Luna Lailatova
3 years ago
9 changed files with 402 additions and 0 deletions
@ -0,0 +1,48 @@
@@ -0,0 +1,48 @@
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import sys |
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class lines: |
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def __init__(self, inp): |
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self.line = inp |
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def solve(self): |
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counter = True |
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counter2 = 0 |
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operators = ['()', '[]', '<>', '{}'] |
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scores = [('(]', 57), ('(}', 1197), ('(>', 25137), ('[)', 3), ('[}', 1197), ('[>', 25137), ('{)', 3), ('{]', 57), ('{>', 25137), ('<)', 3), ('<]', 57), ('<}', 1197)] |
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scores2 = [('(', 1), ('[', 2), ('{', 3), ('<', 4)] |
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while counter: |
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counter = False |
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for i in operators: |
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if i in self.line: |
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self.line = self.line.replace(i, '') |
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counter = True |
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for i in scores: |
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if i[0] in self.line: |
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return i[1], None |
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for i in range(len(self.line)-1, -1, -1): |
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counter2 = counter2*5 |
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for f in scores2: |
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if self.line[i] == f [0]: |
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counter2 += f[1] |
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return 0, counter2 |
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inp = [] |
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solution = 0 |
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solution2 = [] |
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with open(sys.argv[1], 'r') as f: |
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for i in f.readlines(): |
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i = i.strip() |
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inp.append(lines(i)) |
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for f in inp: |
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tem1, temp2 = f.solve() |
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solution += tem1 |
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if temp2 is not None: |
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solution2.append(temp2) |
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solution2 = sorted(solution2) |
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temp3 = len(solution2) // 2 |
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print(solution2[temp3]) |
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print(solution) |
@ -0,0 +1,89 @@
@@ -0,0 +1,89 @@
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import sys |
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class octopie: |
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def __init__(self): |
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self.temp = [] |
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def format(self): |
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self.y = [] |
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temp2 = [] |
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for i in self.temp: |
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temp2 = [] |
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temp = list(i) |
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for t in temp: |
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t = int(t) |
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temp2.append(t) |
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self.y.append(temp2) |
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def tick(self): |
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for i in range(len(self.y)): |
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for t in range(len(self.y[i])): |
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self.y[i][t] += 1 |
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def flash(self): |
