All glories to the moons who are devotees of the principal moon, Lord Caitanyacandra! Their bright moonshine illuminates the entire universe
All glories to the moons who are devotees of the principal moon, Lord Caitanyacandra! Their bright moonshine illuminates the entire universe.
In this verse we find the moon described as candra-gaṇa, which is plural in number. This indicates that there are many moons. In the Bhagavad-gītā (10.21) the Lord says, nakṣatrāṇām ahaṁ śaśī: "Among the stars, I am the moon." All the stars are like the moon. Western astronomers consider the stars to be suns, but Vedic astronomers, following the Vedic scriptures, consider them moons. The sun has the ability to shine powerfully, and the moons reflect the sunshine and therefore look brilliant. In the Caitanya-caritāmṛta Kṛṣṇa is described to be like the sun. The supreme powerful is the Supreme Personality of Godhead Śrī Kṛṣṇa, or Lord Śrī Caitanya Mahāprabhu, and His devotees are also bright and illuminating because they reflect the supreme sun. The Caitanya-caritāmṛta (CC Madhya 22.31) states:
- kṛṣṇa—sūrya-sama; māyā haya andhakāra
- yāhāṅ kṛṣṇa, tāhāṅ nāhi māyāra adhikāra
"Kṛṣṇa is bright like the sun. As soon as the sun appears, there is no question of darkness or nescience." Similarly, the present verse also describes that by the illumination of all the moons, brightened by the reflection of the Kṛṣṇa sun, or by the grace of all the devotees of Caitanya Mahāprabhu, the entire world will be illuminated, despite the darkness of Kali-yuga. Only the devotees of Lord Caitanya Mahāprabhu can dissipate the darkness of Kali-yuga, the ignorance of the population of this age. No one else can do so. We therefore wish that all the devotees of the Kṛṣṇa consciousness movement may reflect the supreme sun and thus dissipate the darkness of the entire world.
|Compiled by||Visnu Murti +|
|Completed sections||ALL +|
|Date of first entry||January 21, 0012 JL +|
|Date of last entry||January 21, 0012 JL +|
|Total quotes||1 +|
|Total quotes by section||BG: 0 +, SB: 0 +, CC: 1 +, OB: 0 +, Lec: 0 +, Conv: 0 + and Let: 0 +|