Assume there are $365$ days in a year. Louise is in the process of negotiating her contract with the Maple Leafs. She has been offered yearly salaries of

$,$ $$3,900,000(t=2),$$$4,200,000(t=3),$$$4,800,000(t=4),$$$5,000,000(t=5).$ Assume that all yearly salaries are paid at the beginning of the year as lump sums

$($i$.$e$.$ all at once$).$ Louise believes that she deserves more money and wanted the value of the contract to increase by $$2,000,000,$ as well as a signing bonus of

$$5,000,000($payable today$).$ She wants her salary to be paid equally every $33$ days, with the first payment $33$ days from now. If the interest rate is $6\%$ compounded

weekly, what is the amount of Louise' cheque $($every $33$ days$)?$