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pas = True |
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counter = 0 |
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while pas: |
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pas = False |
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for i in range(len(self.y)): |
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for t in range(len(self.y[i])): |
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if self.y[i][t] > 9: |
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self.y[i][t] = 0 |
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pas = True |
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counter += 1 |
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if t == 0: |
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pass |
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elif self.y[i][t - 1] != 0: |
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self.y[i][t - 1] += 1 |
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if t == len(self.y[i]) - 1: |
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pass |
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elif self.y[i][t + 1] != 0: |
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self.y[i][t + 1] += 1 |
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if i == 0: |
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pass |
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elif self.y[i - 1][t] != 0: |
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self.y[i - 1][t] += 1 |
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if i == len(self.y) - 1: |
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pass |
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elif self.y[i + 1][t] != 0: |
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self.y[i + 1][t] += 1 |
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if t == 0 or i == 0: |
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pass |
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elif self.y[i - 1][t - 1] != 0: |
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self.y[i - 1][t - 1] += 1 |
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if t == len(self.y[i]) - 1 or i == 0: |
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pass |
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elif self.y[i - 1][t + 1] != 0: |
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self.y[i - 1][t + 1] += 1 |
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if t == 0 or i == len(self.y) - 1: |
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pass |
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elif self.y[i + 1][t - 1] != 0: |
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self.y[i + 1][t - 1] += 1 |
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if t == len(self.y[i]) - 1 or i == len(self.y) - 1: |
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pass |
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elif self.y[i + 1][t + 1] != 0: |
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self.y[i + 1][t + 1] += 1 |
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return counter |
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octo = octopie() |
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solution = 0 |
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passs = True |
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with open(sys.argv[1], 'r') as f: |
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for i in f.readlines(): |
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i = i.strip() |
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octo.temp.append(i) |
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octo.format() |
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octocount = len(octo.y) * len(octo.y[0]) |
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while passs: |
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octo.tick() |
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checker = octo.flash() |
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solution += 1 |
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if checker == octocount: |
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passs = False |
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print(solution) |
@ -0,0 +1,83 @@
@@ -0,0 +1,83 @@
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import sys |
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class octopie: |
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def __init__(self): |
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self.temp = [] |
