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How to check if a user exists in django?
Subject.
Namely, I am interested in a method without shit code, at the moment I implemented it like this:
models.py
def username_present(username):
if User.objects.filter(username=username).exists() == False:
return True
return False
def email_present(email):
if User.objects.filter(email=email).exists() == False:
return True
return False
if not User.username_present(self.cleaned_data.get('username')) == True:
raise forms.ValidationError('username existing, please login')
if not User.email_present(self.cleaned_data.get('email')) == True:
raise forms.ValidationError('email existing, please login')
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No need to fence the garden where it is not needed
#
if User.objects.filter(username=self.cleaned_data.get('username')).exists():
raise forms.ValidationError('username existing, please login')
if User.objects.filter(email=self.cleaned_data.get('email')).exists():
raise forms.ValidationError('email existing, please login')
def is_username_exists(username):
return User.objects.filter(username=username).exists()
Kick ... You are completely lazy or downtrodden. We open a search engine and write a request - In the dumplings, you can order dumplings in portions of 6, 9 and 20 pieces.
Turning to the second link, we see that the answer is perfectly written:
The numbers 6 and 9 are divisible by 3, and 20 gives a remainder of 2. If the ordered number of dumplings gives in the remainder of 1, then it can only be ordered by taking two servings of 20 (at least). It follows that 43 cannot be ordered.
Any larger number can already be ordered, since subtracting 0, 20 or 40 from it will result in a number that is a multiple of 3, and any such number greater than 3 is either the sum of several sixes, or the sum of sixes and one nine.
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