Phoenix 97
- betchrider
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You and your royalist questions ! The Queen, surely.
"If only there were evil people somewhere insidiously committing evil deeds, and it were necessary only to separate them from the rest of us and destroy them. But the line dividing good and evil cuts through the heart of every human being. And who is willing to destroy a piece of his own heart?"
Ok, back to numbers, slightly harder than Fibonacci this time.
What is the name of the group these sequences belong to ?
(0 1 4 6), (0 1 4 9 11) and (0 1 4 10 12 17) ?
What is the name of the group these sequences belong to ?
(0 1 4 6), (0 1 4 9 11) and (0 1 4 10 12 17) ?
"If only there were evil people somewhere insidiously committing evil deeds, and it were necessary only to separate them from the rest of us and destroy them. But the line dividing good and evil cuts through the heart of every human being. And who is willing to destroy a piece of his own heart?"
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- Joined: Wed Nov 29, 2006 9:06 am
Ok maybe a bit obscure - they are all golomb rulers, and also optimal golomb rulers.
"If only there were evil people somewhere insidiously committing evil deeds, and it were necessary only to separate them from the rest of us and destroy them. But the line dividing good and evil cuts through the heart of every human being. And who is willing to destroy a piece of his own heart?"
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- Senior Member
- Posts: 1554
- Joined: Wed Nov 29, 2006 9:06 am
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- Senior Member
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- Location: Today, Hull. Tomorrow...Still Hull...
This thread died, but see if you can solve this riddle!
You are staying in a Travelodge with poet Amy Lowell.
You have bought the rooms online at the same time as one another. You both stay on the first floor, though sleep in seperate rooms. Rooms are of equal value. No damage is done, nor does anyone behave antisocially, and you check in and check out at the same time as each other, which is well within the Check in/out limits. You both stay for one night only.
Question is-How come Amy Lowell's stay costs significantly more than yours? And a bonus point for an explanation that is correct!
You are staying in a Travelodge with poet Amy Lowell.
You have bought the rooms online at the same time as one another. You both stay on the first floor, though sleep in seperate rooms. Rooms are of equal value. No damage is done, nor does anyone behave antisocially, and you check in and check out at the same time as each other, which is well within the Check in/out limits. You both stay for one night only.
Question is-How come Amy Lowell's stay costs significantly more than yours? And a bonus point for an explanation that is correct!