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def format(self): |
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self.y = [] |
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temp2 = [] |
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for i in self.temp: |
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temp2 = [] |
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temp = list(i) |
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for t in temp: |
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t = int(t) |
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temp2.append(t) |
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self.y.append(temp2) |
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def tick(self): |
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for i in range(len(self.y)): |
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for t in range(len(self.y[i])): |
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self.y[i][t] += 1 |
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def flash(self): |
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pas = True |
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counter = 0 |
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while pas: |
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pas = False |
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for i in range(len(self.y)): |
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for t in range(len(self.y[i])): |
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if self.y[i][t] > 9: |
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self.y[i][t] = 0 |
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pas = True |
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counter += 1 |
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if t == 0: |
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pass |
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elif self.y[i][t - 1] != 0: |
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self.y[i][t - 1] += 1 |
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if t == len(self.y[i]) - 1: |
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pass |
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elif self.y[i][t + 1] != 0: |
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self.y[i][t + 1] += 1 |
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if i == 0: |
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pass |
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elif self.y[i - 1][t] != 0: |
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self.y[i - 1][t] += 1 |
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if i == len(self.y) - 1: |
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pass |
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elif self.y[i + 1][t] != 0: |
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self.y[i + 1][t] += 1 |
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if t == 0 or i == 0: |
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pass |
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elif self.y[i - 1][t - 1] != 0: |
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self.y[i - 1][t - 1] += 1 |
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if t == len(self.y[i]) - 1 or i == 0: |
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pass |
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elif self.y[i - 1][t + 1] != 0: |
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self.y[i - 1][t + 1] += 1 |
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if t == 0 or i == len(self.y) - 1: |
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pass |
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elif self.y[i + 1][t - 1] != 0: |
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self.y[i + 1][t - 1] += 1 |
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if t == len(self.y[i]) - 1 or i == len(self.y) - 1: |
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pass |
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elif self.y[i + 1][t + 1] != 0: |
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self.y[i + 1][t + 1] += 1 |
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return counter |
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octo = octopie() |
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solution = 0 |
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with open(sys.argv[1], 'r') as f: |
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for i in f.readlines(): |
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i = i.strip() |
