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| def prime_factors(n): | |
| factors = [] | |
| d = 2 | |
| while n > 1: | |
| while n % d == 0: | |
| factors.append(d) | |
| n /= d | |
| d = d + 1 | |
| if d*d > n: | |
| if n > 1: |
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| #Returns a list of True and False indicating if a number is prime, for example list[7] = True, list[8] = False | |
| def list_primality(n): | |
| result = [True] * (n + 1) | |
| result[0] = result[1] = False | |
| for i in range(int(math.sqrt(n)) + 1): | |
| if result[i]: | |
| for j in range(2 * i, len(result), i): | |
| result[j] = False | |
| return result |
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| def Partition(goal, alist): | |
| ways = [1] + [0] * (goal) | |
| for options in alist: | |
| for i in range(len(ways) - options): | |
| ways[i + options] += ways[i] | |
| return ways[-1]-1 | |
| ''' | |
| Sample Output for partitioning 5: |
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| def compute(): | |
| matrix = [[131, 673, 234, 103,18], | |
| [201, 96, 342, 965, 150], | |
| [630, 803, 746, 422, 111], | |
| [537, 699, 497, 121, 956], | |
| [805, 732, 524, 37, 331]] | |
| y = len(matrix) | |
| x = len(matrix[0]) | |
| for i in (range(x)): | |
| for j in (range(y)): |
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| def compute(): | |
| start = 101010100 | |
| end = 1389026620 | |
| while start < end: | |
| if str((start+30)**2)[::2] == "1234567890": | |
| start += 30 | |
| break | |
| if str((start+70)**2)[::2] == "1234567890": | |
| start += 70 | |
| break |
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| def Number_to_english(x): | |
| if x < 20: | |
| return ONES[x] | |
| elif 20 <= x < 100: | |
| return TENS[x // 10] + ONES[x % 10] | |
| elif 100 <= x < 1000: | |
| if x == 100: | |
| return "onehundred" | |
| else: | |
| if x % 100 == 0: |
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| def top_to_bottom(tri): | |
| for i in range(1,len(tri)): | |
| a = len(triangle[i]) | |
| for j in range(0, a): | |
| if j == 0: | |
| tri[i][j] += tri[i-1][j] | |
| elif j == a-1: | |
| tri[i][j] += tri[i-1][j-1] | |
| else: | |
| tri[i][j] += max(tri[i-1][j],tri[i-1][j-1]) |
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