Marketing
June 29, 2026
Long-term thinking has to be balanced with short-term advantages in a sound investment strategy. Image credit: Shutterstock
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","iv":"4420ab04a39487c8198b38217cbd1736","s":"5931f0ec24ac0b44"}
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