Christopher Mowla
Premium Member
Introduction
As most of you know, Brest came to speedsolving.com not too long ago and quickly began to do reconstructions of solves for many cubers. We have a few other members who type up nice reconstructions to solves as well.
I have known how to solve the 3x3x3 for 8 years now (the 4x4x4 for 6 years, the 5x5x5 and greater for 4 years), but I never was really serious about speedsolving. However, I have been interested lately, at least to decrease my times without a whole lot of memorization.
I'm starting this thread for speedcubers who have kept up with the reconstructions posted on speedsolving.com (perhaps they were the ones who performed the solves) to post a list of reconstructions (or maybe just link to a reconstruction post on some other part of the forums) which they believe to be exceptionally enlightening solves. Because right now, I am not sure if every reconstructed solve in the reconstruction thread (or in other posts elsewhere in the forums) is *worth* studying and learning from. If experts think a solve consists of many instances of "unhealthy habits", then I don't want those reconstructions posted here...even if that solve got a world record (anyone can get lucky, but I'm interested in the solid solves...solves which demonstrate technique). If a solve got a world record time and has technique, then I'm all for it.
Reasons for Starting this Thread
I mainly am starting this thread for me and others new to speedsolving to have the best resource to start with, so that we can benefit from all of the time which speedcubers before us put into speedsolving (and of course, those who took the time to make reconstructions). We already have access to video tutorials, web pages, etc. which aim at jump-starting and perfecting cubers, but why not make the most out of the reconstructions for the visual learners like myself? This has become a new type of resource (the best yet, in my opinion), and I think it's time to harness all of the effort that has been done.
Structure of the thread.
Basically, I'm asking for experienced/advanced cubers to post reconstructions of solves which they find the most variety, see as elegant solutions, see as efficient solutions, or any other reasons why they would think the reconstruction could really train a beginner to become an expert much faster than if he/she were to have to "learn the hard way". This means solves which will decrease the amount of practice someone has to do from day one to become a good cuber with a lot less experimental effort. For example, one realization for technique or way of solving can be better than a 1000 solves.
You do not have to state your reasons for each construction you post (that could become tiresome) if you don't want to. However, if I were to enjoy a reconstruction enough, I would be passionate enough about it to explain why I liked it.
Above the reconstruction (or the link to a reconstruction), write the method used (or write the mixture of methods used if the solve isn't purely one). Also, grouping reconstructions by cube size would be nice. Obviously, solutions should be grouped by method as best as possible. Lastly, just improvise on how you present the reconstructions you consider to be good.
I'm mainly interested in big cube solve reconstructions, but 2x2x2 and 3x3x3, FMC, blindfolded, feet solves, one handed solves, etc. are welcomed as well...because this thread isn't just about me, but everyone.
I think the solves which should be put in this thread should be considered "phenomenal" by more than one cuber.
The Long Term Future of This Thread
Assuming that a thread hasn't been made like this before (if so, please delete it mods and pm me a link to an existing thread like it. Also, if it's new and you all think it should be in another sub-forum, then please move it to where it fits better.), and assuming that this thread eventually gets enough replies, then perhaps I or someone else can start a new (sister) thread which has a poll. That way, we can vote as a community which solve reconstructions are the absolute best. Then we could start a final (third) thread ("hall of fame") which has reconstructions which were not only chosen to be put in this thread, but have also survived the poll as well.
As most of you know, Brest came to speedsolving.com not too long ago and quickly began to do reconstructions of solves for many cubers. We have a few other members who type up nice reconstructions to solves as well.
I have known how to solve the 3x3x3 for 8 years now (the 4x4x4 for 6 years, the 5x5x5 and greater for 4 years), but I never was really serious about speedsolving. However, I have been interested lately, at least to decrease my times without a whole lot of memorization.
I'm starting this thread for speedcubers who have kept up with the reconstructions posted on speedsolving.com (perhaps they were the ones who performed the solves) to post a list of reconstructions (or maybe just link to a reconstruction post on some other part of the forums) which they believe to be exceptionally enlightening solves. Because right now, I am not sure if every reconstructed solve in the reconstruction thread (or in other posts elsewhere in the forums) is *worth* studying and learning from. If experts think a solve consists of many instances of "unhealthy habits", then I don't want those reconstructions posted here...even if that solve got a world record (anyone can get lucky, but I'm interested in the solid solves...solves which demonstrate technique). If a solve got a world record time and has technique, then I'm all for it.
Reasons for Starting this Thread
I mainly am starting this thread for me and others new to speedsolving to have the best resource to start with, so that we can benefit from all of the time which speedcubers before us put into speedsolving (and of course, those who took the time to make reconstructions). We already have access to video tutorials, web pages, etc. which aim at jump-starting and perfecting cubers, but why not make the most out of the reconstructions for the visual learners like myself? This has become a new type of resource (the best yet, in my opinion), and I think it's time to harness all of the effort that has been done.
Structure of the thread.
Basically, I'm asking for experienced/advanced cubers to post reconstructions of solves which they find the most variety, see as elegant solutions, see as efficient solutions, or any other reasons why they would think the reconstruction could really train a beginner to become an expert much faster than if he/she were to have to "learn the hard way". This means solves which will decrease the amount of practice someone has to do from day one to become a good cuber with a lot less experimental effort. For example, one realization for technique or way of solving can be better than a 1000 solves.
You do not have to state your reasons for each construction you post (that could become tiresome) if you don't want to. However, if I were to enjoy a reconstruction enough, I would be passionate enough about it to explain why I liked it.
Above the reconstruction (or the link to a reconstruction), write the method used (or write the mixture of methods used if the solve isn't purely one). Also, grouping reconstructions by cube size would be nice. Obviously, solutions should be grouped by method as best as possible. Lastly, just improvise on how you present the reconstructions you consider to be good.
I'm mainly interested in big cube solve reconstructions, but 2x2x2 and 3x3x3, FMC, blindfolded, feet solves, one handed solves, etc. are welcomed as well...because this thread isn't just about me, but everyone.
I think the solves which should be put in this thread should be considered "phenomenal" by more than one cuber.
The Long Term Future of This Thread
Assuming that a thread hasn't been made like this before (if so, please delete it mods and pm me a link to an existing thread like it. Also, if it's new and you all think it should be in another sub-forum, then please move it to where it fits better.), and assuming that this thread eventually gets enough replies, then perhaps I or someone else can start a new (sister) thread which has a poll. That way, we can vote as a community which solve reconstructions are the absolute best. Then we could start a final (third) thread ("hall of fame") which has reconstructions which were not only chosen to be put in this thread, but have also survived the poll as well.
Last edited: