Smart recently garnered attention following the Boston Celtics’ decision to engage in a three-team trade, which also included the Memphis Grizzlies and the Washington Wizards, for one of their key pieces. Having joined the Grizzlies, Smart was no longer compelled to remain in Boston. Consequently, his recent listing of his Newton residence for sale at an asking price of $8 million is not unexpected.
Given the property’s asking price of $8 million, Smart appears to have a substantial opportunity to generate a profit, should he be successful in selling it. In 2016, the former NBA Defensive Player of the Year acquired the Newton mansion for a total investment of $4.7 million. He will without a doubt be searching for a new residence for himself and his new wife, Maisa Hallum, in the Memphis Area.
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Smart’s mansion, which was built in 2015, is situated on 1.12 acres of land. The dwelling comprises a total of 10,579 square feet of habitable area. Seven bedrooms and ten bathrooms are included. The mansion of Smart contains a variety of interior features. A master bedroom with a luxurious bathroom, a fitness center, a home theater, a bar, several indoor leisure areas, a family room, a recreation room, a formal dining room, a contemporary kitchen outfitted with high-end appliances, and a formal dining room are all included.
In addition to its splendid interior, Smart’s former residence features a substantial quantity of outdoor space. An al fresco dining area, a covered patio featuring an outdoor kitchen and a fire pit, a swimming pool featuring a spa, and an abundance of verdant spaces comprise the backyard of the property. Smart established his reputation by defending the NBA’s finest perimeter players. Smart has consequently earned the favor of Celtics supporters. It is therefore unsurprising that the exceptional defender is able to maintain an extravagant lifestyle. Smart, according to Fresherslive, has an estimated net worth of $77 million. However, the information at our disposal regarding Marcus Smart’s $8 million residence in Newton is as follows.