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octo.temp.append(i) |
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octo.format() |
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for i in range(100): |
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octo.tick() |
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solution += octo.flash() |
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print(solution) |
@ -0,0 +1,32 @@
@@ -0,0 +1,32 @@
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import sys |
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inp = {} |
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solutions = [] |
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def juzgfvzgv(poi, path, twice): |
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nex = inp[poi] |
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#print(nex) |
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for i in nex: |
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if i == 'end': |
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solutions.append(path + [i]) |
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continue |
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elif i.islower() and i in path: |
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if twice and i != 'start': |
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juzgfvzgv(i, path + [i], False) |
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else: |
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continue |
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else: |
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juzgfvzgv(i, path + [i], twice) |
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with open(sys.argv[1], 'r') as f: |
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for i in f.readlines(): |
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i = i.strip() |
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temp1, temp2 = i.split('-', 1) |
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inp.setdefault(temp1, list()).append(temp2) |
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inp.setdefault(temp2, list()).append(temp1) |
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juzgfvzgv('start', ['start'], True) |
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for i in solutions: |
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print(i) |
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print(len(solutions)) |
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@ -0,0 +1,102 @@
@@ -0,0 +1,102 @@
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{([[[(<<[{[[[[(){}][()]][({}())]]]<{((<>[]){[]<>})({()()}(<>[]))}<{{{}()}{[]()}}>>})[<(<[[<><>][{}{ |
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([(<(((<[({{({(){}}<{}()>)((<>{})[{}<>})}}[{[(<>())[[]]]{{[][]}(<><>)}}{<<{}()>([]())>([<>][{}])}])](<[{[ |
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{{[[<[<(<<<{((<>[])([]<>))(<{}><()[]>)}[(((){}){<>[]})<{(){}}<<>[]>>]>{[{{<>{}}<()<>>}<<<>[]>([]<>)>][ |
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<[{<(({([[([({{}[]}{<><>})<<[]{}>>]<<<{}{}>((){})><{{}()}<{}[]>>>)](([<([]{})<{}<>>>(<[][]>{()()}) |
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{{<(([<[[{<{({{}<>}({}()))<[<>[]](<>[])>}><[(((){})){[()]<<>[]>}][{{<><>}(<>{})}<<()[]>({}())>]>}<[{[(()<>) |
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[<{{{({{[<([<{<><>}{<>{}}><<[][]>[{}<>]>]({<[]{}>[[]{}]}{([]())([][])})){<{[[][]]([]())}>([[[ |
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{[<[<<([[<(<<<<>>({})>><({(){}}(<>{}))[{()()}(()[])]>}[<({[]})<[()[]](<>{})>>[<({}{})[()<>]><{(){}}>]]> |
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[(<({{<[{<(<((<><>)<[]<>>)({<><>}<<>()>)><<<()<>>[()()]>{<<>{}>[()<>]}>){{[([]{})<<><>>]([< |
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<<{{<{<{([{(<{<><>}>((()[])<<>{}>))({<{}>}<[[]()][<><>]>)}<{([[]()]{<>{}})}{(<<>()>{<>{}})[{<><>}{<><>}]}>] |
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{(<{<({{([[{<({})[()()]><[{}<>][{}[]]>}<<<[]{}>[<>()]>({{}{}}[{}[]])>]<({[[][]]({}())}[(()[]](< |
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<[<{[<<[(((<([()()]<()()>]([()[]][{}{}])>)[[[{<>}[<>[]]]][(<()()><<>>)<<{}{}>{<>}>]])([(<({}<>)[()()]> |
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(<<{{([<[<[<[{[]()}[{}<>]]<(<>[])[{}]>><[{()[]}[()[]]]<([]<>)(()())>>]{{{{()<>}{()()}}[(<>< |
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<[([(<[[[(<[(<{}()>{()()})<<()[]>{(){}}>]><<({[]<>}<{}{}>)[{[][]}{[]{}}]>{<{()()}(()[])>{[<><> |
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[[([[({{{[[(<<()()>[<>[]]>)<[<<>{}>]([[]()][(){}])>]<(<{()<>}[[][]]>(([]{})[[]()]))[<({}[]) |
