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Let's analyze the table to find out which shares are fair for Abe.

Each player owns 25% of the total assets since the assets are equally divided. We need to determine which of the four shares (\(s_1\), \(s_2\), \(s_3\), and \(s_4\)) provide Abe with a fair share. 

Abe's percentages for each share are:
- \(s_1\): 22%
- \(s_2\): 28%
- \(s_3\): 24%
- \(s_4\): 26%

A share is considered "fair" for Abe if the percentage is **25% or higher**, as each player is entitled to 25% of the total assets.

Now, examining Abe's percentages:
- \(s_2 = 28\%\) (greater than or equal to 25%)
- \(s_4 = 26\%\) (greater than or equal to 25%)

Thus, the fair shares for Abe are:
**\(s_2\) and \(s_4\)**.

Would you like further details or have any other questions?

### Relative questions:
1. How are fair shares calculated for the other players?
2. What happens if Abe gets less than 25% of the total shares?
3. Could a share ever be "unfair" to more than one player at a time?
4. How would you calculate the total percentage of shares each player receives?
5. What would happen if the total shares were not divided equally?

### Tip:
Always compare the individual percentage of assets each player receives to the equal division (25% in this case) when determining fair shares.

Which of the shares are fair shares to Abe?

Learn how to calculate which shares are fair for Abe based on a division of assets among four players. This problem uses percentages and fair division principles to determine which shares meet the threshold of 25%.

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