Low-level JSON for 37829a4a-acc3-4d13-bc0b-02e3f48edc5b
← Back to summary page
{
"lowlevel": {
"average_loudness": 0.913511276245,
"barkbands": {
"dmean": [
3.69299559679e-05,
0.00338405487128,
0.00257391040213,
0.00164764747024,
0.00227543502115,
0.00217169593088,
0.000762111390941,
0.000776227680035,
0.000713296700269,
0.000554301601369,
0.0003562765487,
0.000441181502538,
0.000236078471062,
0.000361850892659,
0.000252400728641,
0.000216502477997,
0.000173296284629,
0.000162889031344,
8.73980825418e-05,
0.000127361985506,
9.80101176538e-05,
0.000124412690639,
8.33255326143e-05,
0.000102165220596,
0.000106525760202,
4.69182596134e-05,
3.73704133381e-05
],
"dmean2": [
5.98531842115e-05,
0.00574941141531,
0.00435331929475,
0.00276190158911,
0.00376285100356,
0.00334518076852,
0.00120783748571,
0.00117359485012,
0.00111418985762,
0.000853162549902,
0.000562029483262,
0.000690088025294,
0.000363111816114,
0.000530025281478,
0.000389488064684,
0.000338760146406,
0.000264642178081,
0.000254971790127,
0.0001433891739,
0.000196706401766,
0.000158626338816,
0.00019975961186,
0.000133026973344,
0.000155345376697,
0.000156777139637,
7.15060450602e-05,
5.99251434323e-05
],
"dvar": [
7.0405601349e-09,
2.84352918243e-05,
2.1134972485e-05,
8.31487250252e-06,
1.21023549582e-05,
1.13845553642e-05,
3.88098987969e-06,
5.22343680132e-06,
4.93249581268e-06,
3.19679588756e-06,
1.54167980781e-06,
2.0874222173e-06,
7.40085624784e-07,
1.45702961163e-06,
6.09968253684e-07,
4.49803764013e-07,
2.74218649565e-07,
1.44752462461e-07,
3.54207578823e-08,
9.80980701115e-08,
6.29106651218e-08,
1.2237211422e-07,
3.00638625106e-08,
2.41002339862e-07,
2.18323663148e-07,
2.12989483828e-08,
3.32771783462e-08
],
"dvar2": [
1.78524679484e-08,
7.65075237723e-05,
5.67438364669e-05,
2.21087902901e-05,
3.06474066747e-05,
2.57007304754e-05,
9.33192586672e-06,
1.10090504677e-05,
9.99175881589e-06,
7.16340082363e-06,
3.36029893333e-06,
4.24095833296e-06,
1.32428613142e-06,
2.76255605058e-06,
1.34142078423e-06,
9.91374918158e-07,
5.87668012031e-07,
3.22740419278e-07,
8.84337225671e-08,
2.14172459323e-07,
1.4513318547e-07,
2.47562468303e-07,
6.91870525316e-08,
4.93138941238e-07,
3.62491448413e-07,
4.63965257325e-08,
8.34696649576e-08
],
"max": [
0.00210364395753,
0.10490655899,
0.0608351975679,
0.0433564670384,
0.0505970567465,
0.0837218314409,
0.0866051018238,
0.049973230809,
0.0676634907722,
0.0683681070805,
0.0411927327514,
0.061130721122,
0.0330664627254,
0.0395196154714,
0.028258305043,
0.0252987388521,
0.0270819924772,
0.012901680544,
0.00623572710901,
0.00779267866164,
0.00727303372696,
0.0138105023652,
0.00564327929169,
0.0231569837779,
0.0262227412313,
0.00351427216083,
0.00527422036976
],
"mean": [
6.47705601295e-05,
0.00534160109237,
0.00352070922963,
0.0024440549314,
0.00406366540119,
0.00446686008945,
0.00132550275885,
0.00133973942138,
0.00122339022346,
0.00109951163176,
0.000629142101388,
0.000818914792035,
0.000418116629589,
0.000613788375631,
0.000424185069278,
0.000387486099498,
0.000341716804542,
0.000309770781314,
0.000168152429978,
0.000262107059825,
0.000188271238585,
0.00021968560759,
0.000185520606465,
0.000199640533538,
0.000208544413908,
8.9839573775e-05,
5.19770328538e-05
],
"median": [
1.24871266962e-05,
0.00279879616573,
0.00141642976087,
0.00118607666809,
0.00234889890999,
0.00224567297846,
0.00038777908776,
0.000266817660304,
0.000339255697327,
0.00026682310272,
0.000100009528978,
0.000182218747796,
0.000130313521367,
0.000137153299875,
0.000126489598188,
0.000107679436042,
0.000127906925627,
0.000125637394376,
9.08112779143e-05,
0.000100909208413,
7.59841714171e-05,
7.88633842603e-05,
8.72793607414e-05,
6.5487685788e-05,
5.03338887938e-05,
1.21493767438e-05,
1.68036672221e-06
],
"min": [
3.44765604954e-11,
2.21126561506e-09,
2.33722641241e-09,
2.63881139162e-09,
7.08528489213e-08,
1.5212609128e-07,
1.49245920511e-07,
1.27317875354e-07,
7.37796241879e-08,
3.13602043889e-07,
8.06557736155e-08,
3.10029939499e-08,
2.2739760297e-08,
1.2369558533e-07,
1.170015409e-07,
3.66426320397e-08,
5.99297749204e-08,
9.0104826711e-08,
9.086488717e-08,
8.08976352573e-08,
6.11959478647e-08,
3.9484241654e-08,
1.35170266091e-08,
1.67107874205e-08,
1.86949016268e-08,
1.69122937876e-08,
2.05962944477e-08
],
"var": [
1.86577331363e-08,
5.03368537466e-05,
2.87433595076e-05,
1.30296848511e-05,
2.63927759079e-05,
4.46509693575e-05,
9.59566204983e-06,
1.39731664603e-05,
1.19756250569e-05,
9.3726976047e-06,
4.76594004795e-06,
8.95164521353e-06,
1.81184623216e-06,
3.85184739571e-06,
1.31036165385e-06,
