The Powers That Be
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The Powers That Be
Am i supposed to find a calculator that will show all of the numbers? Does anyone on here know of one?
If I calculate (17**39)**11 I'm getting a number with 528 digits, which (conveniently) is 16*33. Now if I split that number into blocks of 33 digits, and write down the last digit of each block, I get a certain 16 digit number starting with 26 and ending with 07. But I'm told that this is not the correct answer.
Now, if I take the first digit, and every 33rd from there (1st, 34th, 67th, ...) I get a number starting with 76 and ending with 77, which apparently is wrong too.
Do I need to apply any conversion? Or did my calculator (bc) do something wrong here? Or did I misinterpret the description (non-native english speaker)?
Now, if I take the first digit, and every 33rd from there (1st, 34th, 67th, ...) I get a number starting with 76 and ending with 77, which apparently is wrong too.
Do I need to apply any conversion? Or did my calculator (bc) do something wrong here? Or did I misinterpret the description (non-native english speaker)?
- karma-fusebox
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- karma-fusebox
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How do i enter this sum into Karen's power tools? Also so far my computer has been unable to come with anything up to 17^16, so i don't see how I'm supposed to complete this task.
(Ive times 17 by 17 and then I've been pressing = to times it by 17 over and over again, I've only been ably to get to 17^16, after that it takes around half an hour per sum.
(Ive times 17 by 17 and then I've been pressing = to times it by 17 over and over again, I've only been ably to get to 17^16, after that it takes around half an hour per sum.
maybe u will need a program to solve this ... I use Java->BigInteger to did it.Project hash brown wrote:How do i enter this sum into Karen's power tools? Also so far my computer has been unable to come with anything up to 17^16, so i don't see how I'm supposed to complete this task.
(Ive times 17 by 17 and then I've been pressing = to times it by 17 over and over again, I've only been ably to get to 17^16, after that it takes around half an hour per sum.
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Last edited by vielinko on Mon Jan 31, 2011 9:19 pm, edited 1 time in total.
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