6,9,

13,18,26,39,78,
117,234

12 546 312+ 734 1,2,367,734 4 1104 370-
235 1,5,47,235 4 288 53- 735 1,3,5,7,15,

21,35,49,105,147,
245,735

12 1368 633-
236 1,2,4,59,118,

236

6 420 184- 736 1,2,4,8,16,

23,32,46,92,184,
368,736

12 1512 776+
237 1,3,79,237 4 320 83- 737 1,11,67,737 4 816 79-
238 1,2,7,14,17,

34,119,238

8 432 194- 738 1,2,3,6,9,

18,41,82,123,246,
369,738

12 1638 900+
239 1,239 2 240 1- 739 1,739 2 740 1-
240 1,2,3,4,5,

6,8,10,12,15,
16,20,24,30,40,
48,60,80,120,240

20 744 504+ 740 1,2,4,5,10,

20,37,74,148,185,
370,740

12 1596 856+
241 1,241 2 242 1- 741 1,3,13,19,39,

57,247,741

8 1120 379-
242 1,2,11,22,121,

242

6 399 157- 742 1,2,7,14,53,

106,371,742

8 1296 554-
243 1,3,9,27,81,

243

6 364 121- 743 1,743 2 744 1-
244 1,2,4,61,122,

244

6 434 190- 744 1,2,3,4,6,

8,12,24,31,62,
93,124,186,248,372,
744

16 1920 1176+
245 1,5,7,35,49,

245

6 342 97- 745 1,5,149,745 4 900 155-
246 1,2,3,6,41,

82,123,246

8 504 258+ 746 1,2,373,746 4 1122 376-
247 1,13,19,247 4 280 33- 747 1,3,9,83,249,

747

6 1092 345-
248 1,2,4,8,31,

62,124,248

8 480 232- 748 1,2,4,11,17,

22,34,44,68,187,
374,748

12 1512 764+
249 1,3,83,249 4 336 87- 749 1,7,107,749 4 864 115-
250 1,2,5,10,25,

50,125,250

8 468 218- 750 1,2,3,5,6,

10,15,25,30,50,
75,125,150,250,375,
750

16 1872 1122+

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