1.13876433261e-06,
6.32298622349e-07,
3.75616252768e-07,
7.5095108798e-08,
2.62396383732e-07,
1.22507756828e-07,
2.89458142788e-07,
7.57237614835e-08,
4.38228795474e-07,
5.19375191743e-07,
4.68850238633e-08,
3.86276077791e-08
]
},
"barkbands_crest": {
"dmean": 2.55719137192,
"dmean2": 4.16828155518,
"dvar": 5.11146783829,
"dvar2": 13.4101514816,
"max": 26.6400756836,
"mean": 10.6889057159,
"median": 9.76900577545,
"min": 2.33095908165,
"var": 19.3971862793
},
"barkbands_flatness_db": {
"dmean": 0.0204434748739,
"dmean2": 0.0324293635786,
"dvar": 0.000357111770427,
"dvar2": 0.000861573964357,
"max": 0.423742264509,
"mean": 0.139329999685,
"median": 0.13020670414,
"min": 0.0165045373142,
"var": 0.00344914873131
},
"barkbands_kurtosis": {
"dmean": 3.8628950119,
"dmean2": 6.18035173416,
"dvar": 37.65026474,
"dvar2": 92.5227050781,
"max": 164.103881836,
"mean": 8.23944664001,
"median": 4.28227186203,
"min": -1.90614998341,
"var": 151.297286987
},
"barkbands_skewness": {
"dmean": 0.565426111221,
"dmean2": 0.887559533119,
"dvar": 0.335200190544,
"dvar2": 0.782205700874,
"max": 11.4747800827,
"mean": 2.14292407036,
"median": 1.98119938374,
"min": -3.53808355331,
"var": 2.0592019558
},
"barkbands_spread": {
"dmean": 5.63891649246,
"dmean2": 8.85456085205,
"dvar": 64.316192627,
"dvar2": 133.969039917,
"max": 111.509094238,
"mean": 21.1269702911,
"median": 17.5377521515,
"min": 0.847021579742,
"var": 245.255844116
},
"dissonance": {
"dmean": 0.0203527715057,
"dmean2": 0.0341992862523,
"dvar": 0.000421204284066,
"dvar2": 0.00113412493374,
"max": 0.500000059605,
"mean": 0.455949485302,
"median": 0.46509078145,
"min": 0.213668555021,
"var": 0.00124086905271
},
"dynamic_complexity": 2.67319583893,
"erbbands": {
"dmean": [
0.0662722662091,
0.884496629238,
2.64021348953,
4.50796890259,
6.25914573669,
6.7720656395,
18.4341087341,
16.3384494781,
13.8867740631,
9.3544511795,
18.0242004395,
16.6653633118,
16.7385940552,
14.0315923691,
15.2069072723,
19.0475349426,
10.503285408,
16.8908634186,
14.8737373352,
10.6562156677,
9.75866031647,
8.39251422882,
9.05767345428,
5.39244842529,
4.34259223938,
5.92601537704,
4.59482145309,
3.66624283791,
4.53355836868,
3.39419579506,
2.24876451492,
2.06282520294,
1.83174526691,
1.48547685146,
0.630215883255,
0.236987471581,
0.0829473435879,
0.0236279070377,
0.00491886306554,
0.000591327494476
],
"dmean2": [
0.111983142793,
1.50664675236,
4.46412134171,
7.5000128746,
10.8014698029,
11.0612802505,
28.6852302551,
25.5806751251,
22.0384693146,
14.3116960526,
26.9983520508,
25.6635017395,
25.9266014099,
21.2114562988,
22.8463077545,
29.2899360657,
15.5024986267,
24.41355896,
22.2551670074,
16.4389286041,
14.8219938278,
12.8042593002,
14.0720415115,
8.61169338226,
6.89750814438,
9.07839393616,
7.26646280289,
5.9801235199,
7.33071470261,
5.50048828125,
3.55833148956,
3.16657328606,
2.81353902817,
2.18876671791,
0.939708292484,
0.353100299835,
0.130555778742,
0.0376234650612,
0.0079827690497,
0.000954603194259
],
"dvar": [
0.010940480046,
1.98047208786,
20.0453033447,
71.7734222412,
111.586242676,
150.754425049,
1265.35510254,
744.503295898,
850.392700195,
941.382873535,
3079.43041992,
2950.17211914,
3082.2019043,
2120.7175293,
2470.49291992,
3945.79956055,
1212.29626465,
3212.11987305,
1937.00268555,
1043.79663086,
1155.66247559,
493.593597412,
446.234039307,
164.636611938,
75.0562591553,
220.500991821,
175.78302002,
89.7374038696,
205.349838257,
53.7423820496,
25.2200164795,
80.4342269897,
97.8255233765,
52.8498916626,
5.86750888824,
0.763144314289,
0.069852091372,
0.00658591557294,
0.000518171815202,
1.02360372694e-05
],
"dvar2": [
0.0293866023421,
5.32089614868,
53.5053710938,
185.290390015,
317.866363525,
372.63949585,
2852.31689453,
1693.75427246,
1999.89306641,
2169.25805664,
6252.31298828,
6111.95019531,
7116.98828125,
4649.55566406,
4595.29541016,
8247.80957031,
2073.78271484,
6056.14941406,
4088.97998047,
2235.95947266,
2281.51245117,
1084.49804688,
975.065490723,
402.54095459,
169.502441406,
470.372039795,
417.604034424,
192.096710205,
415.764221191,
123.966957092,
57.588180542,
178.102127075,
200.663192749,
87.7687606812,
10.724984169,
1.54580843449,
0.171797528863,
0.0161304939538,
0.00128214410506,
2.60151537077e-05
],
"max": [
1.39348983765,
28.0470199585,
51.8583335876,
139.831756592,
138.005691528,
281.027679443,
643.309631348,
839.614746094,
914.321289062,
788.698669434,
1317.86706543,
1893.90112305,
2706.3737793,
1871.13000488,
2095.58227539,
3142.09106445,
1277.14379883,
2282.65649414,
1117.1965332,
1471.46533203,
1734.86169434,
