Originally posted by: BrhannadaArmour
अञ्जनीच्या सुता तुला रामाचे वरदान
एकमुखाने बोला बोला जय जय हनुमान्
Añjanīcyā sutā tulā Rāmāçe varadāna!
Ekamukhāne bolā bolā jaya jaya Hanumān!
Son of Añjanā, you have Rāma's blessing!
With one voice, let's cheer, Go, Go, Hanumān!
Here's a riddle in honour of Hanumān's birthday:
चतुर्थजः पञ्चमेन ददर्श प्रथमात्मजाम् ।
तृतीयं तत्र निक्षिप्य द्वितीयमतरत् पुनः ।।
Caturthajaḥ pañcamena dadarśa Pratham'ātmajām
Tṛtīyaṃ tatra nikṣipya dvitīyam atarat punaḥ
He, born of the fourth, from the fifth saw her, born of the first.
Dropping the third there, he crossed the second again.
To what group of five did I refer, and what determines their sequence?
The first part of the riddle refers to the numbers of the months in a year, where "He, born of the fourth" refers to April (the fourth month), and "her, born of the first" refers to January (the first month).
The second part of the riddle requires some thinking. "Dropping the third there" means removing the letter "r" from the word "there", giving the word "thee". "He crossed the second again" means removing the second letter "e" from the word "crossed", giving the word "crossd".
Putting it all together, the answer to the riddle is the group of five vowels: A, E, I, O, and U, with the sequence being determined by their order in the English alphabet.
He (April, the fourth month), born of the fourth (the letter "d" is the fourth letter of the word "fourth"), from the fifth (the letter "e" is the fifth letter of the word "five") saw her (January, the first month), born of the first (the letter "f" is the first letter of the word "first").
Dropping the third there (removing the letter "r" from "there") he crossed the second again (removing the second "e" from "crossed").
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