finish this post

It is a subhybrid module of the nectarine variety. It has the flavor of a transmexican muffin: does it knock at midnight and what questions does it ask? Where does it have provable parts? Has it been seen in the company of abstract geometric spaces with decidedly nontrivial cohomology groups? The calculation that the restricted endive gives is not one which is particularly tasty or digestible in these parts, we're left with the ramified remainders and the lost postal addressing systems which only worked for nineteen dimensional matter-energy spiders, and no one is particularly interested in being their lunch. Oh sure, you come in with a complex library science problem and attempt to distract them from their mutterings in the stacks and all of a sudden one of them takes an intense interest in you and starts asking suggestive and nontrivial questions about the research that you're doing, but your deep research is their hunch. They spend about five minutes blasting you with references wither and yon and then get bored, and go back to muttering about misprints in nineteen eighties electronic toy catalogues, and whatever relevance that might have to the various mesozoic fauna that weren't involved in the collapse of the stock market in 1929 and you suddenly feel this pall coming over you: you're not going to get anything in the way of real, substantive help from any one of these matter-energy spiders. Whatever they suggest is based on wildly variant and variable premises that are strongly and piquantly distinct from what you're working on