997.811523438,
758.165283203,
616.007568359,
249.548217773,
460.17175293,
511.220977783,
285.894714355,
665.169128418,
233.344848633,
149.368743896,
402.717132568,
568.153686523,
464.934020996,
106.358726501,
28.3431301117,
5.25804424286,
1.9443103075,
0.675634324551,
0.0847363173962
],
"mean": [
0.106745973229,
1.36515140533,
3.92143821716,
6.98344087601,
9.17863178253,
11.8980932236,
35.2102584839,
32.9210357666,
25.4507045746,
15.6562194824,
32.5421409607,
30.2666759491,
32.8585205078,
28.3568267822,
29.6480979919,
37.2449455261,
21.6008358002,
30.6501541138,
27.5016345978,
20.8852920532,
20.0696411133,
18.1721992493,
17.7070007324,
11.1512651443,
9.18935871124,
12.3803739548,
9.1812953949,
7.09138154984,
7.74050760269,
7.07133960724,
4.96059274673,
3.95059418678,
3.50534272194,
2.65698170662,
1.27574372292,
0.463336259127,
0.150893092155,
0.0377122685313,
0.00704797357321,
0.00079974043183
],
"median": [
0.047711238265,
0.699231982231,
2.00231838226,
3.57158350945,
5.00731086731,
5.93855905533,
12.6716156006,
14.7969379425,
9.4546661377,
4.85432910919,
7.18078327179,
8.98602962494,
10.1464672089,
8.19867801666,
6.32773160934,
8.73648834229,
7.40677785873,
8.2744550705,
7.8205742836,
6.54143333435,
6.56533336639,
7.22037744522,
7.53802442551,
5.2999124527,
4.87252283096,
4.78071832657,
3.53981757164,
2.9064412117,
2.73222541809,
2.96025323868,
2.24429059029,
1.34113430977,
1.09657871723,
0.66170668602,
0.273447483778,
0.0761451944709,
0.0188803747296,
0.00308498414233,
0.000307261012495,
5.18738452229e-05
],
"min": [
1.90082303675e-07,
6.32907767795e-06,
3.04094228341e-05,
3.57442186214e-05,
8.37435582071e-05,
0.000244730559643,
0.000455139932455,
0.00211446266621,
0.00450267735869,
0.00559856928885,
0.00306442333385,
0.00259624607861,
0.00808525271714,
0.00751699646935,
0.00349947274663,
0.00216532149352,
0.00182038242929,
0.00621469411999,
0.00777622126043,
0.00482596596703,
0.00280367117375,
0.00349041470326,
0.00383414980024,
0.00531075848266,
0.00585899874568,
0.00400196900591,
0.00246824952774,
0.00254539377056,
0.0015926938504,
0.000825875322334,
0.000458696827991,
0.000348176574335,
0.000299290026305,
0.000258143496467,
9.98649193207e-05,
6.07781330473e-05,
3.08928501909e-05,
1.16897381304e-05,
2.81567190541e-06,
2.48491858201e-07
],
"var": [
0.0220299363136,
3.39407229424,
29.8250217438,
107.189849854,
159.647857666,
324.230621338,
3605.46801758,
3967.96777344,
2427.72558594,
1898.70959473,
8812.79003906,
7937.27490234,
7315.30029297,
6312.05175781,
9486.37402344,
17219.9472656,
3791.96606445,
8840.66796875,
4833.09765625,
2782.20947266,
3604.22436523,
1434.94348145,
1146.28149414,
456.853759766,
209.015090942,
615.675720215,
327.711730957,
204.767196655,
471.530181885,
133.243423462,
58.6170883179,
121.414810181,
185.979415894,
122.501960754,
13.2016029358,
1.6409342289,
0.121329076588,
0.0105282329023,
0.000636803160887,
1.0916991414e-05
]
},
"erbbands_crest": {
"dmean": 2.79657173157,
"dmean2": 4.4772644043,
"dvar": 7.17054319382,
"dvar2": 17.1353549957,
"max": 30.8246841431,
"mean": 10.5243577957,
"median": 8.90371704102,
"min": 2.25700640678,
"var": 34.8686637878
},
"erbbands_flatness_db": {
"dmean": 0.0154581647366,
"dmean2": 0.0233038924634,
"dvar": 0.000227043783525,
"dvar2": 0.000473440042697,
"max": 0.364077150822,
"mean": 0.144336402416,
"median": 0.136424988508,
"min": 0.029573449865,
"var": 0.00320115266368
},
"erbbands_kurtosis": {
"dmean": 1.23759377003,
"dmean2": 1.9220123291,
"dvar": 4.32178878784,
"dvar2": 9.90421676636,
"max": 59.1989746094,
"mean": 1.36360526085,
"median": 0.096129655838,
"min": -1.84807229042,
"var": 14.345541954
},
"erbbands_skewness": {
"dmean": 0.385141342878,
"dmean2": 0.589122235775,
"dvar": 0.159873992205,
"dvar2": 0.343973875046,
"max": 6.6599984169,
"mean": 0.748336315155,
"median": 0.624429047108,
"min": -3.7293753624,
"var": 1.00094485283
},
"erbbands_spread": {
"dmean": 8.59259223938,
"dmean2": 13.3054475784,
"dvar": 99.6605606079,
"dvar2": 224.736282349,
"max": 154.903015137,
"mean": 44.4828033447,
"median": 41.0568237305,
"min": 2.01672434807,
"var": 549.217041016
},
"gfcc": {
"cov": [
[
5460.97167969,
-804.630981445,
816.926269531,
398.822692871,
395.147277832,
531.62322998,
290.346374512,
176.522949219,
131.044937134,
344.515960693,
-31.796087265,
121.04120636,
-91.9398956299
],
[
-804.630981445,
1311.89575195,
114.202880859,
255.178588867,
128.922271729,
25.5175037384,
-12.0083389282,
-65.6980133057,
38.2365379333,
-79.0921096802,
26.2904644012,
-104.032821655,
-4.44352149963
],
[
816.926269531,
