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Title: La Symphonie
Description: Quadrille

M1

L1

M2

L2

M3

L3

M4

L4

M5

L5

M6

L6

M7

L7

M8

L8

8,12,0,1248,2 12,248,135,182,335,115,202,315,268,182,135,248,335,115,268,315,202 120,248,135,182,335,115,202,315,268,182,135,248,335,115,268,315,202 7,267,177,163,293,115,202,315,268,201,177,229,293,115,268,315,202 8,278,235,152,235,115,202,315,268,212,235,218,235,115,268,315,202 7,268,295,162,175,115,202,315,268,202,295,228,175,115,268,315,202 8,248,335,182,135,115,202,315,268,182,335,248,135,115,268,315,202 7,234,329,196,141,115,202,315,268,196,341,234,129,115,268,315,202 8,215,325,215,145,115,202,315,268,215,345,215,125,115,268,315,202 7,195,328,235,142,115,202,315,268,235,342,195,128,115,268,315,202 8,182,335,248,135,115,202,315,268,248,335,182,135,115,268,315,202 7,163,293,267,177,115,202,315,268,229,293,201,177,115,268,315,202 8,152,235,278,235,115,202,315,268,218,235,212,235,115,268,315,202 7,162,175,268,295,115,202,315,268,228,175,202,295,115,268,315,202 8,182,135,248,335,115,202,315,268,248,135,182,335,115,268,315,202 7,196,141,234,329,115,202,315,268,234,129,196,341,115,268,315,202 8,215,145,215,325,115,202,315,268,215,125,215,345,115,268,315,202 7,235,142,195,328,115,202,315,268,195,128,235,342,115,268,315,202 8,248,135,182,335,115,202,315,268,182,135,248,335,115,268,315,202 15,246,167,184,303,115,202,315,268,180,167,250,303,115,268,315,202 15,248,208,182,262,115,202,315,268,182,208,248,262,115,268,315,202 15,246,167,184,303,115,202,315,268,180,167,250,303,115,268,315,202 15,248,135,182,335,115,202,315,268,182,135,248,335,115,268,315,202 30,248,122,182,348,115,202,315,268,182,148,248,322,115,268,315,202 30,248,135,182,335,115,202,315,268,182,135,248,335,115,268,315,202 7,248,148,182,322,115,202,315,268,182,148,248,322,115,268,315,202 8,249,169,182,302,115,202,315,268,182,169,249,302,115,268,315,202 7,249,189,182,282,115,202,315,268,182,189,249,282,115,268,315,202 8,249,202,182,269,115,202,315,268,182,202,249,269,115,268,315,202 5,256,196,175,275,115,202,315,268,175,208,256,263,115,268,315,202 5,266,195,165,276,115,202,315,268,165,209,265,262,115,268,315,202 5,272,202,159,269,115,202,315,268,159,202,272,269,115,268,315,202 5,266,209,165,262,115,202,315,268,165,195,266,275,115,268,315,202 5,257,208,174,263,115,202,315,268,174,196,257,274,115,268,315,202 5,249,202,182,269,115,202,315,268,182,202,249,269,115,268,315,202 7,260,187,171,284,126,195,304,275,171,201,260,270,126,261,304,209 8,273,175,157,295,140,192,291,278,157,195,273,275,140,258,291,212 7,285,170,145,300,152,195,278,275,145,184,285,286,152,262,278,209 8,290,168,139,302,158,202,273,269,139,169,290,301,158,268,273,202 7,285,167,145,303,152,209,278,262,145,153,285,317,152,276,279,195 8,273,162,157,308,140,212,290,259,157,142,273,328,140,278,290,192 7,259,150,171,320,127,209,304,261,170,136,260,333,126,275,304,195 8,248,135,182,335,115,202,315,268,182,135,248,335,115,268,315,202 7,200,164,230,306,115,202,315,268,169,166,261,304,115,268,315,202 8,197,208,233,262,115,202,315,268,164,209,266,261,115,268,315,202 7,195,258,235,212,115,202,315,268,165,257,265,213,115,268,315,202 8,197,299,233,171,115,202,315,268,166,301,264,169,115,268,315,202 7,198,342,232,128,115,202,315,268,166,360,264,110,115,268,315,202 8,219,364,211,106,115,202,315,268,219,390,211,80,115,268,315,202 7,226,339,204,131,115,202,315,268,251,367,179,103,115,268,315,202 8,182,337,248,133,115,202,315,268,248,335,182,135,115,268,315,202 7,193,338,237,132,115,202,315,268,259,336,171,134,115,268,315,202 8,202,337,228,133,115,202,315,268,268,335,162,135,115,268,315,202 7,193,337,237,133,115,202,315,268,259,335,171,135,115,268,315,202 8,182,337,248,133,115,202,315,268,248,335,182,135,115,268,315,202 7,192,325,238,145,115,202,315,268,258,323,172,147,115,268,315,202 8,171,326,259,144,115,202,315,268,237,324,193,146,115,268,315,202 7,191,325,239,145,115,202,315,268,257,323,173,147,115,268,315,202 8,182,337,248,133,115,202,315,268,248,335,182,135,115,268,315,202 7,230,308,200,162,115,202,315,268,262,305,168,165,115,268,315,202 8,234,263,196,207,115,202,315,268,267,262,163,208,115,268,315,202 7,235,213,195,257,115,202,315,268,266,213,164,257,115,268,315,202 8,234,171,196,299,115,202,315,268,265,169,165,301,115,268,315,202 7,232,128,198,342,115,202,315,268,265,110,165,360,115,268,315,202 8,211,106,219,364,115,202,315,268,211,79,219,391,115,268,315,202 7,205,131,225,339,115,202,315,268,179,103,251,367,115,268,315,202 8,248,133,182,337,115,202,315,268,182,135,248,335,115,268,315,202 7,237,132,193,338,115,202,315,268,171,134,259,336,115,268,315,202 8,228,133,202,337,115,202,315,268,162,135,268,335,115,268,315,202 7,237,133,193,337,115,202,315,268,171,135,259,335,115,268,315,202 8,248,133,182,337,115,202,315,268,182,135,248,335,115,268,315,202 7,238,145,192,325,115,202,315,268,172,147,258,323,115,268,315,202 8,259,144,171,326,115,202,315,268,193,146,237,324,115,268,315,202 7,239,145,191,325,115,202,315,268,173,147,257,323,115,268,315,202 8,248,133,182,337,115,202,315,268,182,135,248,335,115,268,315,202 0,248,133,182,337,115,202,315,268,182,135,248,335,115,268,315,202

2:0:Introduction and Honours (8 bars)^3:8:The head couples chaine anglaise^19:4:The head couples advance and retire^23:4:The head couples set to partners^25:4:The head couples contretems forward and turn to the person at their side^35:4:The head couples two hand turn the person in front of them and return to places^43:8:The head couples promenade across the set, balance and rigadon^59:8:The head couples promenade home, balance and rigadon^75:0:Repeat the dance for the side couples^

 

La_Symphonie.mp3

barscount

This is a crib line 


Further Information:

Source: Cotillions Selected for the Cotillion Balls, Book 1, 1811
Authority: Clementi & Co.
Year: 1811
Tune: La Symphonie
Notes: See here for further information.
 
 
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This dance is reconstructed from an authentic source as noted above, but you might encounter it being taught in a different fashion. Popular dances were often published more than once, sometimes with different figures, or even with different tunes; our version is faithfully reconstructed and historically informed, but alternative arrangements can be equally satisfying

 

 

 

 

 

 

 

 

 

 

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