In Python Please

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Janet is so impressed with Theo's investment strategy that she wants to copy it$.$

The difference is that she will be taking on more risk by investing in the NASDAQ $-100$

with an expected annual return of $14\%.$

Also, she plans on depositing $$1000$ on even months and $$600$ on odd months.

Her expected deposit increase per year is $15\%.$

Each deposit amount $($$$1000$ & $$600)$ will need to be increased by $15\%.$

Replicate problem #$24$ but update with these changes.

Here is Theo's strategy as a refresher:

Theo has decided to start investing $$500$ per month starting in January.

Each year he plans on increasing his investment by $10\%.$

He expects an average return of $12\%$ per year for $20$ years,

compounding monthly, investing in an index fund that follows the S&P $500.$

What is his expected balance after $20$ years?

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#Initialize Variables

years $=20$

MONTHS $=12$

expectedAnnualReturn $=\mathrm{.}14$

monthlyEvenDeposit $=1000$

monthlyOddDeposit $=600$

depositIncrease $=.15$

balance $=0$

rate $=$ expectedAnnualReturn $/12$

print$($f$"$Janet$\text{'}$s balance after $20$ years is estimated to be $$\{$balance:$\mathrm{.}2$f$\}.")$