114.202880859,
1197.32519531,
377.887908936,
141.129776001,
76.3030776978,
-61.8233032227,
-30.7904834747,
51.1386146545,
90.3129806519,
44.4615859985,
16.1878471375,
-27.443145752
],
[
398.822692871,
255.178588867,
377.887908936,
614.549743652,
146.710205078,
43.3440856934,
8.64100170135,
14.0642213821,
51.2852134705,
44.6432151794,
8.99255657196,
22.4581031799,
15.5148868561
],
[
395.147277832,
128.922271729,
141.129776001,
146.710205078,
347.445343018,
149.08203125,
125.495819092,
0.959843575954,
59.5498123169,
24.8493022919,
-46.3396110535,
-10.9027843475,
-11.5588178635
],
[
531.62322998,
25.5175037384,
76.3030776978,
43.3440856934,
149.08203125,
317.165466309,
149.034912109,
17.3772468567,
7.39145565033,
57.1861228943,
-25.902179718,
-12.388133049,
-23.8479919434
],
[
290.346374512,
-12.0083389282,
-61.8233032227,
8.64100170135,
125.495819092,
149.034912109,
286.308349609,
32.444683075,
36.8701820374,
33.9161911011,
-32.5655326843,
3.61797618866,
-22.224199295
],
[
176.522949219,
-65.6980133057,
-30.7904834747,
14.0642213821,
0.959843575954,
17.3772468567,
32.444683075,
123.625244141,
35.5974159241,
24.8030834198,
-0.449581593275,
6.96589756012,
12.4968347549
],
[
131.044937134,
38.2365379333,
51.1386146545,
51.2852134705,
59.5498123169,
7.39145565033,
36.8701820374,
35.5974159241,
109.914619446,
39.2845993042,
10.0603380203,
7.39593076706,
5.09605646133
],
[
344.515960693,
-79.0921096802,
90.3129806519,
44.6432151794,
24.8493022919,
57.1861228943,
33.9161911011,
24.8030834198,
39.2845993042,
118.881195068,
39.5060043335,
33.1306190491,
3.2646188736
],
[
-31.796087265,
26.2904644012,
44.4615859985,
8.99255657196,
-46.3396110535,
-25.902179718,
-32.5655326843,
-0.449581593275,
10.0603380203,
39.5060043335,
127.123687744,
61.0410995483,
34.6590042114
],
[
121.04120636,
-104.032821655,
16.1878471375,
22.4581031799,
-10.9027843475,
-12.388133049,
3.61797618866,
6.96589756012,
7.39593076706,
33.1306190491,
61.0410995483,
107.286689758,
41.4406967163
],
[
-91.9398956299,
-4.44352149963,
-27.443145752,
15.5148868561,
-11.5588178635,
-23.8479919434,
-22.224199295,
12.4968347549,
5.09605646133,
3.2646188736,
34.6590042114,
41.4406967163,
91.4855041504
]
],
"icov": [
[
0.000332884199452,
0.000202140843612,
-0.000137341063237,
-0.00011882486433,
-0.00014930353791,
-0.000348473346094,
1.84379568964e-05,
-0.000273316574749,
-2.71521039394e-05,
-0.000405470462283,
0.000133372202981,
-0.000250117998803,
0.00033417128725
],
[
0.000202140843612,
0.00130281108432,
-2.17056231122e-06,
-0.000616828037892,
-0.000367257161997,
-0.000405439030146,
-2.28241024161e-05,
0.000442666059826,
-0.000622128427494,
0.000918248086236,
-0.00139867200051,
0.00162837910466,
-5.35682993359e-05
],
[
-0.000137341063237,
-2.17056231122e-06,
0.00126182031818,
-0.000608931761235,
-0.00024475279497,
-0.00010729785572,
0.00058013969101,
0.00051476288354,
-0.000230970530538,
-0.00033448645263,
-0.000507181975991,
0.000225912386668,
0.000469985592645
],
[
-0.00011882486433,
-0.000616828037892,
-0.000608931761235,
0.00252427626401,
-0.000571270182263,
0.000377646298148,
0.000117321513244,
-0.000480576942209,
7.3331349995e-05,
-0.000546816678252,
0.000801660993602,
-0.000995890703052,
-0.000476878311019
],
[
-0.00014930353791,
-0.000367257161997,
-0.00024475279497,
-0.000571270182263,
0.00513566099107,
-0.00152748799883,
-0.00108849571552,
0.00112993014045,
-0.00232867477462,
0.000645855907351,
0.00189452001359,
-0.000584658118896,
-0.000658730103169
],
[
-0.000348473346094,
-0.000405439030146,
-0.00010729785572,
0.000377646298148,
-0.00152748799883,
0.00586283253506,
-0.0020910773892,
-0.000323555490468,
0.00241526425816,
-0.00230653490871,
0.000172150452272,
0.00107511901297,
-0.000199056667043
],
[
1.84379568964e-05,
-2.28241024161e-05,
0.00058013969101,
0.000117321513244,
-0.00108849571552,
-0.0020910773892,
0.00567779038101,
-0.000729039311409,
-0.00121238501742,
-0.000319727463648,
0.00100086047314,
-0.00157110940199,
0.00137924484443
],
[
-0.000273316574749,
0.000442666059826,
0.00051476288354,
-0.000480576942209,
0.00112993014045,
-0.000323555490468,
-0.000729039311409,
0.0103158811107,
-0.00340575282462,
-0.000376926211175,
0.000256313302089,
0.00115628540516,
-0.00196279142983
],
[
-2.71521039394e-05,
-0.000622128427494,
-0.000230970530538,
7.3331349995e-05,
-0.00232867477462,
0.00241526425816,
-0.00121238501742,
-0.00340575282462,
0.013580060564,
-0.00429501337931,
-0.000361269252608,
0.00046695274068,
-0.000310984265525
],
[
-0.000405470462283,
0.000918248086236,
-0.00033448645263,
