konnakol: 0:5 1 2 3 | 0: ta _ di _ ki ta _ thom ta din_ ‗ _ 5p------------- ta ka di _ ki ta _ thom ta din_ ‗ _ 5p------------- > ta _ di _ ki ta _ thom ta _ ta ka di _ ki ta _ thom ta _ 5p-------------6p----------------7p------------------- 0:5 1 2 3 | 1: ta _ di _ ki ta _ thom ta din_ ‗ 6p---------------- ta ka di _ ki ta _ thom ta din_ ‗ 6p---------------- > ta _ di _ ki ta _ thom ta _ ta ka di _ ki ta _ thom ta _ 6p----------------6p----------------6p---------------- 0:5 1 2 3 | 2: ta _ di _ ki ta _ thom ta din_ _ 7p------------------- ta ka di _ ki ta _ thom ta din_ _ 7p------------------- > ta _ di _ ki ta _ thom ta _ ta ka di _ ki ta _ thom ta _ 7p-------------------6p----------------5p------------- 0:5 1 2 3 | 3: ta _ di _ ki ta _ thom ta din_ ‗ _ 5p------------- ta ka di _ ki ta _ thom ta din_ ‗ _ 5p------------- > ta _ di _ ki ta _ thom _ ta ka di _ ki ta _ thom _ 5p-------------_ 6p----------------_ 7p------------------- 0:5 1 2 3 | 4: ta _ di _ ki ta _ thom ta din_ ‗ 6p---------------- ta ka di _ ki ta _ thom ta din_ ‗ 6p---------------- > ta _ di _ ki ta _ thom _ ta ka di _ ki ta _ thom _ 6p----------------_ 6p----------------_ 6p---------------- 0:5 1 2 3 | 5: ta _ di _ ki ta _ thom ta din_ _ 7p------------------- ta ka di _ ki ta _ thom ta din_ _ 7p------------------- > ta _ di _ ki ta _ thom _ ta ka di _ ki ta _ thom _ 7p-------------------_ 6p----------------_ 5p------------- 0:5 1 2 3 | 6: ta _ di _ ki ta _ thom ta din_ ‗ _ 5p------------- ta ka di _ ki ta _ thom ta din_ ‗ _ 5p------------- > ta _ di _ ki ta _ thom ta ka di _ ki ta _ thom 5p---- ---------_ _ 6p----------------_ _ 7p------------------- 0:5 1 2 3 | 7: ta _ di _ ki ta _ thom ta din_ ‗ 6p---------------- ta ka di _ ki ta _ thom ta din_ ‗ 6p---------------- > ta _ di _ ki ta _ thom ta ka di _ ki ta _ thom 6p---- ------------‗ 6p----------------‗ 6p---------------- 0:5 1 2 3 | 8: ta _ di _ ki ta _ thom ta din_ _ 7p------------------- ta ka di _ ki ta _ thom ta din_ _ 7p------------------- > ta _ di _ ki ta _ thom ta ka di _ ki ta _ thom 7p---- ---------------_ _ 6p----------------_ _ 5p------------- 0:5 1 2 3 | 9: ta _ di _ ki ta _ thom ta din_ ‗ _ 5p------------- ta ka di _ ki ta _ thom ta din_ ‗ _ 5p------------- > ta _ di _ ki ta _ thota ka di _ ki ta _ tho5p---------- ---_ ‗ 6p----------------‗ _ 7p------------------- 0:5 1 2 3 | 10: ta _ di _ ki ta _ thom ta din_ ‗ 6p---------------- ta ka di _ ki ta _ thom ta din_ ‗ 6p---------------- > ta _ di _ ki ta _ thota ka di _ ki ta _ tho6p---------- ------‗ _ 6p----------------_ ‗ 6p---------------- 0:5 1 2 3 | 11: ta _ di _ ki ta _ thom ta din_ _ 7p------------------- ta ka di _ ki ta _ thom ta din_ _ 7p------------------- > ta _ di _ ki ta _ thota ka di _ ki ta _ tho7p---------- ---------_ ‗ 6p----------------‗ _ 5p------------- 0:5 1 2 3 | 12: ta _ di _ ki ta _ thom ta din_ ‗ _ 5p------------- ta ka di _ ki ta _ thom ta din_ ‗ _ 5p------------- > ta _ di _ ki ta _ ta ka di _ ki ta _ 5p-------------_ ‗ _ 6p----------------_ ‗ _ 7p------------------- 0:5 1 2 3 | 13: ta _ di _ ki ta _ thom ta din_ ‗ 6p---------------- ta ka di _ ki ta _ thom ta din_ ‗ 6p---------------- > ta _ di _ ki ta _ ta ka di _ ki ta _ 6p---------------- ‗ ‗ 6p----------------‗ ‗ 6p---------------- 0:5 1 2 3 | 14: ta _ di _ ki ta _ thom ta din_ _ 7p------------------- ta ka di _ ki ta _ thom ta din_ _ 7p------------------- > ta _ di _ ki ta _ ta ka di _ ki ta _ 7p---------------- ---_ ‗ _ 6p----------------_ ‗ _ 5p------------- mridangam: 0:5 1 2 3 X O X O | 0: k t kn_o_kD _ _5p---kpt kn_o_kD _ _5p--- > k t kn_o_k_kpt_kn o k 5p---6p----7p----- 1: k t kn_o_kD _ 6p----kpt kn_o_kD _ 6p---- > k t kn_o_k_kpt_kn o k 6p----6p----6p---- 0:5 1 2 3 X O X O | 2: k t kn_o_kD _7p-----kpt kn_o_kD _7p----- > k t kn_o_k_kpt_kn o k 7p-----6p----5p--- 3: k t kn_o_kD _ _5p---kpt kn_o_kD _ _5p--- > k t kn_o_ kpt kn_o_ 5p--- 6p----_7p----- 0:5 1 2 3 X O X O | 4: k t kn_o_kD _ 6p----kpt kn_o_kD _ 6p---- > k t kn_o_ kpt kn_o_ 6p----_6p---- 6p---- 5: k t kn_o_kD _7p-----kpt kn_o_kD _7p----- > k t kn_o_ kpt kn_o_ 7p----- 6p----_5p--- 0:5 1 2 3 X O X O | 6: k t kn_o_kD _ _5p---kpt kn_o_kD _ _5p--- > k t kn_o_kpt_kn o 5p--- _6p---- _7p----- 7: k t kn_o_kD _ 6p----kpt kn_o_kD _ 6p---- > k t kn_o_kpt_kn o 6p----_ 6p----_ 6p---- 0:5 1 2 3 X O X O | 8: k t kn_o_kD _7p-----kpt kn_o_kD _7p----- > k t kn_o_kpt_kn o 7p----- _6p---- _5p--- 9: k t kn_o_kD _ _5p---kpt kn_o_kD _ _5p--- > k t kn_okpt kn_o5p--- _ 6p----_ _7p----- 0:5 1 2 3 X O X O | 10: k t kn_o_kD _ 6p----kpt kn_o_kD _ 6p---- > k t kn_okpt kn_o6p----_ _6p---- _ 6p---- 11: k t kn_o_kD _7p-----kpt kn_o_kD _7p----- > k t kn_okpt kn_o7p----- _ 6p----_ _5p--- 0:5 1 2 3 X O X O | 12: k t kn_o_kD _ _5p---kpt kn_o_kD _ _5p--- > k t kn_kpt_kn 5p--- _ _6p---- _ _7p----- 13: k t kn_o_kD _ 6p----kpt kn_o_kD _ 6p---- > k t kn_kpt_kn 6p----_ _ 6p----_ _ 6p---- 0:5 1 2 3 X O X O | 14: k t kn_o_kD _7p-----kpt kn_o_kD _7p----- > k t kn_kpt_kn 7p----- _ _6p---- _ _5p---