Your answer is partially correct.

Blossom Inc. has beginning$-$of$-$the$-$year present values for its projected benefit obligation and market$-$related values for its pension

plan assets.

The average remaining service life per employee in $2024$ and $2025$ is $8$ years and in $2026$ and $2027$ is $11$ years. The net gain or loss

that occurred during each year is as follows: $2024,$$$178,200$ gain; $2025,$$$43,200$ gain; $2026,$ $$32,400$ loss; and $2027,$ $$16,200$ loss. $($In

working the solution, the gains and losses must be aggregated to arrive at year$-$end balances.$)$

Using the corridor approach, compute the amount of net gain or loss amortized and charged to pension expense in each of the $4$ years,

setting up an appropriate schedule. $($Round answers to $0$ decimal places, e$.$g$.22,500.)$