-0.000546816678252,
0.000645855907351,
-0.00230653490871,
-0.000319727463648,
-0.000376926211175,
-0.00429501337931,
0.0149292442948,
-0.00468154670671,
-0.000631459406577,
0.000849804433528
],
[
0.000133372202981,
-0.00139867200051,
-0.000507181975991,
0.000801660993602,
0.00189452001359,
0.000172150452272,
0.00100086047314,
0.000256313302089,
-0.000361269252608,
-0.00468154670671,
0.0150037501007,
-0.00785788707435,
-0.00166714133229
],
[
-0.000250117998803,
0.00162837910466,
0.000225912386668,
-0.000995890703052,
-0.000584658118896,
0.00107511901297,
-0.00157110940199,
0.00115628540516,
0.00046695274068,
-0.000631459406577,
-0.00785788707435,
0.0181664191186,
-0.00552431726828
],
[
0.00033417128725,
-5.35682993359e-05,
0.000469985592645,
-0.000476878311019,
-0.000658730103169,
-0.000199056667043,
0.00137924484443,
-0.00196279142983,
-0.000310984265525,
0.000849804433528,
-0.00166714133229,
-0.00552431726828,
0.0150748016313
]
],
"mean": [
12.1420211792,
74.1319961548,
-100.160163879,
26.159658432,
-61.042755127,
11.4868116379,
-42.7264213562,
4.66579723358,
-25.0158348083,
-1.56725311279,
-14.9207229614,
0.480659782887,
-8.93047428131
]
},
"hfc": {
"dmean": 7.22404956818,
"dmean2": 10.721736908,
"dvar": 191.681533813,
"dvar2": 369.4894104,
"max": 448.360626221,
"mean": 24.4547100067,
"median": 17.4017505646,
"min": 0.0103567065671,
"var": 639.698486328
},
"melbands": {
"dmean": [
0.000775560503826,
0.00128064537421,
0.000775710213929,
0.000446528370958,
0.000550466065761,
0.000372921727831,
0.000193717132788,
0.000110039334686,
0.000149058338138,
0.000105508370325,
8.55838588905e-05,
6.01859283051e-05,
4.86423596158e-05,
5.28200580447e-05,
3.67999709852e-05,
2.27880773309e-05,
3.60951889888e-05,
2.67390587396e-05,
1.64383109222e-05,
1.65931087395e-05,
1.17735980893e-05,
1.03878137452e-05,
8.56405404193e-06,
8.36254184833e-06,
4.53374741483e-06,
3.06661604554e-06,
4.10789243688e-06,
4.25923371949e-06,
3.31455748892e-06,
2.3283776045e-06,
2.32670140576e-06,
2.78722882285e-06,
2.42175542553e-06,
1.89032073195e-06,
1.39485746331e-06,
1.28620877149e-06,
1.34273443564e-06,
1.38149107443e-06,
1.25014878449e-06,
1.34883066494e-06
],
"dmean2": [
0.00131882179994,
0.00216503394768,
0.00129736063536,
0.000754279841203,
0.000861176755279,
0.000580047431868,
0.000307883019559,
0.000168015802046,
0.000222700589802,
0.000163585311384,
0.000132817061967,
9.11638271646e-05,
7.55750807002e-05,
7.96821623226e-05,
5.52956735191e-05,
3.48920657416e-05,
5.20497051184e-05,
4.00245880883e-05,
2.5385274057e-05,
2.57261544903e-05,
1.78746431629e-05,
1.59083374456e-05,
1.33680714498e-05,
1.31992346724e-05,
7.34630384613e-06,
4.98843883179e-06,
6.46801481707e-06,
6.54817540635e-06,
5.24398728885e-06,
3.74293790628e-06,
3.82582265956e-06,
4.50962170362e-06,
3.97266649088e-06,
3.06137053485e-06,
2.25181702262e-06,
2.0081160983e-06,
2.06789036383e-06,
2.14619694816e-06,
1.88502428955e-06,
2.03217973649e-06
],
"dvar": [
1.47386185745e-06,
4.19476737079e-06,
1.86490228771e-06,
5.68147129343e-07,
1.03833713183e-06,
3.37731762556e-07,
1.82767024626e-07,
1.20090390965e-07,
2.18066276148e-07,
1.20442820162e-07,
7.87978819972e-08,
4.16909742285e-08,
2.82883227953e-08,
2.74806133405e-08,
1.8669176427e-08,
4.93498841792e-09,
1.66880713692e-08,
6.92401869173e-09,
3.14511172661e-09,
2.04669081683e-09,
2.35503594403e-09,
9.65430180244e-10,
4.96426733054e-10,
4.67631100509e-10,
1.36277961138e-10,
3.33125749208e-11,
1.0651004384e-10,
1.23209331626e-10,
1.01669180019e-10,
3.70048852671e-11,
4.13879833183e-11,
8.30550697661e-11,
4.21591130062e-11,
1.3849233392e-11,
8.72115747674e-12,
1.41388394048e-11,
4.06505488992e-11,
6.13982545361e-11,
3.7573368028e-11,
4.42891660846e-11
],
"dvar2": [
3.95861752622e-06,
1.12219586299e-05,
4.93583320349e-06,
1.52041764068e-06,
2.36925166064e-06,
7.69472819684e-07,
4.36843890839e-07,
2.6662061714e-07,
4.37339622295e-07,
2.496294087e-07,
1.80121816129e-07,
8.98196645949e-08,
5.73224774314e-08,
4.97629670804e-08,
3.65034118488e-08,
9.89260495743e-09,
3.12380628031e-08,
1.43427456578e-08,
6.95296398234e-09,
4.57699655954e-09,
4.59527660368e-09,
2.10241113408e-09,
1.10813846987e-09,
1.04163033754e-09,
3.42524397734e-10,
7.88079601577e-11,
2.41792252886e-10,
2.65401006727e-10,
2.42575987075e-10,
8.74768799064e-11,
9.1425089721e-11,
1.72351438676e-10,
9.4546398488e-11,
3.38405900524e-11,
2.07984220124e-11,
3.15924890415e-11,
9.01076852022e-11,
1.35266742252e-10,
6.6592419079e-11,
7.69653576982e-11
],
"max": [
0.0224794484675,
0.024585917592,
0.0220781825483,
0.0119469054043,
