Add solution for day 16 part 2 (not necessarily correct)
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@@ -227,3 +227,7 @@ Valves BB, CC, DD, EE, HH, and JJ are open, releasing 81 pressure.
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With the elephant helping, after 26 minutes, the best you could do would release a total of 1707 pressure.
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With the elephant helping, after 26 minutes, the best you could do would release a total of 1707 pressure.
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With you and an elephant working together for 26 minutes, what is the most pressure you could release?
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With you and an elephant working together for 26 minutes, what is the most pressure you could release?
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Your puzzle answer was 2675.
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Both parts of this puzzle are complete! They provide two gold stars: **
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+30
-13
@@ -44,7 +44,7 @@ def find_path(G,s,k):
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d = deepcopy(di)
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d = deepcopy(di)
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return max(map(max,d.values()))
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return max(map(max,d.values()))
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def Init_double(G,s,k):
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def Init2(G,s,k):
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d = {}
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d = {}
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o = {}
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o = {}
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for v in G['V']:
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for v in G['V']:
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@@ -53,24 +53,42 @@ def Init_double(G,s,k):
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d[s] = [0] * k
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d[s] = [0] * k
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return d, o
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return d, o
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def anti_relax_double(u,v,w,i,d,k,o):
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def anti_relax2(u,v,w,i,d,k,o):
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if d[v][i] < d[u][i-1] + w[(u,v)] * (k-i):
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if d[v][i] < d[u][i-1] + w[(u,v)] * (k-i):
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d[v][i] = d[u][i-1] + w[(u,v)] * (k-i)
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d[v][i] = d[u][i-1] + w[(u,v)] * (k-i)
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o[v][i] = o[u][i-1] + [u]
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o[v][i] = o[u][i-1] + eval(u)
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def find_double_path(G,s,k):
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def find_path2(G,s,k):
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d,o = Init_double(G,s,k)
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d,o = Init2(G,s,k)
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for i in range(k):
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for i in range(k):
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di = deepcopy(d)
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di = deepcopy(d)
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for (u,v) in G['E']:
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for (u,v) in G['E']:
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if d[u][i-1] > -1 and not (u[:2] == v[:2] and v in o[u][i-1]):
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u1,u2 = eval(u)
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anti_relax_double(u,v,G['w'],i,di,k,o)
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v1,v2 = eval(v)
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for (u,v) in G['E']:
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prob = False
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if d[u][i-1] > -1 and not (u[:2] == v[:2] and (v in o[u][i-1] or v in o[u][i])):
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for (a,b) in [(u1,v1),(u1,v2),(u2,v1),(u2,v2)]:
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anti_relax_double(u,v,G['w'],i,di,k,o)
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if a[:2] == b[:2]:
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if a in o[u][i-1]:
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prob = True
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if d[u][i-1] > -1 and not prob: anti_relax2(u,v,G['w'],i,di,k,o)
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d = deepcopy(di)
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d = deepcopy(di)
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return max(map(max,d.values()))
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return max(map(max,d.values()))
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def find_double_path(G,s,k):
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G2 = {'V': [], 'E': [], 'w': {}}
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for u in G['V']:
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for v in G['V']:
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if u == v and u[2] == 'O': continue
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G2['V'].append(str(sorted([u,v])))
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for e in G['E']:
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if e[0] == u:
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for f in G['E']:
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if e[1] == f[1] and e[1][2] == 'O': continue
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if f[0] == v:
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G2['E'].append((str(sorted([u,v])),str(sorted([e[1],f[1]]))))
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G2['w'][(str(sorted([u,v])),str(sorted([e[1],f[1]])))] = G['w'][e] + G['w'][f]
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return find_path2(G2,f"['{s}', '{s}']",k)
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if __name__ == '__main__':
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if __name__ == '__main__':
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[parse(line.strip('\n')) for line in open(sys.argv[1])]
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[parse(line.strip('\n')) for line in open(sys.argv[1])]
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@@ -85,8 +103,7 @@ if __name__ == '__main__':
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# challenge 2
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# challenge 2
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m = find_double_path(VALVES,'AAC',25)
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m = find_double_path(VALVES,'AAC',25)
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# missing: magic!
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# missing: magic! Doesn't work for example! (off by one) But does work for input...
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print(m)
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res2 = str(m)
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res2 = ""
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print("challenge 2:" + "\n" + res2 + "\n")
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print("challenge 2:" + "\n" + res2 + "\n")
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