Table $4\mathrm{.}2$ Currency Cross Rates $($Noon ET$,$ December $17,2021)$

Per C$ Per US$ Per $$ Per $$ Per $$ Per $$ Per A$

Canadian dollar $($C$$)1\mathrm{.}28301\mathrm{.}44680\mathrm{.}01131\mathrm{.}70240\mathrm{.}01680\mathrm{.}9168$

U$.$S$.$ dollar $($US$$)0\mathrm{.}77941\mathrm{.}12760\mathrm{.}00881\mathrm{.}32660\mathrm{.}01310\mathrm{.}7149$

Euro $()0\mathrm{.}69120\mathrm{.}88680\mathrm{.}00781\mathrm{.}17660\mathrm{.}01160\mathrm{.}6336$

Japanese yen $()88\mathrm{.}4975113\mathrm{.}5600128\mathrm{.}0728151\mathrm{.}51521\mathrm{.}499081\mathrm{.}3008$

British pound $()0\mathrm{.}58740\mathrm{.}75380\mathrm{.}84990\mathrm{.}00660\mathrm{.}00990\mathrm{.}5386$

Indian rupee $()59\mathrm{.}429076\mathrm{.}090886\mathrm{.}04880\mathrm{.}6677101\mathrm{.}60054\mathrm{.}6365$

Australian dollar $($A$$)1\mathrm{.}09081\mathrm{.}39881\mathrm{.}57820\mathrm{.}01231\mathrm{.}85680\mathrm{.}0183$

If the C$ weakens by $0\mathrm{.}5\%$ relative to the $$ in Table $4\mathrm{.}2,$ what will be the new values for $$ per C$$1\mathrm{.}00$ and C$ per $1\mathrm{.}00?($Do not round your intermediate calculations. Round your answers to $4$ decimal places.$)$

New exchange rate $$

per C$

New exchange rate C$

per $$