0.0168921425939,
0.0175117645413,
0.0165141783655,
0.0082897497341,
0.0115907024592,
0.0130364159122,
0.0134503701702,
0.00828962028027,
0.00555739924312,
0.0091752782464,
0.00507110590115,
0.00221460987814,
0.0051459595561,
0.00173575023655,
0.00290796579793,
0.00128361326642,
0.0022713332437,
0.00130778981838,
0.000865513633471,
0.000791956961621,
0.000571404234506,
0.000156967056682,
0.000275261729257,
0.000332399155013,
0.000380386656616,
0.000150885505718,
0.000161466596182,
0.000364694133168,
0.000259875698248,
0.000111805493361,
7.37512382329e-05,
0.000133406807436,
0.00029237230774,
0.000470997707453,
0.000359215657227,
0.000419759802753
],
"mean": [
0.00124931463506,
0.00204954273067,
0.00126561615616,
0.000711330911145,
0.00107334309723,
0.000761535484344,
0.000352887320332,
0.000180522125447,
0.00025984205422,
0.000187649580766,
0.000163216725923,
0.000116543284093,
8.99548031157e-05,
9.79421383818e-05,
6.96688875905e-05,
4.04383208661e-05,
6.05920213275e-05,
4.61167910544e-05,
2.73675941571e-05,
2.97858896374e-05,
2.25368403335e-05,
2.00373560801e-05,
1.62385767908e-05,
1.46841421156e-05,
8.41492783366e-06,
5.89071123613e-06,
7.75020544097e-06,
8.34581624076e-06,
6.22782545179e-06,
4.2471560846e-06,
4.06908566219e-06,
4.40423582404e-06,
4.16624106947e-06,
3.89643719245e-06,
2.89399190478e-06,
2.5059264317e-06,
2.36216101257e-06,
2.49230242844e-06,
2.24032282858e-06,
2.27095574701e-06
],
"median": [
0.000630554917734,
0.00122262397781,
0.000725691555999,
0.000375984411221,
0.000420472730184,
0.000375318253646,
0.000130260741571,
4.36081281805e-05,
5.47566305613e-05,
5.13845079695e-05,
4.60414485133e-05,
2.98481663776e-05,
1.53337277879e-05,
2.26354859478e-05,
1.72730397026e-05,
1.44745426951e-05,
1.34205492941e-05,
1.1974158042e-05,
8.59859392222e-06,
8.27091844258e-06,
6.82168865751e-06,
7.15865235179e-06,
6.35413698546e-06,
5.77738865104e-06,
3.77886112801e-06,
3.15804049933e-06,
3.37056189892e-06,
2.88359319711e-06,
2.10722828342e-06,
1.6358060293e-06,
1.47802472839e-06,
1.43437443967e-06,
1.46243269228e-06,
1.66576421634e-06,
1.34809602059e-06,
9.10797268716e-07,
7.31445823021e-07,
7.42975657886e-07,
6.4104762032e-07,
4.87543331928e-07
],
"min": [
6.13785411385e-10,
1.21059295921e-08,
7.50659268078e-09,
4.34961311413e-09,
1.53012837956e-08,
5.69064653178e-08,
3.96582606754e-08,
2.46548150784e-08,
2.287724854e-08,
1.20966188177e-08,
4.23540811312e-08,
2.92711330729e-08,
1.17165708247e-08,
3.16693671287e-09,
2.3429456153e-09,
2.93652746564e-09,
1.12832720944e-08,
1.2174566244e-08,
8.18144929582e-09,
4.08360456561e-09,
1.8076422581e-09,
3.60651997156e-09,
2.86803025773e-09,
3.33017902143e-09,
4.41731273781e-09,
3.20079718286e-09,
3.40612738015e-09,
2.10524664368e-09,
1.08185127523e-09,
1.25514221239e-09,
1.20074117316e-09,
9.36936084273e-10,
4.79500772421e-10,
3.49275691702e-10,
2.25043830793e-10,
2.41457076555e-10,
2.0755684671e-10,
1.80673490058e-10,
1.19092347095e-10,
1.8458307105e-10
],
"var": [
2.7647679417e-06,
6.68251504976e-06,
2.81340408037e-06,
9.67970322563e-07,
3.0048734061e-06,
1.66620839082e-06,
5.03765193116e-07,
2.68197368314e-07,
5.96176278123e-07,
3.24093434756e-07,
1.90199116901e-07,
1.25844834997e-07,
9.44910993894e-08,
1.21429110322e-07,
6.94306763194e-08,
1.10467599512e-08,
4.4285037859e-08,
1.66838791671e-08,
6.16146422772e-09,
5.19990672743e-09,
6.76160150093e-09,
2.16894502358e-09,
1.20866161524e-09,
9.26430043791e-10,
3.22156940014e-10,
8.44173619896e-11,
2.41726916261e-10,
3.18653298192e-10,
1.92078949968e-10,
6.74958561264e-11,
8.38348557242e-11,
1.79539605405e-10,
9.19433071345e-11,
3.44497173843e-11,
1.92391796938e-11,
2.62061206069e-11,
5.78119704886e-11,
1.03843260379e-10,
8.14248182768e-11,
9.59218954266e-11
]
},
"melbands_crest": {
"dmean": 3.23479652405,
"dmean2": 5.3186507225,
"dvar": 7.75416469574,
"dvar2": 20.3504829407,
"max": 34.305103302,
"mean": 15.1495494843,
"median": 14.0732679367,
"min": 3.59961390495,
"var": 30.9860496521
},
"melbands_flatness_db": {
"dmean": 0.0248433519155,
"dmean2": 0.0393869243562,
"dvar": 0.000533147947863,
"dvar2": 0.00129427236971,
"max": 0.453827112913,
"mean": 0.207598417997,
"median": 0.199319556355,
"min": 0.0409019477665,
"var": 0.00406496645883
},
"melbands_kurtosis": {
"dmean": 9.36967468262,
"dmean2": 15.1871795654,
"dvar": 196.051208496,
"dvar2": 494.246032715,
"max": 278.177734375,
"mean": 22.6454486847,
"median": 15.0708465576,
"min": -1.8522772789,
"var": 694.133728027
},
"melbands_skewness": {
"dmean": 0.790284752846,
"dmean2": 1.2529078722,
"dvar": 0.639623820782,
