Re: PM says "Stop wasting food"

On Thu, 10 Jul 2008 11:08:29 +0100, "Norman Wells"
<norman@xxxxxxxxxxx> wrote:

Palindrome wrote:
Cynic wrote:
<snip>

The plastic containers of baked beans are an even better
idea - pop one in the microwave, spoon out onto your toast or
whatever, and bin the container.

The things I learn in this group are quite amazing... I had no idea
that baked beans can now be bought in plastic containers.

I have a small number of (Lakeland Plastic?) lids that clip onto the
top of open part-emptied cans, so they can be put in the fridge.

Do these come in a size to fit catering size cans though?

You can decant the contents into a bowl. I don't think food is
intended to be kept in opened cans anyway.

MM
.

Relevant Pages

  • Re: PM says "Stop wasting food"
    ... whatever, and bin the container. ... I had no idea that baked beans can now be bought in plastic containers. ... That these lids are available to buy presumably indicates that a *few* people don't use the entire tin contents, ...
    (uk.legal)
  • Re: PM says "Stop wasting food"
    ... whatever, and bin the container. ... baked beans can now be bought in plastic containers. ... I have a small number of lids that clip onto the top ...
    (uk.legal)
  • Re: PM says "Stop wasting food"
    ... whatever, and bin the container. ... that baked beans can now be bought in plastic containers. ... top of open part-emptied cans, so they can be put in the fridge. ...
    (uk.legal)
  • Re: PM says "Stop wasting food"
    ... whatever, and bin the container. ... that baked beans can now be bought in plastic containers. ... top of open part-emptied cans, so they can be put in the fridge. ...
    (uk.legal)
  • Re: What are Sets?
    ... In ZF, by extensionality, there is no object but the empty set. ... Though I don't know what you mean by that, but Regularity would ensure that the empty set is a member of the transitive closure of every set, so ZF is a whole buildup of cans of cans of cans....finitely many time of canning of an empty can at the end, that is correct. ... Thus regularity, as a container can contain itself as well as ... But Regularity is not a container, Regularity is an axiom that sets ...
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