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<<{[({<[[[[[{<<>()>{<>{}}}[<()()>]](<<{}<>>{{}<>]><[{}<>]<()<>>>)][((<[]{}>[[]])<{{}()}>)[((<>{}))<<<>{}>( |
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[[<[[<<(({{<({[]<>}([][]))>{([[]()]{{}<>}){[[]{}][()<>]}}}({{({}()}[[][]]}(((){}){<>})}(<[{}<>]{()()}> |
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{[{<[[(({<({[{()[]}[[][]]]}(({<><>}<{}[]>)))>}{[{(<{[]{}}{{}[]}>{<<><>>})}<{{[[][]]{<>()>}}<{ |
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{[({<{<{[[([[<()<>}{[]<>}][<<>[]>([])]])]([({{[]()}({}())}([<>()](<><>)))])]{{<[<<[]<>>(()())>(<<>()>{<> |
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({([<({((<({<<()<>>[(){}]>[(<>{}){<>[]}]}){([{{}[]}])([({}()){<><>}]{[<><>]([]())))}><<[([{}[]])]( |
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<{[{<{<<[<<<[(()<>){[][]}]([()<>]({}{}))>{(<{}{}>[<>{}])[{{}()}[(){}]]}><({<[]<>>[<>{}]}{([]<>)<[]{})})<([{}( |
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<[<<(({<[{{(<[[]<>]<<>()>>([{}<>]{[]()}))}{<(([]<>)<()<>>)[({}[])<[]{}>]><<<{}[]>{{}<>}>({<>[]}[(){}])>}}<( |
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[[[[[[(((<{<{(()())<<>{}>}>(<[<><>]({}[])})}{{<[()<>]<[]{}>>[{{}<>}[[]()]]}({<<>[]>}[<{}<> |
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[(({{<{[<[[(<(()())<<>()>>[<<><>><()()>])(<[{}()]><{[]()}<{}{}>>)][<[({}())<{}<>>][({}[])(()[])]>((( |
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(([<({{<{{[<<{[]()>(<>{})>[[{}]{{}{}}]>{<<[]{}>>[([][])[<><>]]}]<<[<<>[]>({}<>)]({<>[]}<{}{}>)>[{<{}<>>{[]()} |
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{(<<[{<<{({(<(<>{})(()())><(<>[]){[]<>}>){[(<>[]){[]()}]{[<>()][{}<>]]}}{([[{}()]]((<><>)))[([{}()]([]())) |
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[{({[[{{[<<{{[{}<>][<>]}([(){}]{<><>})}><(<[()[]][{}{}]><{[]{}}({})>)(<({}[])<()()>>{<{}{}>{[ |
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([(({{<[<(([({{}<>}[[][]])<({}[]){{}()}>]{[[{}[]]][((){})]})<[{{{}<>}([]{})}{{[]<>}}]>)[{{<([]())({})> |
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<{{{<<(<{<(<{{<>()}}{({}<>)}>)>}((<{[<{}{}>([]<>)]<<[]()>[{}()]>}<{[<><>]<[]{}>}{{(){}}[[]()]}>>[({(()<>)<{} |
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((<[{<<{{{([[[[][]](<>[])]]{<({}[])([][])]<{{}{}}{()[]}>})}[[{<{<>[]}{<>{}}>}]]}{<[[((()<>)<()[]>){<()>({}[] |
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({[[{<{{<<([(<[]<>>{<>{}})<{()[]}(<>())>])<[{[<><>]({}{})}][<({}())><{()<>}(<>())>]>>>{{(([ |
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<((<<(<(<<{{{[{}]<()<>>}{[[]<>]{<><>}}}<[[<>{}]{()()}][<()()>{[][]}]>}{[{[{}()][{}{}]}(<{}()>[{}<>])]}>> |
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(([<({<[[(<(<([]())({}<>)>([{}()]{<>[]}))<{{{}{}}([]{})}<({}{})<{}<>>>>>[{{<<>[]><<>{}>}({{}<>})}{({[]()}(()< |
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{[((<({[([(([{(){}}{{}()}][<[]()>{(){}}])[[[{}[]]{{}<>}]<{[]{}}>]){(<[<><>][[][]]>)[{{<>{}}((){})>[([]())[ |
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[[<[<{({[({{([()<>]<()()>)}[<<[]()>>]}((({()()})(<{}>[<>()]))[(({}{}){[]}>(([][])<()()>)]))[{<[<[ |
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[<<([((<<(([[({}{})((){})]<({}[])[{}{}]>]<{{<><>}<[]>}>)[<{{<>()}<()()>}{<<>{}>[[]()]}>[(([][]) |
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{(<(<[[((<([{<[][]><()>}[[<>{}]]]<<((){}){[]())>[<()<>>(<>[])]>)<{<[[]][<>{}]>({<><>}[<>()])}({{{ |
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(<{({({<[[((<<{}<>><<>()>>({{}}<<>[])))[<<{}[]><<><>>>{{[]{}}(())}])[<[([]())<<>{}>]>[[[<>< |
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<[{[[{[({{{([<()()><<>[]>])([([]{})(<>())]{([]<>){()[]}})}<{({{}<>}{[]})([()()])}<[[[]<>><<>{}>]<[()()]<(){} |
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<<[<[{{({(({(<[]()>({}{}))([{}[]][[]()])}{{(()[]){<><>}}([<><>]{{}})})[{[[{}{}]({}())]{<<>{} |
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{{{[[[[[<(<<{(()[]){()<>}}<<(){}>(()())>>({(()[])}<<[][]>[<>()]>)>)[{[<(<>())>{<(){}>[{}{}]}] |
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(([<[[{(([([<<<>{}>((){})>[({}{})<()<>>]]([((){})({}())]])[[{[()()][()[]]}([[][]](<>()))][<{()< |
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([<{{[[{<{[({<()[]>{[]<>}}([()<>]<[]()>))]}>{[<({({}{})})>{{<[<>{}][()<>]>({[]}{[]<>})}{<[[]{}](<>()) |
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[{<<<{{((<{<<{[]()}<<>{}>>{((){}}{()()}}>}{[((()<>){<>})]({{()()}{(){}}}(<<>()>))}><[<{<{}><( |
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(((<<<<{((((<{<>[]}{<>()}>)(((<>{})(<><>))))))}><<{<(<<<[]{}><[]>><{[]()}{[]())>>{{<{}<>>}{{ |
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{{[{<(({[[[<[[(){}]]><<[{}{}]({}())>{{[][]}[()()]}>]<{<[<>{}][<>{}]>[(()[])<()[]>]}[{<{}<>>({ |
