> Thats it.

The syntax is awful, do we agree on that ?

> -1, some method returns an abelian group and you don't know how it was
> constructed without having to dig around.

?

But when I create a group by myself which I want to be equal to Z/2Z *
Z/3Z I end up with something different, isn't that a more important
problem ?

Right now, when I create MY group by writing is as I want as a
product, I have to call __repr__ to see what it accepts as input. If a
function built the group I can do the same, can't I ?

Come on guys... Don't tell me that creating a group as a product and
not even knowing how to convert a tuple to an element of my group is
not a problem ! This vector trick is nice, but you can't expect
anybody to figure it out immediately, and clearly the default
behaviour is not the right one !

Nathann

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