Players A$,$ B$,$ C$,$ and D are dividing an estate using the Method of Sealed Bids. There are three indivisible items to allocate.

A B C D

Item #$1$ $$470$ $$500$ $$530$ $$490$

Item #$2$ $$300$ $$320$ $$290$ $$310$

Item #$3$ $$430$ $$380$ $$380$ $$400$

A fair share to player B is worth at least $.$

Player gets Item #$1.$

Player gets Item #$2.$

Player gets Item #$3.$

After the kitty has been divided, player A gets and $.$