in Python

Greater than or equal to $84$Playoff Elimination Problem:

We consider a division that consists of $n$ teams. Each team currently has numbers that represent

wins, losses, remaining games yet to be played, and games left to play against team opp. In our

formulation of the problem, only the $1$ st place teams will make the playoffs, so we say a team is

mathematically eliminated from playoff contention if they cannot finish the season in $1$st place $($or

tied for $1$st$).$ Assumptions: all games have a winner and loser $($no ties$)$ and every remaining game is

played $($there are no cancellations$).$

In some cases, it is easy to see when a team has been eliminated. In the example above,

Washington is eliminated because, if we assume they win the rest of their games $(3),$ their total

possible wins will equal $80$ which is not enough to finish in $1$ st place $(83).$ That is$,$ because wins$[$m$]$

remaining $[m]$ wins $t$ where $m$ is Washington and $t$ is the team with the most wins, $83$ wins are

more than the total number of wins possible for Washington $($Dallas in this case$),$ Washington is

eliminated bu Dallas. It is less clear, however, if either New York or Philadelphia have been

eliminated because their playoff prospects hinge on not only how many games are left, but also

who those games are scheduled against.

Programming Assignment

Your program will read data from the teams.txt text file provided on eCampus in the format

shown below. The text file begins with the number of teams $($an integer$)$ and is followed by that

number of rows. Each row contains a team name followed by that team's wins, losses, and

remaining games, followed by the schedule of those remaining games with each of the other

teams. In the example below Dallas has $83$ wins, $71$ losses, and $8$ games left to be played with

$0$ of those games against themselves, $1$ game against Philadelphia, $6$ games against New York,

and $1$ game against Washington. Note: New York is connected by an underscore, so it can be

handled as a single string.

Read the data, create a Team object from each row, and store it in a list of Team objects. Hint:

As you create the team objects, keep track of the team with the most wins and their number of

wins. For each team in the list, determine if they've been eliminated based on the method

above.

Output your results using the format below. The solution is shown below that. Washington is

eliminated because the most wins they can earn is $80$ and Dallas already has $83$ wins, so there

is no way for Washington to finish in $1$st place. Less obviously, Philadelphia is eliminated

because they can finish with at most $83$ wins, but since there are $6$ games remaining between

Dallas and New York, either Dallas or New York is guaranteed to finish with at least $84$ wins.

Trivial Elimination Format: $"$X has been trivially eliminated by Y$."$

Non$-$trivial Elimination Format: $"$X is eliminated."

Non$-$elimination Format: $"$X is not eliminated."

Dallas is not eliminated.

Philadelphia is eliminated.

New$\_$York is not eliminated.

Washington has been trivially eliminated by Dallas.

Test and submit your program as usual in your labs.