Ayres Services acquired an asset for $$152$ million in $2024.$ The asset is depreciated for financial reporting purposes over four years on a straight$-$line basis $($no residual value$).$ For tax purposes the asset's cost is depreciated by MACRS. The enacted tax rate is $25\%.$ Amounts for pretax accounting income, depreciation, and taxable income in $2024,2025,2026,$ and $2027$ are as follows:

$\backslash$table$[[,($$ in millions$)],[,2024,2025,2026,2027,],[$Pretax accounting income,$$375,$$$395,$$$410,$$$445,],[$Depreciation on the income statement,$38,38,38,38,],[$Depreciation on the tax return,$(58),(54),(24),(16),],[,$$$355,$$$379,$$$424,$$$467,]]$

Required:

For December $31$ of each year, determine $($a$)$ the cumulative temporary book$-$tax difference for the depreciable asset and $($b$)$ the balance to be reported in the deferred tax liability account.

Note: Leave no cell blank, enter $"0"$ wherever applicable. Enter your answers in millions rounded to $2$ decimal places $($i$.$e$.,5,500,000$ should be entered as $5\mathrm{.}50).$

$\backslash$table$[[,$Beginning of $2024,$End of $2024,$End of $2025,$End of $2026,$End of $2027$