praat/dwtest/pols_50males_format0.Discriminant

File type = "ooTextFile"
Object class = "Discriminant"

numberOfEigenvalues = 3 
dimension = 3 
eigenvalues []: 
    eigenvalues [1] = 21.139001553325844 
    eigenvalues [2] = 4.355295817120748 
    eigenvalues [3] = 0.6828853876561858 
eigenvectors [] []: 
    eigenvectors [1]:
        eigenvectors [1] [1] = -0.4968246733001902 
        eigenvectors [1] [2] = 0.7929232798703864 
        eigenvectors [1] [3] = -0.35275758849349803 
    eigenvectors [2]:
        eigenvectors [2] [1] = 0.8675540972437397 
        eigenvectors [2] [2] = 0.46440535560029494 
        eigenvectors [2] [3] = -0.17798189246483306 
    eigenvectors [3]:
        eigenvectors [3] [1] = -0.022696527394271637 
        eigenvectors [3] [2] = 0.39446208680854555 
        eigenvectors [3] [3] = 0.9186318793264734 
numberOfGroups = 12 
groups? <exists> 
size = 12 
item []: 
    item [1]:
        class = "SSCP" 
        name = "\as" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.1371322072880503	0.06507801179217895	-0.011074735561417193
row [2]: "F2"	0.06507801179217895	0.07640416821463858	-0.0019956280460737305
row [3]: "F3"	-0.011074735561417193	-0.0019956280460737305	0.04095240135530774
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.829041821512515 
            centroid [2] = 3.0200046382498926 
            centroid [3] = 3.4171619939756255 
    item [2]:
        class = "SSCP" 
        name = "\ct" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.09067302012389811	0.03716882530705852	0.010895111765093148
row [2]: "F2"	0.03716882530705852	0.06623815158562135	-0.008040088713702414
row [3]: "F3"	0.010895111765093148	-0.008040088713702414	0.047514137896571926
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.7164753792040868 
            centroid [2] = 2.9358032337839095 
            centroid [3] = 3.428957254834133 
    item [3]:
        class = "SSCP" 
        name = "\ep" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.12325126739884948	0.007977535637010664	0.014713593912108792
row [2]: "F2"	0.007977535637010664	0.08256097042007325	0.05045318851511985
row [3]: "F3"	0.014713593912108792	0.05045318851511985	0.07438879619774624
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.763135965884448 
            centroid [2] = 3.2349692064700704 
            centroid [3] = 3.391162711212973 
    item [4]:
        class = "SSCP" 
        name = "\ic" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.17647612299370122	-0.02063302628174945	-0.005697855587989537
row [2]: "F2"	-0.02063302628174945	0.07460647712948608	0.049614643436171904
row [3]: "F3"	-0.005697855587989537	0.049614643436171904	0.05109063361148622
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.585018518814506 
            centroid [2] = 3.3000373347537915 
            centroid [3] = 3.408994217433088 
    item [5]:
        class = "SSCP" 
        name = "\o/" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.09908822912163297	0.015541819671631943	0.013775375020258235
row [2]: "F2"	0.015541819671631943	0.056684926460000895	0.025520496405190735
row [3]: "F3"	0.013775375020258235	0.025520496405190735	0.03527931367299332
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.643922974695668 
            centroid [2] = 3.174039321160438 
            centroid [3] = 3.353368431962918 
    item [6]:
        class = "SSCP" 
        name = "\yc" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.11604848853561119	0.004638097797573026	0.014234726305389083
row [2]: "F2"	0.004638097797573026	0.08910829880242509	0.05772847540761414
row [3]: "F3"	0.014234726305389083	0.05772847540761414	0.059535232541858635
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.638814682287954 
            centroid [2] = 3.1732312476628675 
            centroid [3] = 3.3702977370451324 
    item [7]:
        class = "SSCP" 
        name = "a" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.13373820303933756	0.043918895913021325	0.009483926777506332
