(The Lord speaking is red text)
For riches [are] not for ever: and doth the crown [endure] to every generation?
For wealth doesn't last forever, neither does a crown through all generations.
for riches are not forever, nor does a crown endure to every generation.
For riches are not for ever; And doth the crown endure unto all generations?
For riches{H2633} are not for ever{H5769}: and doth the crown{H5145} endure to every{H1755} generation{H1755}?
Proverbs 27:24 is a verse that speaks to the transient nature of wealth and power. The historical context of this proverb likely reflects the ancient Near Eastern wisdom tradition, which often contemplated the fleeting character of human achievements and possessions. In the verse, the phrase "riches are not for ever" underscores the idea that material wealth is impermanent and can fluctuate or disappear over time, often despite the best efforts of individuals to maintain or increase it.
The second part of the verse, "and doth the crown endure to every generation?" challenges the notion of enduring dynastic power. The crown, a symbol of rulership and authority, is queried as to whether it can secure lasting influence for successive generations. This question implies that even the most powerful and esteemed positions, such as that of a monarch, are subject to change and cannot guarantee an eternal legacy.
Together, these themes convey a message that is both cautionary and reflective, reminding readers that earthly wealth and status are temporary and should not be the ultimate focus of one's life. Instead, the verse encourages a perspective that values wisdom, integrity, and legacy beyond material possessions—qualities that have the potential to endure beyond one's lifetime. This sentiment resonates with other biblical teachings that emphasize the importance of spiritual wealth over temporal gain, and the ultimate fleetingness of human power structures in the face of divine providence.
*This commentary is produced by Microsoft/WizardLM-2-8x22B AI model
Note: H = Hebrew (OT), G = Greek (NT)