Back to qubitArt.com Konnakkol School 2 - intermediate lesson 1 © Uday Patil - email udaypatil@qubitArt.com
Aadi Taala Korvai
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The second last line of the Aadi Taala which repeats thrice - [IfxWWvpF IfxWWvpvpF IfxWWvpvpvpFg TDXf TDXf TDXf]3 - is called a Korvai. Here are four additional Korvais in Aadi Taala. Each Korvai comes in a simple version followed by a more decorated version. Practice the simple versions well before attempting the fancy ones.
korvai 1
[ TIVPVPF-  IVPVPF- VPVPF- VPFg (tdXe)3 ]3 

variant
TIVPVPF-  IVPVPF- VPVPF- VPFg (tdXe)3  
   TIVPvpdtF-  IVPvpdtF- VPvpdtF- vpdtFg (Xtxe)3 
     TIVPvpvpF-  IVPvpvpF- VPvpvpF- vpvpFg (xvzxe)3 
 
 
korvai 2 
[ IfxWWF- vefxWWF- IfxWW vefxWW  tDXe V tDXe V V tDXe ]3

variant 
IfxWWF- vefxWWF- IfxWW vefxWW  tDXe V tDXe V V tDXe
  IfxWWF- vefxWWF- IfxWW vefxWW  tDtxe V tDtxe V V tDtxe
    IfxWWF- vefxWWF- IfxWW vefxWW  tDzxe V tDzxe V V tDzxe
    
     
korvai 3
[ exvp DT F- (exvp)2 DT F- (exvp)3 DT Fg tdXE tdXE tdXe ]3

variant
exvp DT F- (exvp)2 DT F- (exvp)3 DT Fg tdXE tdXE tdXe
  exvp DT F- (exvp)2 DT F- (exvp)3 DT Fg XtxE XtxE Xtxe
    exvp DT F- (exvp)2 DT F- (exvp)3 DT Fg xvzxE xvzxE xvzxe
 
 
korvai 4
[ IfxWW Fg tdXe TIfxWW Fg tdXe TEIfxWW Fg (tdXe)3 ]3

variant
IfxWW Fg tdXe TIfxWW Fg tdXe TEIfxWW Fg (tdXe)3
  IfxWW Fg Xtxe TIfxWW Fg Xtxe TEIfxWW Fg (Xtxe)3
    IfxWW Fg xvzxe TIfxWW Fg xvzxe TEIfxWW Fg (xvzxe)3
    


In the following modification of the basic Aadi Taala lesson, the above Korvais have been embedded at appropriate locations. For clarity the Korvais have been marked to stand out.
[TDDN VDDN TDDN VDHD]2  
[TDDN HDDN TDDN tlX VP]2  
[TDDN tlX VP]2  
tlX VP F- tlX VP F- tlX VP  

[TDDN xvDDN TDDN xvD xvvb]2  
[TDDN xvDDN TDDN xvvbvbvb]2  
[TDDN xvDDN TDDN xvD exxv]2  
[TDDN xvDDN TDDN exxvWW]2
[TDDN exxvWW]2  
exxvWW F- exxvWW F- exxvWW 
 
[TDDN xvDDN TDDN VQQQ]2  
[TDDN xvDDN TDDN vbQ vbQ]2
[TDDN xvDDN TDDN QvQvQ]2
[TDDN QvQvQ]2
QvQvQ F- QvQvQ F- QvQvQ 
 