"dvar2": 1.55514132977,
"max": 14.4334878922,
"mean": 3.3308763504,
"median": 3.13409852982,
"min": -0.979140043259,
"var": 3.74428057671
},
"melbands_spread": {
"dmean": 6.06992816925,
"dmean2": 9.45078468323,
"dvar": 124.145469666,
"dvar2": 248.570587158,
"max": 252.121551514,
"mean": 18.9225635529,
"median": 14.2788076401,
"min": 0.845479846001,
"var": 345.226165771
},
"mfcc": {
"cov": [
[
5060.42529297,
-650.399841309,
351.020965576,
185.702987671,
241.660980225,
487.996063232,
251.596893311,
164.464035034,
270.489654541,
124.548576355,
271.344573975,
189.355712891,
188.905136108
],
[
-650.399841309,
941.306274414,
87.1419067383,
76.4618377686,
132.938278198,
94.3648910522,
27.30402565,
11.5493125916,
2.11001229286,
35.8786506653,
11.5455188751,
-14.2836685181,
-28.6801357269
],
[
351.020965576,
87.1419067383,
939.986022949,
302.240112305,
244.099517822,
106.700141907,
14.5081920624,
-51.7951202393,
-37.5297203064,
-0.586816549301,
59.2899971008,
60.072593689,
5.82706546783
],
[
185.702987671,
76.4618377686,
302.240112305,
519.747558594,
173.547607422,
97.1449203491,
1.76814854145,
28.1245861053,
47.3010940552,
-15.9947776794,
31.0914325714,
62.433303833,
27.6395511627
],
[
241.660980225,
132.938278198,
244.099517822,
173.547607422,
308.065002441,
98.0688247681,
12.834107399,
0.927702665329,
35.6157150269,
11.1235494614,
12.232506752,
23.9119529724,
21.286737442
],
[
487.996063232,
94.3648910522,
106.700141907,
97.1449203491,
98.0688247681,
344.774627686,
129.705413818,
71.5553894043,
101.070838928,
29.7377891541,
89.4863815308,
25.5972385406,
25.7713165283
],
[
251.596893311,
27.30402565,
14.5081920624,
1.76814854145,
12.834107399,
129.705413818,
156.896850586,
59.0198669434,
61.5003509521,
18.409160614,
36.8348731995,
21.8309898376,
14.1984930038
],
[
164.464035034,
11.5493125916,
-51.7951202393,
28.1245861053,
0.927702665329,
71.5553894043,
59.0198669434,
119.790130615,
66.2912445068,
17.5556621552,
23.9115638733,
15.1338424683,
11.5102872849
],
[
270.489654541,
2.11001229286,
-37.5297203064,
47.3010940552,
35.6157150269,
101.070838928,
61.5003509521,
66.2912445068,
173.388626099,
49.598739624,
39.8201370239,
21.9226512909,
6.16975545883
],
[
124.548576355,
35.8786506653,
-0.586816549301,
-15.9947776794,
11.1235494614,
29.7377891541,
18.409160614,
17.5556621552,
49.598739624,
98.2345809937,
36.6738891602,
1.16170918941,
-1.60569036007
],
[
271.344573975,
11.5455188751,
59.2899971008,
31.0914325714,
12.232506752,
89.4863815308,
36.8348731995,
23.9115638733,
39.8201370239,
36.6738891602,
111.415473938,
37.4448165894,
19.808801651
],
[
189.355712891,
-14.2836685181,
60.072593689,
62.433303833,
23.9119529724,
25.5972385406,
21.8309898376,
15.1338424683,
21.9226512909,
1.16170918941,
37.4448165894,
103.095596313,
40.8841133118
],
[
188.905136108,
-28.6801357269,
5.82706546783,
27.6395511627,
21.286737442,
25.7713165283,
14.1984930038,
11.5102872849,
6.16975545883,
-1.60569036007,
19.808801651,
40.8841133118,
97.3244628906
]
],
"icov": [
[
0.000322827283526,
0.000283842033241,
-5.90426243434e-05,
5.63043940929e-05,
-0.000215231484617,
-0.000240501860389,
-0.00011877068755,
-0.000106387182313,
-0.000110613502329,
-0.000194468710106,
-0.000316763704177,
-0.000149678584421,
-0.00028359121643
],
[
0.000283842033241,
0.00145277730189,
3.80992714781e-05,
-4.96757711517e-05,
-0.000709779502358,
-0.000493419007398,
-0.000213375577005,
-0.000184981661732,
0.000388190586818,
-0.000714610447176,
-0.000193069965462,
-5.8313144109e-05,
0.000255305494647
],
[
-5.90426243434e-05,
3.80992714781e-05,
0.00175630720332,
-0.000737962778658,
-0.000983297359198,
-0.000126913932036,
-0.000428052298957,
0.000907386653125,
0.00101020559669,
-0.000218789529754,
-0.000682232377585,
-0.000492753461003,
0.000712259788997
],
[
5.63043940929e-05,
-4.96757711517e-05,
-0.000737962778658,
0.00300162099302,
-0.00089077121811,
-0.000400255026761,
0.00106483476702,
-0.000918231613468,
-0.00084095535567,
0.00104011129588,
3.19540995406e-05,
-0.0010603381088,
-0.000168722501257
],
[
-0.000215231484617,
-0.000709779502358,
-0.000983297359198,
-0.00089077121811,
0.00539493001997,
-0.0009956889553,
0.000789664511103,
0.000613521784544,
-0.000942174519878,
-0.000395255337935,
0.00179241155274,
6.81844394421e-05,
-0.000923888408579
],
[
-0.000240501860389,
-0.000493419007398,
-0.000126913932036,
-0.000400255026761,
-0.0009956889553,
0.0062797148712,
-0.00345384608954,
-0.000585420115385,
-0.00136403401848,
0.00128520268481,
-0.00332681764849,
0.00182586174924,
-0.000411507469835
],
[
-0.00011877068755,
