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":"8b995bae183c1eb2b638ca6d4c0e120e","s":"6f6bd5a37ce177e9"}
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