row [2]: "F2"	0.043918895913021325	0.07185378889695229	0.017946300429884602
row [3]: "F3"	0.009483926777506332	0.017946300429884602	0.056974025547855855
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.8971834611872826 
            centroid [2] = 3.1126947721089406 
            centroid [3] = 3.407776548856642 
    item [8]:
        class = "SSCP" 
        name = "e" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.16197482567602983	0.002298374666522604	0.012604046776579057
row [2]: "F2"	0.002298374666522604	0.061562730940411266	0.04116004354455001
row [3]: "F3"	0.012604046776579057	0.04116004354455001	0.043223685110515324
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.606165152281404 
            centroid [2] = 3.3033427054078994 
            centroid [3] = 3.406164846453073 
    item [9]:
        class = "SSCP" 
        name = "i" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.15428266876841684	0.013276386826015094	0.012320309785365528
row [2]: "F2"	0.013276386826015094	0.055510083642718484	0.03784952638535774
row [3]: "F3"	0.012320309785365528	0.03784952638535774	0.05006027585038744
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.464795953065796 
            centroid [2] = 3.3427245505456598 
            centroid [3] = 3.4407579626513725 
    item [10]:
        class = "SSCP" 
        name = "o" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.06861045715394555	0.035093223137004324	-0.0023606822102749565
row [2]: "F2"	0.035093223137004324	0.09021650740495563	0.006512208041729222
row [3]: "F3"	-0.0023606822102749565	0.006512208041729222	0.07700471610942107
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.6855835642500985 
            centroid [2] = 2.9572369144661237 
            centroid [3] = 3.392825472161562 
    item [11]:
        class = "SSCP" 
        name = "u" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.1699999779614091	0.021885675183543243	0.0161142422435738
row [2]: "F2"	0.021885675183543243	0.1039591160562141	-0.00200153380888963
row [3]: "F3"	0.0161142422435738	-0.00200153380888963	0.07540959694619889
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.5268057305429337 
            centroid [2] = 2.9058781887555085 
            centroid [3] = 3.3643364436087393 
    item [12]:
        class = "SSCP" 
        name = "y" 
        numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
        numberOfRows = 3 
row [1]: "F1"	0.18909356327139404	0.014010234547664086	0.020273089008566562
row [2]: "F2"	0.014010234547664086	0.0734940861707178	0.054864607563280654
row [3]: "F3"	0.020273089008566562	0.054864607563280654	0.08826214244880358
        numberOfObservations = 50 
        centroid []: 
            centroid [1] = 2.4797538722099293 
            centroid [2] = 3.236360871766193 
            centroid [3] = 3.341855942791658 
total? <exists> 
numberOfColumns = 3 
columnLabels []: 
"F1"	"F2"	"F3"	
numberOfRows = 3 
row [1]: "F1"	11.43514736353313	-3.8028772011835716	0.7254293171774202
row [2]: "F2"	-3.8028772011835716	13.851776134183913	0.4932432271899076
row [3]: "F3"	0.7254293171774202	0.4932432271899076	1.2160403917859772
numberOfObservations = 600 
centroid []: 
    centroid [1] = 2.6530580896613785 
    centroid [2] = 3.141360248760944 
    centroid [3] = 3.3936382969155714 
aprioriProbabilities []: 
    aprioriProbabilities [1] = 0.08333333333333333 
    aprioriProbabilities [2] = 0.08333333333333333 
    aprioriProbabilities [3] = 0.08333333333333333 
    aprioriProbabilities [4] = 0.08333333333333333 
    aprioriProbabilities [5] = 0.08333333333333333 
    aprioriProbabilities [6] = 0.08333333333333333 
    aprioriProbabilities [7] = 0.08333333333333333 
    aprioriProbabilities [8] = 0.08333333333333333 
    aprioriProbabilities [9] = 0.08333333333333333 
    aprioriProbabilities [10] = 0.08333333333333333 
    aprioriProbabilities [11] = 0.08333333333333333 
    aprioriProbabilities [12] = 0.08333333333333333 
costs [] []: 
    costs [1]:
        costs [1] [1] = 0 
        costs [1] [2] = 1 
        costs [1] [3] = 1 
