開発環境
- OS X Mavericks - Apple(OS)
- Emacs (CUI)、BBEdit - Bare Bones Software, Inc. (GUI) (Text Editor)
- Python (プログラミング言語)
Head First Python (Paul Barry(著)、 O'Reilly Media )のChapter 6(Custom data Objects: Bundling code with data)、EXERCISE(p.207)を解いてみる。
EXERCISE(p.207)
コード(BBEdit)
sample207.py
#!/usr/bin/env python3
#-*- coding: utf-8 -*-
def sanitize(time_string):
if '-' in time_string:
spliter = '-'
elif ':' in time_string:
spliter = ':'
else:
return time_string
(mins, secs) = time_string.split(spliter)
return mins + '.' + secs
class Athletes(list):
def __init__(self, name, dob=None, times=[]):
list.__init__([])
self.name = name
self.dob = dob
self.extend(times)
def top3(self):
return sorted(set(sanitize(t) for t in self))[:3]
def getCoachData(filename):
try:
with open(filename) as f:
data = f.readline()
temp = data.strip().split(',')
return Athletes(temp.pop(0), temp.pop(0), temp)
except IOError as ioerr:
print('File error: {0}'.format(ioerr))
return None
for filename in ['sarah2.txt', 'james2.txt', 'julie2.txt', 'mikey2.txt']:
athlete = getCoachData(filename)
print("{0}'s fastest times are: {1}".format(athlete.name, athlete.top3()))
athlete.append("1.31")
print("{0}'s fastest times are: {1}".format(athlete.name, athlete.top3()))
athlete.extend(['2.22', '1-21', '2:22'])
print("{0}'s fastest times are: {1}".format(athlete.name, athlete.top3()))
入出力結果(Terminal)
$ ./sample207.py Sarah Sweeney's fastest times are: ['2.18', '2.21', '2.22'] Sarah Sweeney's fastest times are: ['1.31', '2.18', '2.21'] Sarah Sweeney's fastest times are: ['1.21', '1.31', '2.18'] James Lee's fastest times are: ['2.01', '2.16', '2.22'] James Lee's fastest times are: ['1.31', '2.01', '2.16'] James Lee's fastest times are: ['1.21', '1.31', '2.01'] Julie Jones's fastest times are: ['2.11', '2.23', '2.59'] Julie Jones's fastest times are: ['1.31', '2.11', '2.23'] Julie Jones's fastest times are: ['1.21', '1.31', '2.11'] Mikey McManus's fastest times are: ['2.22', '2.31', '2.38'] Mikey McManus's fastest times are: ['1.31', '2.22', '2.31'] Mikey McManus's fastest times are: ['1.21', '1.31', '2.22'] $
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