This is a list of known
9-digit prime factors of googolplex + 10, i.e., 1010^100 + 10.
These numbers have the form 1 + 2k ∏ipiei,
where pi is a prime factor of 10100 − 1
and ei is zero or one.
The list of prime factors of 10100 − 1 is: 3, 3, 11,
41, 101, 251, 271, 3541, 5051, 9091, 21401, 25601, 27961, 60101, 7019801,
18 2521213001, 1410 3673319201, 7887 5943472201 and 168058 8011350901.
In the list you can see the prime factors, their discoverer and their corresponding value of k.
100398997 (k=2)
100820677 (k=6086)
101009899 (k=1)
103736293 (k=62)
105288979 (k=69913)
123662179 (k=1)
125956921 (k=20)
128727127 (k=157)
133544423 (k=1)
140680453 (k=422)
159742927 (k=7)
167329529 (k=4)
168658447 (k=10181)
175980619 (k=1)
213309841 (k=40)
294764863 (k=7)
298693693 (k=36794)
333017809 (k=8)
363603637 (k=2)
368129653 (k=2)
394848451 (k=25)
451128823 (k=67)
542053117 (k=2)
543918847 (k=1)
560388247 (k=41)
599144041 (k=3025980)
606060607 (k=1)
621616007 (k=2543)
632395303 (k=7)
651596653 (k=14)
653947933 (k=362)
668924131 (k=1855)
673459933 (k=2)
753007531 (k=5)
770388623 (k=76261)
797614247 (k=13)
813166531 (k=5)
855954397 (k=2)
926403853 (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.