Some Somewhat Easier n^i Sequences Available for Termination

[unconnected]

Taking
97^75
47^91
99^73
83^79
83^83

[EdH]

Originally Posted by garambois

Hello to all,
I am back.
I'll try to update the page over the next weekend !
Thanks for all your efforts.

Welcome back! I hope you were away for an enjoyable reason and such enjoyment was fulfilled.

[garambois]

Originally Posted by EdH

Welcome back! I hope you were away for an enjoyable reason and such enjoyment was fulfilled.

Oh yes !
I was on vacation in Normandy at Étretat.
It was really nice !
And during all this time, no power failure came to disturb all the calculations which were done by themselves at home.

;-)

[unconnected]

47^91 and 83^83 are done

[EdH]

Originally Posted by garambois

Oh yes !
I was on vacation in Normandy at Étretat.
It was really nice !
And during all this time, no power failure came to disturb all the calculations which were done by themselves at home.

;-)

Excellent on all counts!

I think we piled a bunch of work up here for you while you were away, though. Several of the matched parity sequences have finished their respective bases. Hopefully this will aid your data gathering this summer.

[garambois]

Originally Posted by EdH

Excellent on all counts!

I think we piled a bunch of work up here for you while you were away, though. Several of the matched parity sequences have finished their respective bases. Hopefully this will aid your data gathering this summer.

Yes, I have seen how far the work has progressed !
And for sure, it will greatly increase the amount of data available for this summer.
We'll see where this goes.
Thanks again to everyone for all this work and especially to you Edwin, for taking things in hand !

[unconnected]

97^75
47^91
99^73
83^79
83^83

All done.

[Alfred]

done 19116^34

[richs]

I terminated:

101^75
80^70

[richs]

Taking from post #1:

97^69
720^46

I noted the following already terminated by someone else:

66^82

[Alfred]

take 14^130
done 14^130