1. 10240297597 (k=2)
2. 10603473383 (k=1)
3. 11002347331 (k=517855)
4. 11627871797 (k=838)
5. 12242555623 (k=9)
6. 13721887877 (k=270638)
7. 14416971211 (k=28645)
8. 16885645813 (k=434)
9. 17025411281 (k=40)
10. 18238260437 (k=2318)
11. 19324920649 (k=70708)
12. 19723932037 (k=2)
13. 19827089179 (k=13)
14. 20208151063 (k=19)
15. 21425118487 (k=1381)
16. 22675888687 (k=1)
17. 23454812063 (k=11)
18. 23946784921 (k=540)
19. 24424019173 (k=14)
20. 25226098957 (k=2)
21. 25518215197 (k=2)
22. 25806268819 (k=5091)
23. 27445356049 (k=8)
24. 30721507213 (k=2)
25. 31345301179 (k=1)
26. 31387819453 (k=2)
27. 33187772201 (k=100)
28. 33850205423 (k=1)
29. 35817954013 (k=29254)
30. 36264291967 (k=7)
31. 38711061841 (k=40)
32. 40012336849 (k=8)
33. 43840434047 (k=103)
34. 46303974037 (k=2)
35. 46783394527 (k=1)
36. 47684989813 (k=2)
37. 48214573051 (k=175)
38. 49913381093 (k=46)
39. 50706968797 (k=2)
40. 52353139687 (k=1)
41. 52405827157 (k=2)
42. 54193340731 (k=5)
43. 54747364717 (k=2)
44. 59679042611 (k=5)
45. 60101601011 (k=5)
46. 60816413971 (k=65)
47. 61663797449 (k=4)
48. 62988853051 (k=58225)
49. 64052985173 (k=1126)
50. 65487614011 (k=426335)
51. 68354408783 (k=1)
52. 74619253801 (k=373100)
53. 76387188529 (k=56)
54. 77044370437 (k=2)
55. 80807100139 (k=1)
56. 82328823281 (k=40)
57. 82609786117 (k=6942)
58. 87245912899 (k=1)
59. 89115964183 (k=481089)
60. 90477650771 (k=4071535)
61. 92553418651 (k=396025)
62. 94128299647 (k=17651)
63. 94163458357 (k=2)

Phil Carmody is organizing a distributed computing project in order to find more factors of Googolplex + 10. If you like these pages I would appreciate that you donate some idle cycles of your computer. You will be cited as the discoverer of the factors you find.

Perl script written by Dario Alejandro Alpern. Last updated on September 8th, 2002.