        costs [1] [4] = 1 
        costs [1] [5] = 1 
        costs [1] [6] = 1 
        costs [1] [7] = 1 
        costs [1] [8] = 1 
        costs [1] [9] = 1 
        costs [1] [10] = 1 
        costs [1] [11] = 1 
        costs [1] [12] = 1 
    costs [2]:
        costs [2] [1] = 1 
        costs [2] [2] = 0 
        costs [2] [3] = 1 
        costs [2] [4] = 1 
        costs [2] [5] = 1 
        costs [2] [6] = 1 
        costs [2] [7] = 1 
        costs [2] [8] = 1 
        costs [2] [9] = 1 
        costs [2] [10] = 1 
        costs [2] [11] = 1 
        costs [2] [12] = 1 
    costs [3]:
        costs [3] [1] = 1 
        costs [3] [2] = 1 
        costs [3] [3] = 0 
        costs [3] [4] = 1 
        costs [3] [5] = 1 
        costs [3] [6] = 1 
        costs [3] [7] = 1 
        costs [3] [8] = 1 
        costs [3] [9] = 1 
        costs [3] [10] = 1 
        costs [3] [11] = 1 
        costs [3] [12] = 1 
    costs [4]:
        costs [4] [1] = 1 
        costs [4] [2] = 1 
        costs [4] [3] = 1 
        costs [4] [4] = 0 
        costs [4] [5] = 1 
        costs [4] [6] = 1 
        costs [4] [7] = 1 
        costs [4] [8] = 1 
        costs [4] [9] = 1 
        costs [4] [10] = 1 
        costs [4] [11] = 1 
        costs [4] [12] = 1 
    costs [5]:
        costs [5] [1] = 1 
        costs [5] [2] = 1 
        costs [5] [3] = 1 
        costs [5] [4] = 1 
        costs [5] [5] = 0 
        costs [5] [6] = 1 
        costs [5] [7] = 1 
        costs [5] [8] = 1 
        costs [5] [9] = 1 
        costs [5] [10] = 1 
        costs [5] [11] = 1 
        costs [5] [12] = 1 
    costs [6]:
        costs [6] [1] = 1 
        costs [6] [2] = 1 
        costs [6] [3] = 1 
        costs [6] [4] = 1 
        costs [6] [5] = 1 
        costs [6] [6] = 0 
        costs [6] [7] = 1 
        costs [6] [8] = 1 
        costs [6] [9] = 1 
        costs [6] [10] = 1 
        costs [6] [11] = 1 
        costs [6] [12] = 1 
    costs [7]:
        costs [7] [1] = 1 
        costs [7] [2] = 1 
        costs [7] [3] = 1 
        costs [7] [4] = 1 
        costs [7] [5] = 1 
        costs [7] [6] = 1 
        costs [7] [7] = 0 
        costs [7] [8] = 1 
        costs [7] [9] = 1 
        costs [7] [10] = 1 
        costs [7] [11] = 1 
        costs [7] [12] = 1 
    costs [8]:
        costs [8] [1] = 1 
        costs [8] [2] = 1 
        costs [8] [3] = 1 
        costs [8] [4] = 1 
        costs [8] [5] = 1 
        costs [8] [6] = 1 
        costs [8] [7] = 1 
        costs [8] [8] = 0 
        costs [8] [9] = 1 
        costs [8] [10] = 1 
        costs [8] [11] = 1 
        costs [8] [12] = 1 
    costs [9]:
        costs [9] [1] = 1 
        costs [9] [2] = 1 
        costs [9] [3] = 1 
        costs [9] [4] = 1 
        costs [9] [5] = 1 
        costs [9] [6] = 1 
        costs [9] [7] = 1 
        costs [9] [8] = 1 
        costs [9] [9] = 0 
        costs [9] [10] = 1 
        costs [9] [11] = 1 
        costs [9] [12] = 1 
    costs [10]:
        costs [10] [1] = 1 
        costs [10] [2] = 1 
        costs [10] [3] = 1 
        costs [10] [4] = 1 
        costs [10] [5] = 1 
        costs [10] [6] = 1 
        costs [10] [7] = 1 
        costs [10] [8] = 1 
        costs [10] [9] = 1 
        costs [10] [10] = 0 
        costs [10] [11] = 1 
        costs [10] [12] = 1 
    costs [11]:
        costs [11] [1] = 1 
        costs [11] [2] = 1 
        costs [11] [3] = 1 
        costs [11] [4] = 1 
        costs [11] [5] = 1 
        costs [11] [6] = 1 
        costs [11] [7] = 1 
        costs [11] [8] = 1 
        costs [11] [9] = 1 
        costs [11] [10] = 1 
        costs [11] [11] = 0 
        costs [11] [12] = 1 
    costs [12]:
        costs [12] [1] = 1 
        costs [12] [2] = 1 
        costs [12] [3] = 1 
        costs [12] [4] = 1 
        costs [12] [5] = 1 
        costs [12] [6] = 1 
        costs [12] [7] = 1 
        costs [12] [8] = 1 
        costs [12] [9] = 1 
        costs [12] [10] = 1 
        costs [12] [11] = 1 
        costs [12] [12] = 0