###performance-id: pid9066b-12 ###title: Mazurka in C-sharp minor, Op. 63, No. 3 ###trial: 01/01 ###date: 2007/03/29/ ###reverse-conductor: Craig Stuart Sapp ###performer: Alfred Cortot ###performance-date: 1951 ###label: Concert Artist 91812 ###label-title: Chopin: The Mazurkas ###scorealign-date: Tue Dec 16 04:20:42 PST 2008 ###scorealign-parameters: -h 0.050 -w 0.100 1.167981859 0:3 0 2.533975859 1:1 0.156 3.500815859 1:2 0.044 4.237555859 1:3 -0.239 5.014445859 2:1 0.045 5.706621859 2:2 0.179 6.248598859 2:3 0.131 6.551310859 3:1 0.013 6.991424859 3:2 0.023 7.566274859 3:3 -0.041 8.197080859 4:1 -0.028 8.820740859 4:2 0.073 9.443425859 4:3 -0.25 9.982370859 5:1 -0.125 10.502086859 5:2 0.014 11.079753859 5:3 -0.007 11.804802859 6:1 0.057 12.549641859 6:2 -0.027 13.226830859 6:3 -0.205 13.802287859 7:1 -0.095 14.367651859 7:2 0.012 14.919937859 7:3 -0.007 15.513541859 8:1 -0.033 16.128148859 8:2 0.11 16.748950859 8:3 -0.066 17.346795859 9:1 -0.03 17.935807859 9:2 -0.061 18.539504859 9:3 -0.237 19.145837859 10:1 -0.181 19.734200859 10:2 -0.023 20.185052859 10:3 -0.052 20.591685859 11:1 -0.045 21.017854859 11:2 -0.029 21.515788859 11:3 0.008 22.048541859 12:1 0.081 22.555610859 12:2 -0.041 23.039595859 12:3 -0.027 23.490491859 13:1 0.013 23.920558859 13:2 0.013 24.409827859 13:3 -0.107 24.878178859 14:1 -0.109 25.347787859 14:2 -0.069 25.865296859 14:3 -0.022 26.524777859 15:1 0.077 27.235057859 15:2 -0.132 27.931300859 15:3 -0.126 28.572284859 16:1 -0.105 29.242415859 16:2 0.024 29.863864859 16:3 -0.293 30.418486859 17:1 -0.058 30.930968859 17:2 -0.036 31.402352859 17:3 -0.135 31.855586859 18:1 0.038 32.278895859 18:2 0.061 32.666560859 18:3 -0.07 33.093421859 19:1 0.055 33.424001859 19:2 -0.085 33.804089859 19:3 -0.063 34.216336859 20:1 -0.011 34.773736859 20:2 -0.017 35.303281859 20:3 -0.132 35.776330859 21:1 -0.011 36.228028859 21:2 -0.009 36.689751859 21:3 -0.127 37.172139859 22:1 0.064 37.674901859 22:2 0.117 38.244103859 22:3 -0.077 38.893834859 23:1 -0.013 39.572476859 23:2 0.214 40.308423859 23:3 0.064 41.128541859 24:1 0.151 42.037846859 24:2 0.18 42.876530859 24:3 -0.2 43.552937859 25:1 -0.054 44.129712859 25:2 -0.107 44.652329859 25:3 -0.165 45.136830859 26:1 0.039 45.578133859 26:2 0.05 45.982472859 26:3 -0.075 46.455853859 27:1 0.068 46.915494859 27:2 0.038 47.317235859 27:3 0.068 47.691560859 28:1 0.064 48.134927859 28:2 -0.042 48.717423859 28:3 -0.003 49.311982859 29:1 -0.135 49.863179859 29:2 -0.054 50.322759859 29:3 -0.024 50.799558859 30:1 0.022 51.391522859 30:2 0.054 52.118981859 30:3 0.091 52.871137859 31:1 -0.026 53.590882859 31:2 0.043 54.436997859 31:3 0.169 55.607350859 32:1 0.389 56.936089859 32:2 0.318 58.176877859 32:3 -0.026 59.212766859 33:1 0.035 60.036725859 33:2 -0.19 60.634969859 33:3 -0.042 61.102536859 34:1 0.045 61.518658859 34:2 0.011 61.947507859 34:3 0.06 62.333787859 35:1 0.046 62.818211859 35:2 -0.002 63.382981859 35:3 0.185 64.026227859 36:1 0.438 64.736497859 36:2 0.11 65.425084859 36:3 -0.147 