This is a 1LLL spreadsheet that I made (it is too big to preview online so you need to download it)
https://drive.google.com/open?id=1bfo7CTsUgzNXH4nymTvv8EtmdDj_D-Dg
It has a full 1LLL list of which approximately 2200 are algorithms people have chosen by hand before. It has 400,000+ algorithms stored in it. I am in the process of choosing my own algorithms for every LL case. It is extremely efficient. It takes me about 1 hour to find and add what I think are the best algorithms for an OLL set of 72 cases.
I have compiled a list of inverses and mirrors. I am compiling a list of all 1 to 3 htm conjugates of LL cases. There are 405 1 to 3 htm conjugates (ignoring ones which are effectively identical) and about 80,000 of these conjugates of LL cases that can be used to solve a LL case. I'll add these to the spreadsheet when I have finished.
When I have finished creating my own list of 1LLL algorithms I plan to analyse it and reduce it to as little information as possible using inverses, mirrors, conjugates and 2 1LLLs (as well as those composed of 2 1LLLs with a one move cancellation). I will then start learning it. I currently know about 150 ZBLLs/PLLs.
Let me know what you think of it and if there is anything you would like to see added to it.
https://drive.google.com/open?id=1bfo7CTsUgzNXH4nymTvv8EtmdDj_D-Dg
It has a full 1LLL list of which approximately 2200 are algorithms people have chosen by hand before. It has 400,000+ algorithms stored in it. I am in the process of choosing my own algorithms for every LL case. It is extremely efficient. It takes me about 1 hour to find and add what I think are the best algorithms for an OLL set of 72 cases.
I have compiled a list of inverses and mirrors. I am compiling a list of all 1 to 3 htm conjugates of LL cases. There are 405 1 to 3 htm conjugates (ignoring ones which are effectively identical) and about 80,000 of these conjugates of LL cases that can be used to solve a LL case. I'll add these to the spreadsheet when I have finished.
When I have finished creating my own list of 1LLL algorithms I plan to analyse it and reduce it to as little information as possible using inverses, mirrors, conjugates and 2 1LLLs (as well as those composed of 2 1LLLs with a one move cancellation). I will then start learning it. I currently know about 150 ZBLLs/PLLs.
Let me know what you think of it and if there is anything you would like to see added to it.