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Stefan prepares to eat Lucas alive unless he shares his secret algorithms!!!

PHPJaguar

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Dec 5, 2009
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142
Would you really accept $1 for the alg? How long a) is the alg and b) will we have to wait if we don't buy it from you?

In order to pay $1 for it I would need to know exactly what it does...
1. It's a 4x4 parity alg.
2. Does it preserve EO and/ or the last F2L slot?
3. How long is it?
4. Is it 2-gen?
5. Does it use slice turns?
 
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PHPJaguar

Member
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Dec 5, 2009
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EDIT: If you want any more information, you'll just have to buy the alg. :)
*Groan*

What's your preferred method of payment? I would prefer to send it through the mail... simply to avoid messing around with Paypal.

And are we allowed refunds if we don't like the alg?
I count 16 moves on this one (not counting the rotation)... how is the 19 move alg better than this one?
 
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Lucas Garron

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What's your preferred method of payment? I would prefer to send it through the mail... simply to avoid messing around with Paypal.
Preferred: Paypal.
Mail will work, although I will have to mail the response, and it's an extra 44 cents for return shipping.

And are we allowed refunds if we don't like the alg?
Well, no, since I can't take it back.

I count 16 moves on this one (not counting the rotation)... how is the 19 move alg better than this one?
It's shorter, of course.
 

Lucas Garron

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Preferred: Paypal.
Mail will work, although I will have to mail the response, and it's an extra 44 cents for return shipping.
Or you could PM it to me once you receive the dollar.
Or you could just use PayPal.

It's shorter, of course.
I suppose if you count double turns as two each, yes.
?
lucasparity is 17 moves / 25q.
The parity I'm selling is 13 moves / 19q.
 
N

nitrocan

Guest
Wait, do algorithms cost money now?

Or is this such an incredibly godly algorithm that it requires to be known by only a few people?

Or did this algorithm cost money to find?

Money or no money, this will soon be known by everyone anyway.
 

Dene

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Lucas! Bad Boy! How dare you actually promote the charging of cash for algorithms! That is so un-cubesman-like.

Also, I'm willing to bet that whatever the algorithm is, it completely blows or else we would know about it by now.
 
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