[TDDN vpDDN TDDN vpD vpvp]2  
[TDDN vpDDN TDDN exvpvpvp]2
[TDDN vpDDN TDDN vpfvpfvp]2  
[TDDN vpfvpfvp]2  
TIVPVPF- IVPVPF- VPVPF- VPFg (tdXe)3 TIVPvpdtF- IVPvpdtF- VPvpdtF- vpdtFg (Xtxe)3 TIVPvpvpF- IVPvpvpF- VPvpvpF- vpvpFg (xvzxe)3
[VBBV VBBV VBBV V t'i' t'i' t'i']2 [VBBV VBBV VBBV t'i't'i't'i't'i']2 [VBBV VBBV VBBV t'i'v t'i'v t'i']2 [VBBV t'i'v t'i'v t'i']2 t'i'vt'i'vt'i'F- t'i'vt'i'vt'i'F- t'i'vt'i'vt'i' [VBHB VBHB VBHB Vxt xt xv]2 [VBHB VBHB VBHB xt xv xt xv]2 [VBHB VBHB VBHB xvp xvp xv]2 [VBHB VBHB VBHB yxxvWW]2 [VBHB yxxvWW]2 yxxvWW F- yxxvWW F- yxxvWW [VBHB VtBexv VBHB VtDxxv]2 [tBVtB VtBexv tBVtB VtDxxv]2 [tBVtB VtBexv tBexv tBexv tdxv]2 [vBVtB VtBexv vBVtB VtDxxv]2 [vBVtB VtBexv vBexv vBexv vdxv]2 [exv fxtB fxtB exv exv fxtB fxtD xxv]2 [exv fxtB fxtB exv exv fxtB fxdx WW]2 [ exWW exWW WW ]2
IfxWWF- vefxWWF- IfxWW vefxWW tDXe V tDXe V V tDXe IfxWWF- vefxWWF- IfxWW vefxWW tDtxe V tDtxe V V tDtxe IfxWWF- vefxWWF- IfxWW vefxWW tDzxe V tDzxe V V tDzxe
[BtBdnk BtBdnk BtBdnk BtD xxv]2 [QvDdnk BtBdnk BtBdnk BtD eQ]2 [QvDdnk BtBdnk BtDeQ QvQvQ]2 [t'i'vDdnk BtBdnk BtBdnk BtD et'i']2 [t'i'vDdnk BtBdnk BtD et'i' t'i'v t'i'v t'i']2 [dxvDdfx dxvDdfx dxvDdfx dxvD xvp]2 [dxvDdfx dxvDdfx dxvDdfx fxdx vpdx]2 [dxvDdfx fxdx vpdx]2 [fxdx vpdx]4 [exvp]8
exvp DT F- (exvp)2 DT F- (exvp)3 DT Fg tdXE tdXE tdXe exvp DT F- (exvp)2 DT F- (exvp)3 DT Fg XtxE XtxE Xtxe exvp DT F- (exvp)2 DT F- (exvp)3 DT Fg xvzxE xvzxE xvzxe
[(VBVJ)3 xvfxWW]2 [VBVJ xvfxWW]2 xvfxWW F- xvfxWW F- xvfxWW [F'td F'td F'ti F'td]2 [exvd F'td F'ti F'td]2 [exvd F'td F'ti mxvp]2 [(tdF')6 tdfx vpQ]2 [(tdF')6 tdfx vpvp]2 [(tdF')4 (tdF')3 tdxv]2 [(tdF')3 tdxv]2 [(tdxv)3 vdxv]2 [tdxv vdxv]4 (vdxv)8
IfxWW Fg tdXe TIfxWW Fg tdXe TEIfxWW Fg (tdXe)3 IfxWW Fg Xtxe TIfxWW Fg Xtxe TEIfxWW Fg (Xtxe)3 IfxWW Fg xvzxe TIfxWW Fg xvzxe TEIfxWW Fg (xvzxe)3
[(VdBdB)3 tXtVP]2 [(VdBdB)3 exvzxvQ]2 [(exvBtB)3 mxvBtB]2 [(exvBtB)3 mxvF'exv]2 [exvF'exv mxvF'exv]2 [exWW exWW WW]4 [(zxv)4 WW]4 [IfxWW vefxWW IfxWW QEQE]2 IfxWW vefxWW IfxWW QE IfxWW QE IfxWW QPF QPF QP
[IfxWWvpF IfxWWvpvpF IfxWWvpvpvpFg TDXf TDXf TDXf]3
FgDgD VBVJ WWF WWF WW /F

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