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This poem is a narrative retelling of the classic mathematical puzzle involving the division of 17 camels among three sons. The story begins with an Arab man who leaves his 17 camels to his three sons. The inheritance is to be divided such that the first son receives half, the second son a third, and the third son a ninth of the camels. This division seems impossible without harming the camels, as the numbers do not add up to 17.

The brothers, unable to solve the problem, seek the advice of a wise man, or hakīm. The hakīm proposes a clever solution by adding his own camel to the group, making it 18 camels. This allows the division to proceed smoothly: the first son receives 9 camels, the second 6, and the third 2. After the division, the wise man takes back his camel, leaving the original 17 camels intact.

The poem uses this story to illustrate themes of wisdom, logic, and the importance of creative problem-solving. The tone is light-hearted and clever, with a touch of humor in the hakīm's simple yet effective solution. The brothers' initial frustration turns to astonishment, highlighting the unexpected simplicity of the solution.

The poem employs narrative storytelling and a mathematical puzzle as its primary literary devices. The use of a wise man as a character introduces the theme of wisdom and the value of thinking outside the box. The poem's structure, with its clear progression from problem to solution, emphasizes the logical flow of the narrative.

Overall, the poem serves as a reminder of the power of innovative thinking and the ability to find solutions in seemingly impossible situations. It reflects a broader cultural appreciation for wisdom and cleverness, resonating with audiences familiar with the original puzzle and those new to the story alike.