66.041921859 37:1 0.013 66.500012859 37:2 -0.044 66.935490859 37:3 0.058 67.407224859 38:1 0.139 67.993596859 38:2 -0.037 68.573125859 38:3 -0.113 69.094876859 39:1 0.027 69.566991859 39:2 -0.03 70.067036859 39:3 0.019 70.629826859 40:1 0.102 71.307538859 40:2 0.11 71.985455859 40:3 -0.187 72.599454859 41:1 0.001 73.083348859 41:2 -0.079 73.492230859 41:3 -0.045 73.873395859 42:1 -0.024 74.272061859 42:2 -0.045 74.673154859 42:3 -0.014 75.069608859 43:1 0.012 75.510899859 43:2 -0.113 76.018712859 43:3 -0.018 76.562215859 44:1 0.074 77.120114859 44:2 0.052 77.638402859 44:3 -0.139 78.088292859 45:1 -0.049 78.506718859 45:2 -0.03 78.887921859 45:3 -0.029 79.262166859 46:1 0.007 79.640904859 46:2 -0.056 80.007657859 46:3 -0.039 80.406094859 47:1 0.028 80.824437859 47:2 -0.053 81.280698859 47:3 0.003 81.889516859 48:1 0.192 82.758633859 48:2 -0.017 83.829373859 48:3 -0.258 84.733167859 49:1 -0.184 85.545384859 49:2 0.007 86.411580859 49:3 -0.201 87.315221859 50:1 -0.182 88.134503859 50:2 -0.002 88.817838859 50:3 -0.219 89.394307859 51:1 -0.103 89.899724859 51:2 -0.007 90.390691859 51:3 0.043 91.038083859 52:1 0.18 91.751088859 52:2 -0.036 92.443906859 52:3 -0.143 93.016774859 53:1 -0.01 93.576848859 53:2 0.069 94.156300859 53:3 -0.041 94.780591859 54:1 0.083 95.438077859 54:2 -0.029 96.131039859 54:3 -0.286 96.773206859 55:1 -0.124 97.359303859 55:2 -0.018 97.864728859 55:3 0.007 98.374265859 56:1 0.026 98.903775859 56:2 -0.073 99.485852859 56:3 -0.201 100.018643859 57:1 -0.068 100.521039859 57:2 -0.066 101.034085859 57:3 -0.153 101.583783859 58:1 -0.113 102.138150859 58:2 0 102.695500859 58:3 -0.021 103.209096859 59:1 -0.008 103.718335859 59:2 0.07 104.158681859 59:3 0.001 104.683209859 60:1 0.055 105.176335859 60:2 -0.131 105.723096859 60:3 -0.284 106.208867859 61:1 -0.108 106.709737859 61:2 -0.037 107.265691859 61:3 0.108 107.915204859 62:1 -0.129 109.450215859 62:2 0.802 111.069028859 62:3 1.21 112.682027859 63:1 -0.018 113.301625859 63:2 -0.098 113.868573859 63:3 0.081 114.557233859 64:1 0.259 115.380689859 64:2 0.093 116.180463859 64:3 -0.197 116.831624859 65:1 0.034 117.437947859 65:2 0.032 118.086911859 65:3 -0.08 118.857274859 66:1 0.039 119.636845859 66:2 -0.08 120.360661859 66:3 -0.226 120.911992859 67:1 -0.145 121.441174859 67:2 -0.094 121.944096859 67:3 -0.103 122.473851859 68:1 -0.083 122.970662859 68:2 -0.026 123.499608859 68:3 0.012 124.081212859 69:1 -0.023 124.627675859 69:2 -0.219 125.159451859 69:3 -0.187 125.659291859 70:1 -0.111 126.209973859 70:2 -0.027 126.776372859 70:3 0.018 127.377034859 71:1 -0.02 127.997266859 71:2 -0.1 128.535138859 71:3 -0.122 129.054860859 72:1 -0.032 129.583325859 72:2 -0.084 130.137692859 72:3 -0.259 130.663724859 73:1 -0.113 131.116773859 73:2 -0.09 131.618359859 73:3 0.01 132.160779859 74:1 -0.096 133.073010859 74:2 0.245 134.509351859 74:3 0.53 136.007184859 75:1 -0.27 137.105710859 75:2 -0.101 137.836285859 75:3 0.088 138.776425859 76:1 0.398 140.159482859 76:2 0.392 141.592221859 76:3 -0.545