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26 Years Later, Man Finally Solved Rubik's Cube

Alex •

You've got to admire Graham Parker's persistence: after 26 year's worth of attempts, he has finally solved his Rubik's cube:

Delighted Graham, 45, from Portchester, Hants, has been tirelessly trying to solve the riddle of the Cube since he bought the toy in 1983.

Married dad-of-one Graham has endured endless sleepless nights and after more than 27,400 hours he finally managed to conquer his personal Everest.

Builder Graham said: "I cannot tell you what a relief it was to finally solve it. It has driven me mad over the years - it felt like it had taken over my life. I have missed important events to stay in and solve it and I would lay awake at night thinking about it. Friends have offered to solve it for me and I know that you can find solutions on the web but I just had to do it myself. I have had wrist and back problems from spending hours on it but it was all worth it. When I clicked that last bit into place and each face was a solid colour I wept."

http://www.telegraph.co.uk/news/newstopics/howaboutthat/4217732/Rubiks-Cube-finally-solved-after-26-years-by-avid-fan.html


Comments (13)

Newest 5
Newest 5 Comments

I started a rubiks cube when I was a kid. I have never finished it and I don't plan to. So when I die years from now without ever solving a rubiks cube will I have beaten this record?
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I love the idea that someone has wasted 26 years trying to accomplish something that so many others have accomplished more efficiently or at least faster, in the process missing "major life events," and this is considered "neat."

Is there an article soon planned for a man who spent 55 years buying 90 lottery tickets a week, just to never win?
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1) Or retailers could do like Apple stores do, abolish lines, and give each employee on the floor a handheld card swiper. For many retail models, however, this wouldn't work. But there are probably several retail stores that COULD benefit from this.

2) His wife called him on a landline.
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Am I missing something here 'cause the combined queue concept has been in use for years, at least here in Canada. Yes, the multiple cashier thingy is still widely used by many retailers, but banks, movie theatres, several big box stores, fast-food restaurants... lots of them use the combined queue thingy to move customers to the next available teller/cashier. Heck, Walmart even has a greeter at the head of the line that lets distracted customers know when a cashier is available. And who hasn't heard the ol' familiar "can I help who's next, please?" while standing in line at a burger joint or coffee shop or train station or wherever? Like I said, unless I'm missing something, this concept is not new and has been in place for years. Maybe it just hasn't caught on elsewhere?
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This theory is a bunch of hooey. The reason the other lines are faster is because of the idiot in front of me who is using a million coupons, and then paying with a check.
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Combined queuing is not really faster. It reduces the variation in queue time, but not the average wait itself. Also in separate queues, customers will self-optimize towards the faster queues. They can't do that with combined queues. So combined queues are fairer, but not faster in absolute terms.

Also one reason for long queues is that retailers pay their employees for their time, but not their customers. So provided the customers are happy, the retailer has no reason to make their wait shorter.
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This reminds me of a time once when I was at Home Depot. If you're familiar with their set-up, you know that every two registers basically share an "aisle," only about 3 or 4 feet wide.

When I was ready to check out, there were two registers open, both together, and each having one customer, no lines. I stood behind them both, but aligned in the middle, so I could step up to the next available register.

Well, some alpha male steps up behind me a couple of minutes later, huffs and says, "Which register are you at?" I politely replied, "Whichever opens first," and smiled. The man became visibly annoyed and huffed again.

His hope, apparently, was simply to have the opportunity at getting behind the faster person and getting out first. In my head, it just made more sense to prevent either of us from getting stuck waiting forever.
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I am not sure I agree with his ABC conclusion.

I do not care if my line is the fastest (BB). I care that I don't choose the slowest or BB. According to his math, I have a 4 out of 6 chance of choosing one that isn't the slowest.
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