The arithmetic basis for this beautiful korvai is as follows For a general case of uttarangam, the matras are 3n, 3*(n+1),1,3*(n+1),3*(n+2),2,3*(n+2),2,3*(n+2) which can be simplified as 18n+29 The purvamgam is 27×3=81 Thus the total matra count is 81+29+18n = 12x(9+1.5n)+2 Thus for all even values of n, the korvai will end 2 from samam The video illustrates the cases for n=4,6 and 8
பாடவும் ரொம்ப பொருத்தமாகவும் அழகாகவும் இருக்கும். நன்றி அண்ணா
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great
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V good
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Wht a aesthetic koruva...Sir..really helpful for us ...
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Excellent Balaji.
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Very Nice Performance Sir. All the Best. Om Sri Maha Periyava Saranam 🙏🏻 Jaya Jaya Sankara hara hara Sankara 🙏🏻
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Brilliant as usual
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Super sir 👌👍🏻🙏
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Great Sir..super
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Very nice Anna !
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The arithmetic basis for this beautiful korvai is as follows
For a general case of uttarangam, the matras are 3n, 3*(n+1),1,3*(n+1),3*(n+2),2,3*(n+2),2,3*(n+2) which can be simplified as 18n+29
The purvamgam is 27×3=81
Thus the total matra count is 81+29+18n = 12x(9+1.5n)+2
Thus for all even values of n, the korvai will end 2 from samam
The video illustrates the cases for n=4,6 and 8
Thankyou.