Project Euler

No code or answers are here

euler1.py     sum of Multiples of 3 and 5
euler2.py     sum of Even Fibonacci numbers
euler3.py     Largest prime factor     euler3.png     16-bit primes all primes <64K
euler4.py     Largest palindrome product     euler4.png
euler5.py     Smallest multiple.     2520 divisors: 1,2,3,4,5,6,7,8,9,10
euler6.py     Sum square difference.     Σi2 vs. (Σi)2
euler7.py     10001st prime
euler8.py     Largest product in a series     large matrix
euler9.py     Special Pythagorean triplet     i.e. a + b + c = 1000
euler10.py     Summation of primes
euler11.py     Largest product in a grid *    
euler12.py     Highly divisible triangular number     factors of triangular nos.
euler13.py     Large sum     of many large addends
euler14.py     Longest Collatz sequence     Ulam chain
euler15.py     Lattice paths
euler16.py     Power digit sum     2^1000
euler17.py     Number letter counts     speak the number
euler18.py     Maximum path sum I     triangle of numbers, top to bottom
euler19.py     Counting #Sundays     of the 20th century
euler20.py     Factorial digit sum     100!
euler21.py     Amicable numbers     sum of proper divisors of a = b and sum of proper divisors of b = a
euler22.py     Names scores     5000 names *euler22_names.txt
euler23.py     Non-abundant sums     sum of proper divisors < the number
euler24.py     Lexicographic permutations     all permutations in alphabetic order
euler25.py     1000-digit Fibonacci number
euler26.py     Reciprocal cycles     repeating patterns of decimal rep of fraction 1/d
euler27.py     Quadratic primes. n^2 + an + b     euler27.png
euler28.py     Number spiral diagonals
euler29.py     Distinct powers.
euler30.py     Digit fifth powers.     eg. 1634 = 1^4 + 6^4 + 3^4 + 4^4
euler31.py     Coin sums. 2£=
euler32.py     Pandigital products.     eg. 39 × 186 = 7254
euler33.py     Digit cancelling fractions.     eg. 49/98 = 4/8
euler34.py     Digit factorials.     eg. 145=1!+4!+5!
euler35.py     Circular primes.     eg. 197, 971, and 719
euler36.py     Double-base palindromes.     eg. 585 = 1001001001
euler37.py     Truncatable primes.     eg. 3797, 797, 97, and 7, and 379, 37, and 3 all primes.
euler38.py     Pandigital concatenated multiples
euler39.py     Integer right triangles     eg. perimeter=120: {20,48,52}, {24,45,51}, {30,40,50}
euler40.py     Champernowne's constant     0.123456789101112131415161718192021...
euler41.py     Pandigital prime
euler42.py     Coded triangle numbers     *euler42_words.txt
euler43.py     Pandigitals' Sub-string divisibility by primes
euler44.py     Pentagon numbers
euler45.py     Triangular, pentagonal, and hexagonal numbers
euler46.py     Goldbach's other conjecture     every odd composite is sum of a prime and twice a square
euler47.py     Distinct primes factors of 4 consecutive integers
euler48.py     Self powers 1^1+2^2+3^3+...
euler49.py     Prime permutations
euler50.py     Consecutive prime sum
euler51.py     Prime digit replacements     combinations
euler52.py     Permuted Multiples
euler53.py     Combinatoric Selections
euler54.py     Poker Hands     *file
euler55.py     Lychrel Numbers
euler56.py     Powerful Digit Sum
euler57.py     Square Root Convergents
euler58.py     Spiral Primes
euler59.py     XOR Decryption
euler60.py     Prime Pair Sets    
euler61.py     Cyclical Figurate Numbers     polygonal nos.
euler62.py     Cubic Permutations
euler63.py     Powerful Digit Counts     n-digit integers also an Nth power
euler65.py     Convergents of e     sequence of fractional approxs.
euler67.py     Maximum Path Sum II     weighted binary tree
euler68.py     Magic 5-gon Ring     int list to str
euler69.py     Totient Maximum     prime factorization, Euler phi
euler70.py     Totient Permutation    
euler71.py     Ordered Fractions     reduced proper fractions, closest to 3/7
euler72.py     Counting Fractions     totient, Farey sequence
euler73.py     Counting Fractions in a Range     Farey sequence
euler74.py     Digit Factorial Chains     sum of digits!
euler75.py     Singular Integer Right Triangles     gcd()
euler76.py     Counting Summations     integer partitions
euler77.py     Prime Summations    
euler78.py     * Coin Partitions     (generalized) pentagonal numbers
euler79.py     Passcode Derivation     sets
euler80.py     Square Root Digital Expansion     *decimal.Decimal precision
euler81.py     Path Sum: Two Ways     2D matrix min path to lower right
euler82.py     Path Sum: Three Ways     2D matrix min path to left to right
euler85.py     * Counting Rectangles     sub-rectangles
euler86.py     Cuboid Route    
euler87.py     Prime Power Triples    
euler89.py     ** Roman Numerals     *file
euler.91py     Right Triangles with Integer Coordinates    
euler92.py     Square Digit Chains     sequence: sum of squares of digits. 1 or 89
euler96.py     ** Su Doku     *file
euler97.py     Large Non-Mersenne Prime     powmod
euler99.py     Largest Exponential     logs. *File
euler100.py     Arranged Probability     reduced fraction
euler102.py     Triangle Containment (of origin)     *file
euler104.py     Pandigital Fibonacci Ends    
euler107.py     Minimal Network     min spanning tree, Prim *graph file
euler112.py     Bouncy Numbers     in/de-creasing digits
euler114.py     Counting Block Combinations I    
euler115.py     Counting Block Combinations II    
euler116.py     Red, Green, or Blue Tiles     math.comb(n,k)
euler117.py     Red, Green, and Blue Tiles    
euler119.py     Digit Power Sum     sum_of_digits, sort
euler125.py     Palindromic Sums    
euler.145py     Reversible Numbers     re
euler179.py     Consecutive Positive *Divisors    
euler203.py     Squarefree Binomial Coefficients    
euler205.py     *Dice Game    
euler206.py     Concealed Square     reg ex
euler243.py     Resilience     totients phi
euler357.py     Prime Generating Integers     divisors
euler719.py     Number Splitting     sqrt(n)=sum of split digits of n.
euler757.py     Stealthy Numbers     N=ab=cd a+b=c+d+1
euler816.py     ** Shortest Distance Among Points     RNG
euler808.py     Reversible Prime Squares     s[::-1] string reverse
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