Seanliu
Veteran
Hey, I've been starting a lot of new events recently (5x5~7x7) lately, and I've been trying to measure my progress, and I'd like to know where I'm at currently.
So, I've been considering this question:
What are the benchmark times for each event, relative to 3x3? For example, sub-20 on 2x2 is probably equal to sub-6 on 2x2 or sub-90 on 4x4. So, what is it for 5x5~7x7, Skewb, SQ1, and clock?
Another question that arose was how to calculate my progress. This is one of the methods that I've came up with so far.
WR:20 for 3x3 is roughly 1:4 (4.9:20)
so if you took the WR for 5x5 (47.2), and took the assumed barrier and named it x, you'd get an equation:
1:4=47.2:x
Which gives
x = 188.8 = 3min 8 sec
So using this method, sub-20 on 3x3 is equal to 3min on 5x5. That's not very right, however, as I'd place the barrier at 2:30 or 2:00.
Onto the second question: How do I measure my 5x5 (and other puzzles) progress in terms of 3x3
? Again, I've been using the ratio method. Let's say that I got a 150 second solve.
47.2/150 roughly equals 3, and then I multiply that by the 4.9 WR, which gives 15 seconds. According to this method, a 2:30 solve would equal to 15 seconds on the 3x3, which is even more ridiculous, in my opinion.
So, any better way to work this out?
--Sean
So, I've been considering this question:
What are the benchmark times for each event, relative to 3x3? For example, sub-20 on 2x2 is probably equal to sub-6 on 2x2 or sub-90 on 4x4. So, what is it for 5x5~7x7, Skewb, SQ1, and clock?
Another question that arose was how to calculate my progress. This is one of the methods that I've came up with so far.
WR:20 for 3x3 is roughly 1:4 (4.9:20)
so if you took the WR for 5x5 (47.2), and took the assumed barrier and named it x, you'd get an equation:
1:4=47.2:x
Which gives
x = 188.8 = 3min 8 sec
So using this method, sub-20 on 3x3 is equal to 3min on 5x5. That's not very right, however, as I'd place the barrier at 2:30 or 2:00.
Onto the second question: How do I measure my 5x5 (and other puzzles) progress in terms of 3x3
? Again, I've been using the ratio method. Let's say that I got a 150 second solve.
47.2/150 roughly equals 3, and then I multiply that by the 4.9 WR, which gives 15 seconds. According to this method, a 2:30 solve would equal to 15 seconds on the 3x3, which is even more ridiculous, in my opinion.
So, any better way to work this out?
--Sean