Tackling Project Euler's weekly problems, one by one.
Also used as a playground for learning Elixir (and maybe some other languages).
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ID | Description / Title | Difficulty | Computational time |
---|---|---|---|
001 | Multiples of 3 and 5 | 5% | 0.738 s |
002 | Even Fibonacci numbers | 5% | 0.414 s |
003 | Largest prime factor | 5% | 0.421 s |
004 | Largest palindrome product | 5% | 1.466 s |
005 | Smallest multiple | 5% | 28.421 s |
006 | Sum square difference | 5% | 0.431 s |
007 | 10001st prime | 5% | 0.973 s |
008 | Largest product in a series | 5% | 0.366 s |
009 | Special Pythagorean triplet | 5% | 0.532 s |
010 | Summation of primes | 5% | 22.129 s |
011 | Largest product in a grid | 5% | 0.778 s |
012 | Highly divisible triangular number | 5% | 1.144 s |
013 | Large sum | 5% | 0.392 s |
014 | Longest Collatz sequence | 5% | 8.741 s |
015 | Lattice paths | 5% | 0.756 s |
016 | Power digit sum | 5% | 0.438 s |
017 | Number letter counts | 5% | 0.426 s |
018 | Maximum path sum I | 5% | 0.566 s |
019 | Counting Sundays | 5% | 0.530 s |
020 | Factorial digit sum | 5% | 0.393 s |
021 | Amicable numbers | 5% | 2.855 s |
022 | Names scores | 5% | 0.391 s |
023 | Non-abundant sums | 5% | 2 min 51.632 s |
024 | Lexicographic permutations | 5% | 0.498 s |
025 | 1000-digit Fibonacci number | 5% | 4.450 s |
026 | Reciprocal cycles | 5% | 5.300 s |
027 | Quadratic primes | 5% | 55.706 s |
028 | Number spiral diagonals | 5% | 0.375 s |
029 | Distinct powers | 5% | 0.394 s |
030 | Digit fifth powers | 5% | 0.758 s |
031 | Coin sums | 5% | 10 min 23.920 s |
032 | Pandigital products | 5% | 21.188 s |
033 | Digit cancelling fractions | 5% | 0.776 s |
034 | Digit factorials | 5% | 0.466 s |
035 | Circular primes | 5% | 11.197 s |
036 | Double-base palindromes | 5% | 2.106 s |
037 | Truncatable primes | 5% | 8.696 s |
038 | Pandigital multiples | 5% | 0.864 s |
039 | Integer right triangles | 5% | 21.257 s |
040 | Champernowne's constant | 5% | 0.978 s |
041 | Pandigital primes | 5% | 0.714 s |
042 | Coded triangle numbers | 5% | 0.379 s |
043 | Sub-string divisibility | 5% | 15.714 s |
044 | Pentagon numbers | 5% | 1.798 s |
045 | Triangular, pentagonal, and hexagonal | 5% | 0.429 s |
046 | Goldbach's other conjecture | 5% | 0.484 s |
047 | Distinct primes factors | 5% | 33.148 s |
048 | Self powers | 5% | 0.532 s |
049 | Prime permutations | 5% | 0.441 s |
050 | Consecutive prime sum | 5% | 25.386 s |
052 | Permuted multiples | 5% | 1.490 s |
053 | Combinatoric selections | 5% | 0.670 s |
054 | Poker hands | 10% | 0.593 s |
055 | Lychrel numbers | 5% | 0.630 s |
056 | Powerful digit sum | 5% | 0.749 s |
057 | Square root convergents | 5% | 1.271 s |
058 | Spiral primes | 5% | 14.554 s |
059 | XOR decryption | 5% | 4.338 s |
062 | Cubic permutations | 15% | 4.100 s |
063 | Powerful digit counts | 5% | 0.570 s |
074 | Digit factorial chains | 15% | 56.409 s |
089 | Roman numerals | 20% | 0.508 s |
092 | Square digit chains | 5% | 25.55 s |
097 | Large non-Mersenne prime | 5% | 0.480 s |
102 | Triangle containment | 15% | 0.373 s |
104 | Pandigital Fibonacci ends | 25% | 6 min 40.04 s |
112 | Bouncy numbers | 15% | 11.936 s |
144 | Investigating multiple reflections of a laser beam | 50% | 0.393 s |
145 | How many reversible numbers are there below one-billion? | 20% | 30 min 32.579 s |
206 | Concealed Square | 5% | 3 min 17.635 s |
686 | Powers of Two | 5% | 207.87 s |
719 | Number Splitting | 5% | 201.44 min |