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{[{{[<[(((([{{{}{}}}({<>{}}[[][]])]){[<([]<>)([][])><{()<>}([]())>](<({}<>)<()>>(<()[]>{{}()})) |
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{{[(<<[<{<{[[<<><>>[()()]]]<(([]<>))<[[]{}]<[]>>>}>}>{{[<<<[()()]({}())>{<{}()>(<>[])}>([[(){}]<{}[]>]({( |
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[[[<<(<[{<[[<{<>[]}{{}[]}>]{({<>{}}[<>]]<({}{})[<><>]>}]((([{}{}][{}<>]))[({<>()}(<>{}))]) |
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{{((<<[({<<<{[(){}]({}())}([<>{}]<(){}>)>([(()<>)<{}[]>]<<[]{}><<>{}>>)>[[<{<>}((){})>[{()[]}<{}<>>]]( |
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((<<<<(<[{((<[[]{}](<><>)>{(()<>){()[]}}))}{<({(()())[(){}]}[[[]<>]<{}<>>])<([()[]])[{{}{}}{<><>}]>]}][<[{{ |
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[[({<{{([([<{<<>()><()()>}>((<{}<>>{<>{}})[(()<>)[{}[]]])])[{{(([]())[<><>])({<>[]}(<>{}))}[[<[]><<>[]>]({[ |
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[[(<(<[[(<{(({<>()}(<>[])){<<>[]>{()}}){({<>()}((){}))<<{}[]>[<><>]>}}{({<<>[]>[{}<>]})[[{( |
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({[<({<{<(<({([]<>){{}[]}}<({}{})[{}{}]>){{([]<>){(){}}}(<[]<>>{<><>})}><[[(<>())]{([]<>)} |
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{{[[[<{<(<{[(({}[])({}{}))<<()<>>>][<[{}{}]{()[]}>(<[]<>>{<><>})]}<{[<<>()>]<([]())<<>()>>}>>) |
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(({{{<(([[<(<((){})><[[]{}][{}()]>)<{[{}{}]}<(<>[])>>>]])({{{<[<()<>>{()<>}]>([<<>{}>(()())]<<<>{}>{[]} |
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{{[[[[({<{[{<[()<>]<<><>>>({<>()}<<>{}>)}(({[]<>}([]))<<<><>>[[]<>]>)]<(<<()()>([]<>>>{({}{}){()()}})[[[<>< |
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[<<{[[([(<{[{{[]()}{[][]}}{{[]()}{(){}}}]{{[{}<>]([]<>)}(<{}()><<>()>)}}<[<{{}<>}<[]<>>><[[]{}]([]{})>][{({ |
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[[[<<(({(<<((<{}<>><(){}>)<([]<>)(()[])>)[((<>())<(){}>){{(){}}{<>[]}}]><<({(){}}{{}<>})>{[<[]{}><[]{}>](<() |
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({({{<[<<<[{{<{}[]>[(){}]}{(<>[]){{}}}}]{[[{[][]}{[]<>}]{(())([]{})}](<({}{})(()())><{<>()}>)}>>>]([({ |
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<[(((<{<{[<{{{[]<>}{<><>}}{([][])[<>()]}][[[()<>]<{}[]>](({}<>)<[]()>)]>][(<{{{}[]}((){})}{{<>{}}({}() |
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{<{[({<<(<[<([<>]<[]()>)<({}()){()[]}>>([{()[]}[{}{}]])]>(([{[[]<>][[]<>]}[[<>()]<<>()>]>(((()[]){<>{}}){ |
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<(({<{[(<([(<{[]{}}{[]()}>){{(<><>){[][]}}[{{}()}<[][]>]}])>(<{{{[()<>][()<>]}({{}[]}[[]{}])}}(<{{[]{} |
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{<[<[{{<<<([[[{}[]]{<>[]}](<<>[]>[()()])][(([]<>)]])>([[<{()}{<><>}>[(<>[])<{}()>]]]{<{<[]{}>[[] |
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([{[[<<<<{<[({[]{}}(<>()))[<{}<>>[[]{}]]](([{}<>]){{[]()}[<>[]]})>[{(([][])[{}[]]){(<><>)(<>[])}}(<{()<>} |
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<<(([<{[((<[(<(){}>[<><>])[<<>[]><()())]]{<{()[]}(()<>)>}>)[<<{<(){}><{}()>}{[{}<>]<(){}>}>><[<{<>[]}{[][ |
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(<<[<{<(<<({<([]{}){[][]}>{<[][]>{<>{}}}}[(([]())<<><>>){<{}><<>[]>}])(<{[<>[]]}>{<[{}<>}{<>{}}><{<><>}{()[ |
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[[[[{<[{[<(<[(()())<{}[]>][(()())<()>]><{{()()}[<>{}]}[({}()><[]<>>]>)<{{[[]<>]<[][]>}{[<><>] |
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{{<(({{<{(<([<[][]>(()[])])<<{<><>}<[]<>>><(<>{})>>><{[[[]{}]{<>[]}](<<>{}>(<>[]))}[[<()<>><()<>>]<{()< |
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<[({<[[[(<{[(<{}()><(){}>)(<[][]><<>{}>)]<<{{}[]}<{}()>>[(<>())<<><>>]>>{<[([]{})[(){}]]{[( |
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[{<<<({<[[[<{{<>{}}<()<>>}{[[]()][(){}]}>{(({}[])<[]{}>){<()>(()[])}}]<{<({}<>)<{}[]>>[<{}{}><<><> |
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@ -0,0 +1,10 @@
@@ -0,0 +1,10 @@
|
||||
8258741254 |
||||
3335286211 |
||||
8468661311 |
||||
6164578353 |
||||
2138414553 |
||||
1785385447 |
||||
3441133751 |
||||
3586862837 |
||||
7568272878 |
||||
6833643144 |
@ -0,0 +1,21 @@
@@ -0,0 +1,21 @@
|
||||
TR-start |
||||
xx-JT |
||||
xx-TR |
||||
hc-dd |
||||
ab-JT |
||||
hc-end |
||||
dd-JT |
||||
ab-dd |
||||
TR-ab |
||||
vh-xx |
||||
hc-JT |
||||
TR-vh |
||||
xx-start |
||||
hc-ME |
||||
vh-dd |
||||
JT-bm |
||||
end-ab |
||||
dd-xx |
||||
end-TR |
||||
hc-TR |
||||
start-vh |
@ -0,0 +1,10 @@
@@ -0,0 +1,10 @@
|
||||
[({(<(())[]>[[{[]{<()<>> |
||||
[(()[<>])]({[<{<<[]>>( |
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Loading…
Reference in new issue