Aliquot sequences that start on the integer powers n^i

[RichD]

Bases 191 & 193 can be added at the next update.

[garambois]

Page updated.
Many thanks to all for your help.

Added bases : 191, 193.
Updated bases : All the bases announced below.

10^150: Prime - UNC *
12^140: Prime - UNC *
19^137: Prime - A *
75^81: Prime - A *
82^78: Prime - A *
107^67: Prime - A *
107^75: Prime - GDB *
131^69: Prime - A *
131^73: Prime - GDB *
139^71: Prime - GDB *
149^57: Prime - GDB *
149^65: Prime - GDB *
149^67: Prime - GDB *
151^59: Prime - GDB *
151^71: Prime - GDB *
157^59: Prime - GDB *
157^65: Prime - GDB *
163^59: Prime - GDB *
163^67: Prime - A *
163^89: Prime - A *
167^59: Prime - GDB *
167^65: Prime - GDB *
167^67: Prime - GDB *
167^71: Prime - A *
167^89: Prime - A *
1152^37: Prime - GDB *
1152^39: Prime - GDB *
1152^40: Prime - GDB *
1152^41: Prime - GDB *
1250^36: Prime - A *
1250^38: Prime - GDB *
1250^39: Prime - GDB *
2310^46: Prime - A *
14316^36: Prime - GDB *

[RichD]

Bases 197 & 199 can be added at the next update.

[garambois]

Page updated.
Many thanks to all for your help.

Added bases : 109, 113, 197, 199.
Updated bases : All the bases announced below.

6^198: Prime - UNC *
38^100: Prime - GDB *
46^90: Prime - A *
59^87: Prime - GDB *
84^78: Prime - A *
103^77: Prime - GDB *
103^83: Prime - GDB *
119^75: Prime - GDB *
139^69: Prime - A *
157^69: Prime - A *
167^57: Prime - RCH *
167^63: Prime - RCH *
191^55: Prime - GDB *
191^57: Prime - GDB *
193^55: Prime - GDB *
193^59: Prime - GDB *
193^73: Prime - GDB *
220^64: Prime - A *
276^62: Prime - RCH *
648^53: Prime - A *
966^50: Prime - A *
1152^47: Prime - A *
1250^41: Prime - GDB *
15472^36: Prime - GDB *
30030^34: Prime - GDB *

[garambois]

Page updated.
Many thanks to all for your help.

Added bases : 173, 8191.
Updated bases : All the bases announced below and some others.

6^200: Prime - RCH *
6^206: Prime - GDB *
6^208: Prime - GDB *
10^152: Prime - GDB *
14^136: Prime - A *
45^93: Prime - A *
47^93: Prime - GDB *
53^99: Prime - RCH *
56^86: Prime - GDB *
57^85: Prime - RCH *
60^86: Prime - A *
75^83: Prime - GDB *
85^79: Prime - GDB *
86^78: Prime - GDB *
95^77: Prime - GDB *
109^71: Prime - GDB *
113^71: Prime - GDB *
131^71: Prime - GDB *
139^57: Prime - GDB *
139^67: Prime - GDB *
139^83: Prime - GDB *
149^59: Prime - RCH *
149^69: Prime - GDB *
151^57: Prime - GDB *
151^61: Prime - GDB *
157^57: Prime - GDB *
157^67: Prime - GDB *
193^57: Prime - GDB *
193^61: Prime - RCH *
197^55: Prime - GDB *
197^57: Prime - GDB *
197^59: Prime - GDB *
197^61: Prime - GDB *
199^55: Prime - GDB *
199^59: Prime - GDB *
199^61: Prime - GDB *
564^54: Prime - GDB *
660^54: Prime - GDB * 
1152^48: Prime - GDB *
1250^40: Prime - GDB *
1250^42: Prime - GDB *
1250^43: Prime - GDB *
12496^36: Prime - GDB *

[gd_barnes]

87^71 terminates

[EdH]

Originally Posted by gd_barnes

87^71 terminates

I wonder why I don't have base 87 in my list for the "easier" thread.

I'll add it today.

[EdH]

Curiosity: Is base 102 being initialized or has it been skipped for some reason I'm not catching?

Edit: I guess several near 102, 104, 106 were skipped for some reason?

I guess that just happens to be where our sequencial work has reached. . . Sorry for the bother. . . I'll go back to my other play.

[garambois]

Originally Posted by EdH

Curiosity: Is base 102 being initialized or has it been skipped for some reason I'm not catching?

Edit: I guess several near 102, 104, 106 were skipped for some reason?

I guess that just happens to be where our sequencial work has reached. . . Sorry for the bother. . . I'll go back to my other play.

The bases 102, 104, 106... have not been intialized until now, because we have privileged the bases that are prime numbers in view of the work of this summer 2022 that is coming.
But maybe we will have interesting things when we initialize them.

Otherwise, as you may have noticed, I have initiated the initialization of the bases 1210 and 1184, two amicable numbers and also the base 1264460, a 4-cycle number.

I'm really curious to see what my analysis programs will show me this summer with all this new data !

[EdH]

Originally Posted by garambois

The bases 102, 104, 106... have not been intialized until now, because we have privileged the bases that are prime numbers in view of the work of this summer 2022 that is coming.
But maybe we will have interesting things when we initialize them.

Otherwise, as you may have noticed, I have initiated the initialization of the bases 1210 and 1184, two amicable numbers and also the base 1264460, a 4-cycle number.

I'm really curious to see what my analysis programs will show me this summer with all this new data !

Thanks! I, too, am looking forward to what might be revealed (especially in the terminations realm*).

* I've done some small scale testing of prime relative things, but nothing that would scale up to such a sizeable study as would be needed. And, nothing that has proved of interest, yet.

[garambois]

Originally Posted by EdH

Thanks! I, too, am looking forward to what might be revealed (especially in the terminations realm*).

* I've done some small scale testing of prime relative things, but nothing that would scale up to such a sizeable study as would be needed. And, nothing that has proved of interest, yet.

Have you embarked on a data analysis ?
How did you proceed ?
Did you do something similar to what is described in the post 1360 ?