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Tazer's Projects, Programs and Adventures | Don't forget Life Lessons, those too.Don't forget Life Lessons, those too.
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Don't forget Life Lessons, those too.
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Tazer's Projects, Programs and Adventures | Don't forget Life Lessons, those too. | 13tazer31.wordpress.com Reviews
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Don't forget Life Lessons, those too.
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February | 2011 | Tazer's Projects, Programs and Adventures
https://13tazer31.wordpress.com/2011/02
Tazer's Projects, Programs and Adventures. Don't forget Life Lessons, those too. Archive for February, 2011. Project Euler – Problem 3. The prime factors of 13195 are 5, 7, 13 and 29. What is the largest prime factor of the number 600851475143? Working down from the square root of the given integer, stop at the first factor that is prime. Largest prime factor(Number, Prime) :-. N is round(sqrt(Number) ,. Largest prime factor(Number, N, Prime). Largest prime factor(Number, N, N) :-. Divisible(Number, N),.
Project Euler – Problem 3 | Tazer's Projects, Programs and Adventures
https://13tazer31.wordpress.com/2011/02/06/project-euler-problem-3
Tazer's Projects, Programs and Adventures. Don't forget Life Lessons, those too. Project Euler – Problem 3. The prime factors of 13195 are 5, 7, 13 and 29. What is the largest prime factor of the number 600851475143? Working down from the square root of the given integer, stop at the first factor that is prime. Largest prime factor(Number, Prime) :-. N is round(sqrt(Number) ,. Largest prime factor(Number, N, Prime). Largest prime factor(Number, N, N) :-. Divisible(Number, N),. Divisible(Number, 0) :-.
Project Euler | Tazer's Projects, Programs and Adventures
https://13tazer31.wordpress.com/project-euler
Tazer's Projects, Programs and Adventures. Don't forget Life Lessons, those too. This is a list of the Project Euler. Problems I’ve solved and posted about so far, along with which language they were solved in :. Problem 1 ( Prolog. Problem 2 ( Prolog. Problem 3 ( Prolog. Trackback ( 0 ). Comments ( 0 ). Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your Twitter account. ( Log Out.
Sudoku solver | Tazer's Projects, Programs and Adventures
https://13tazer31.wordpress.com/2011/02/05/sudoku-solver
Tazer's Projects, Programs and Adventures. Don't forget Life Lessons, those too. As the best way to learn a new programming language is just to dive in head first, I decided, after having learned most of the syntax and some of the more basic tools, to write a Sudoku solver. Which, eventhough it took me while, ended up being far simpler than I had imagined, mainly due to the fact that Prolog is perfect for this kind of thing. Here’s the code. Trackback ( 0 ). Comments ( 0 ). Leave a Reply Cancel reply.
Project Euler – Problem 1 | Tazer's Projects, Programs and Adventures
https://13tazer31.wordpress.com/2011/02/06/problem-1
Tazer's Projects, Programs and Adventures. Don't forget Life Lessons, those too. Project Euler – Problem 1. As to be expected of a first problem it isn’t that hard, but seeing as I only just started learning Prolog it’s a good exercise I suppose. So here we go:. If we list all the natural numbers below 10 that are multiples of 3 or 5, we get 3, 5, 6 and 9. The sum of these multiples is 23. Find the sum of all the multiples of 3 or 5 below 1000. Sum over a range. Sum(N, N, N). Sum(Start, End, Total) :-.
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Beatdown III : Mage vs. Warlock | Tazer's Strategy
https://tazerstrategy.wordpress.com/2011/06/19/beatdown-iii-mage-vs-warlock
Lord of Ultima tips, tricks and strategies. Ranger vs. Crossbowman. Templar vs. Paladin. Mage vs. Warlock. Beatdown III : Mage vs. Warlock. June 19, 2011. Two lightweight champions this time, in a battle not fought with strength but intellect, let’s see who prevails in this epic battle of Mage versus Warlock! Here’s a list, comparing the two. Green means the attribute is better than that of the other unit (when considering required space), red means it’s less good. Movement Speed : 20:00. Vs 15 000 000.
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Tazer's Projects, Programs and Adventures | Don't forget Life Lessons, those too.
Tazer's Projects, Programs and Adventures. Don't forget Life Lessons, those too. Project Euler – Problem 3. The prime factors of 13195 are 5, 7, 13 and 29. What is the largest prime factor of the number 600851475143? Working down from the square root of the given integer, stop at the first factor that is prime. Largest prime factor(Number, Prime) :-. N is round(sqrt(Number) ,. Largest prime factor(Number, N, Prime). Largest prime factor(Number, N, N) :-. Divisible(Number, N),. Divisible(Number, 0) :-.
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