round_to_cents == 100 * ++ floor 100 /


Ordered Binary Tree datastructure functions.

fourth == rest_two rest first
?fourth == [] [fourth] [] ifte
first_two == uncons uncons pop
ccons == cons cons
cinf == cons infra
rest_two == rest rest

_Tree_T> == [dipd] cinf
_Tree_T< == [dipdd] cinf

_Tree_add_P == over [popop popop first] nullary
_Tree_add_T> == ccons _Tree_T<
_Tree_add_T< == ccons _Tree_T>
_Tree_add_Ee = = pop swap roll< rest_two ccons
_Tree_add_R == _Tree_add_P [_Tree_add_T>] [_Tree_add_Ee] [_Tree_add_T<] cmp
_Tree_add_E == [pop] dipd Tree-new

_Tree_iter_order_left == [cons dip] dupdip
_Tree_iter_order_current == [[F] dupdip] dip
_Tree_iter_order_right == [fourth] dip i
_Tree_iter_order_R == _Tree_iter_order_left _Tree_iter_order_current _Tree_iter_order_right

_Tree_get_P == over [pop popop first] nullary
_Tree_get_T> == [fourth] dipd i
_Tree_get_T< == [third] dipd i
_Tree_get_E = = popop second
_Tree_get_R == _Tree_get_P [_Tree_get_T>] [_Tree_get_E] [_Tree_get_T<] cmp

_Tree_delete_rightmost == [?fourth] [fourth] while
_Tree_delete_clear_stuff = = roll> popop rest
_Tree_delete_del == dip cons dipd swap
_Tree_delete_W == dup _Tree_delete_rightmost first_two over
_Tree_delete_E.0 == _Tree_delete_clear_stuff [_Tree_delete_W] _Tree_delete_del
_Tree_delete_E == [[[pop third not] pop fourth] [[pop fourth not] pop third] [[_Tree_delete_E.0] cinf]] cond
_Tree_delete_R0 = = over first swap dup
_Tree_delete_R1 == cons roll> [_Tree_T>] [_Tree_delete_E] [_Tree_T<] cmp

Tree-new == swap [[] []] ccons
Tree-add == [popop not] [_Tree_add_E] [] [_Tree_add_R] genrec
Tree-iter == [not] [pop] roll< [dupdip rest_two] cons [step] genrec
Tree-iter-order == [not] [pop] [dup third] [_Tree_iter_order_R] genrec
Tree-get == [pop not] swap [] [_Tree_get_R] genrec
Tree-delete == [pop not] [pop] [_Tree_delete_R0] [_Tree_delete_R1] genrec