I've written the following function which successfully gets an
authenticated URL:
def getRestrictedURL(authName,URL,log,pswd):
auth_handler = urllib2.HTTPBasicAuthHandler()
auth_handler.add_password(authName, URL,log,pswd)
opener = urllib2.build_opener(auth_handler)
On Tue, Oct 19, 2010 at 1:56 PM, Tim Johnson wrote:
> I've written the following function which successfully gets an
> authenticated URL:
> def getRestrictedURL(authName,URL,log,pswd):
>auth_handler = urllib2.HTTPBasicAuthHandler()
>auth_handler.add_password(authName, URL,log,pswd
On 19 October 2010 21:56, Tim Johnson wrote:
> I've written the following function which successfully gets an
> authenticated URL:
> def getRestrictedURL(authName,URL,log,pswd):
> auth_handler = urllib2.HTTPBasicAuthHandler()
> auth_handler.add_password(authName, URL,log,pswd)
>
* Vince Spicer [101019 12:25]:
> On Tue, Oct 19, 2010 at 1:56 PM, Tim Johnson wrote:
>
>
> Tim,
>
> Unless you are tied to the standard library I would recommend looking at
>
> httplib2 http://code.google.com/p/httplib2/
>
> This handles your authentication and connection much better then t
To whom it may concern,
Hi, I've just started learning how to
program in python using Allan B. Downy's book "How to think like a computer
scientist" and it explained something in the recursion chapter which have still
been
"Matthew Nunes" wrote...
...something in the recursion chapter which have still been unable
to understand. It wrote a piece of code for the factorial function
Please explain it to me, as I have spent hours trying to get
my head around it,
Recursion is one of the more baffling topics whe
On Tue, Oct 19, 2010 at 11:02 PM, Matthew Nunes wrote:
>
> It wrote a piece of code for the factorial function in math for example 3!
> is 3 * 2 * 1. I cannot understand the how it claimed the code executed, and
> logically it makes no sense to me.
>
>
I suggest you follow the algorithm yourself,
On Tue, Oct 19, 2010 at 4:02 PM, Matthew Nunes wrote:
> To whom it may concern,
>
>Hi, I've just started learning how to
> program in python using Allan B. Downy's book "How to think like a computer
> scientist" and it explained something in the recursion chapt
