振り返りです。
import sys
from io import StringIO
input = lambda: sys.stdin.readline()[:-1]
def test(f, data):
stdin = sys.stdin
stdout = sys.stdout
sys.stdin = StringIO(data["in"])
out = StringIO()
sys.stdout = out
err = None
try:
f()
except BaseException as e:
err = e
else:
ans = out.getvalue()
exp = data["out"]
sys.stdin = stdin
sys.stdout = stdout
if err: raise err
result = "AC" if exp == ans else "WA"
print(f"{result}: expected: {exp}, output: {ans}")
def test_all(f):
for i, data in enumerate(eval(f'test_data{f.__name__[0]}'), 1):
print(f"case {i}")
test(f, data)
![](data:image/png;base64,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)
やってみよう!
B
関数を完成させて「Run」ボタンをクリックしよう!
test_dataB = [
{
"in":"""4
2 5 1 2
""",
"out": """2 3 4 5 4 3 2 1 2
"""
},{
"in":"""6
3 4 5 6 5 4
""",
"out": """3 4 5 6 5 4
"""
},
]
def B():
pass
test_all(B)
自由欄
コンテスト中
こんな感じ。
def B():
N = int(input())
(*A,) = map(int, input().split())
print(A[0], end=" ")
for i, a in enumerate(A[1:]):
if abs(a - A[i]) > 1:
if a > A[i]:
print(*range(A[i] + 1, a), end=" ")
else:
print(*range(A[i] - 1, a, -1), end=" ")
print(a, end=" ")
test_all(B)
# 末尾の無駄なスペースがある & 改行がないのでここではWAですがAtcoder上ではAC判定になります
結果:#41357753
自由欄
振り返り
こんな感じ。
Booleanでうまいこと±1だけとれないかなぁとやってみた。
def B():
N = int(input())
(*A,) = map(int, input().split())
now = A[0]
print(now, end="")
for a in A[1:]:
while now != a:
now += (a > now) * 2 - 1
print("", now, end="")
print()
test_all(B)
結果:#42306898
自由欄
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)
やってみよう!
C
関数を完成させて「Run」ボタンをクリックしよう!
test_dataC = [
{
"in":"""ch@ku@ai
choku@@i
""",
"out": """Yes
"""
},{
"in":"""ch@kud@i
akidu@ho
""",
"out": """Yes
"""
},{
"in":"""aoki
@ok@
""",
"out": """No
"""
},{
"in":"""aa
bb
""",
"out": """No
"""
},
]
def C():
pass
test_all(C)
自由欄
振り返り
結果、コンテスト中のAC提出とほとんど同じ(ちょっとスッキリ)になりました。
def C():
from collections import defaultdict
from string import ascii_lowercase as abc
S = input()
T = input()
s_chars = defaultdict(int)
t_chars = defaultdict(int)
for s, t in zip(S, T):
s_chars[s] += 1
t_chars[t] += 1
for char in abc:
s = s_chars[char]
t = t_chars[char]
if char in "atcoder":
if s > t:
t_chars["@"] -= s - t
elif t > s:
s_chars["@"] -= t - s
else:
if s != t:
print("No")
return
print("Yes" if t_chars["@"] >= 0 and s_chars["@"] >= 0 else "No")
test_all(C)
結果:#42307631
自由欄
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)
やってみよう!
D
関数を完成させて「Run」ボタンをクリックしよう!
test_dataD = [
{
"in":"""?0?
2
""",
"out": """1
"""
},{
"in":"""101
4
""",
"out": """-1
"""
},{
"in":"""?0?
1000000000000000000
""",
"out": """5
"""
},
]
def D():
pass
test_all(D)
自由欄
振り返り
コンテスト中は「よく分かんねぇ~」と思ってソッコーで諦めましたが、今振り返ってみるとフツーに解けました。
前々回ぐらいから、惰性で参加してたのがよく分かる・・・😇
def D():
S = input()[::-1]
N = int(input())
ex2 = {0: 1}
now = 0
for i in range(len(S)):
if S[i] == "1": now += ex2[i]
ex2[i + 1] = ex2[i] * 2
if now > N:
print(-1)
return
elif now == N:
print(N)
return
for i in range(len(S) - 1, -1, -1):
if S[i] == "?" and ex2[i] + now <= N:
now += ex2[i]
print(now)
test_all(D)
結果:
自由欄
さっそく解説を見ます。
巡回セールスマン問題。。「アルゴリズム」の話題でよく出てくるので名前だけは知ってますが、急に実装しろとなると困る😫
という訳でもっと元気なときの宿題とします。
自由欄