prove socrates is mortal (using generalized modus ponens) in idris
defn "a divides b"
toward relationship betewen idris gcd and a | b
definitions and (unproved) theorems up to PrimeFactorization
adopt Coq Library style for Euclid as well as some names
rework Euclid; use SortedMap for PrimeFactorization
Minimal, WellFounded, and wf_lt_nat typecheck
wf_lt_nat base case typechecks
find_min base case typechecks
working through find_min: checkpoint
more of found_min using lte_symmetric, intersection, in_int
intersection isn't associative. types quite work like sets. backtracking...
backtrack and try Acc
WellFounded in terms of Acc
 - proved Acc_inv
 - never mind using
clean up socrates a little
"Putting my old proofs in the Web: Natural Deduction" complete draft
generated a la: ipython nbconvert fs86.ipynb
add notebook style to show/hide pilcrow
 - use Google+ for image hosting for integration with mobile camera photo filters
 - add blog item metadata
 - Kludging typo fix
 - renumber cells