Scenario: You are $40$ years old. Your investment portfolio currently consists of: $(1)$ a savings account, with a $$16,000$ balance, $(2)$ certificates of deposit $($CDs$)$ worth $$20,000,$ and $(3)$ an investment portfolio consisting of $40\%$ bonds, $40\%$ equities, and $20\%$ cash and cash equivalents. Your bonds are thirty$-$year U$.$S$.$ government bonds, while your equities are made up solely of your employer$$s stock. Your cash holdings consist of your savings account and CDs$.$ Your employer$$s stock paid a $1\%$ dividend and its market value has increased $10\%$ over the last year. The bonds have paid $3\mathrm{.}0\%$ interest. The rate of inflation is $2\mathrm{.}5\%.$ Your investment goals are mainly focused on retirement, and you have no large purchases planned in the short term.

The value of your current investment portfolio is$\_\_\_\_\_\_\_.$ This consists of $\_\_\_\_\_\_\_$ in cash and cash equivalents, $\_\_\_\_\_\_\_\_$ in bonds, and $\_\_\_\_\_\_\_$ in equities.