-0.000213375577005,
-0.000428052298957,
0.00106483476702,
0.000789664511103,
-0.00345384608954,
0.0109883612022,
-0.00296244909987,
-0.00114222383127,
0.000118218136777,
0.000801829330157,
-0.00143147271592,
-0.000107485655462
],
[
-0.000106387182313,
-0.000184981661732,
0.000907386653125,
-0.000918231613468,
0.000613521784544,
-0.000585420115385,
-0.00296244909987,
0.0125960009173,
-0.00285537820309,
-6.06932335359e-05,
-8.29099371913e-05,
-0.00023118343961,
-0.000384246697649
],
[
-0.000110613502329,
0.000388190586818,
0.00101020559669,
-0.00084095535567,
-0.000942174519878,
-0.00136403401848,
-0.00114222383127,
-0.00285537820309,
0.0101129310206,
-0.00394661305472,
-2.6825846362e-05,
-0.00125835905783,
0.0014068990713
],
[
-0.000194468710106,
-0.000714610447176,
-0.000218789529754,
0.00104011129588,
-0.000395255337935,
0.00128520268481,
0.000118218136777,
-6.06932335359e-05,
-0.00394661305472,
0.0141659136862,
-0.00452369218692,
0.0017137642717,
0.000305360066704
],
[
-0.000316763704177,
-0.000193069965462,
-0.000682232377585,
3.19540995406e-05,
0.00179241155274,
-0.00332681764849,
0.000801829330157,
-8.29099371913e-05,
-2.6825846362e-05,
-0.00452369218692,
0.0153218451887,
-0.00413005519658,
-0.000485050055431
],
[
-0.000149678584421,
-5.8313144109e-05,
-0.000492753461003,
-0.0010603381088,
6.81844394421e-05,
0.00182586174924,
-0.00143147271592,
-0.00023118343961,
-0.00125835905783,
0.0017137642717,
-0.00413005519658,
0.0143990516663,
-0.00475835986435
],
[
-0.00028359121643,
0.000255305494647,
0.000712259788997,
-0.000168722501257,
-0.000923888408579,
-0.000411507469835,
-0.000107485655462,
-0.000384246697649,
0.0014068990713,
0.000305360066704,
-0.000485050055431,
-0.00475835986435,
0.0132914921269
]
],
"mean": [
-638.36114502,
109.278930664,
13.5184926987,
16.4509677887,
5.87402820587,
2.30049943924,
-3.41814756393,
1.26024389267,
-4.63456058502,
-1.54200339317,
-4.60498285294,
-4.16377162933,
-2.60717630386
]
},
"pitch_salience": {
"dmean": 0.074292473495,
"dmean2": 0.122283212841,
"dvar": 0.00431623496115,
"dvar2": 0.0116056185216,
"max": 0.893670678139,
"mean": 0.539014339447,
"median": 0.546445548534,
"min": 0.0580977611244,
"var": 0.015074220486
},
"silence_rate_20dB": {
"dmean": 0,
"dmean2": 0,
"dvar": 0,
"dvar2": 0,
"max": 1,
"mean": 1,
"median": 1,
"min": 1,
"var": 0
},
"silence_rate_30dB": {
"dmean": 0.000204039984965,
"dmean2": 0.000408121617511,
"dvar": 0.000203996809432,
"dvar2": 0.000612009665929,
"max": 1,
"mean": 0.999898016453,
"median": 1,
"min": 0,
"var": 0.000101998790342
},
"silence_rate_60dB": {
"dmean": 0.00795756001025,
"dmean2": 0.0157126821578,
"dvar": 0.00789370667189,
"dvar2": 0.0185257140547,
"max": 1,
"mean": 0.0387636423111,
"median": 0,
"min": 0,
"var": 0.0372589193285
},
"spectral_centroid": {
"dmean": 223.387695312,
"dmean2": 348.041534424,
"dvar": 84511.421875,
"dvar2": 174507.015625,
"max": 6130.03125,
"mean": 1133.02941895,
"median": 1019.74627686,
"min": 181.816558838,
"var": 392632.4375
},
"spectral_complexity": {
"dmean": 3.11701703072,
"dmean2": 5.04081201553,
"dvar": 15.8407211304,
"dvar2": 38.5300827026,
"max": 51,
"mean": 16.0727329254,
"median": 15,
"min": 0,
"var": 73.4013366699
},
"spectral_contrast_coeffs": {
"dmean": [
0.0497100912035,
0.0517442114651,
0.0377654619515,
0.0291984416544,
0.0217055752873,
0.0164017435163
],
"dmean2": [
0.0832824036479,
0.0836603045464,
0.0608238838613,
0.046856790781,
0.0342923365533,
0.0263112559915
],
"dvar": [
0.00169437925797,
0.00181588623673,
0.00100676331203,
0.000663777755108,
0.000400207587518,
0.000237102067331
],
"dvar2": [
0.00455140136182,
0.00456744385883,
0.00242909393273,
0.00145177182276,
0.00084398832405,
0.000562558765523
],
"max": [
-0.200206935406,
-0.253414183855,
-0.417785018682,
-0.461813151836,
-0.496919125319,
-0.610841870308
],
"mean": [
-0.621138751507,
-0.6806833148,
-0.760702550411,
-0.786846458912,
-0.792630672455,
-0.783345103264
],
"median": [
-0.635453999043,
-0.691224813461,
-0.777832090855,
-0.80232322216,
-0.805961668491,
-0.78552955389
],
"min": [
-0.960475862026,
-0.945566534996,
-0.924653112888,
-0.928308784962,
-0.90226817131,
-0.888632237911
],
"var": [
0.00896992813796,
0.0115949958563,
0.00656317034736,
0.004344468005,
0.00281078997068,
0.00145415926818
]
},
"spectral_contrast_valleys": {
"dmean": [
0.386096805334,
0.351682722569,
0.286308825016,
0.252718269825,
0.221173450351,
0.223896175623
],
"dmean2": [
0.646036505699,
0.580566346645,
0.47000554204,
0.413774222136,
0.354013651609,
0.327532559633
],
"dvar": [
0.101307459176,
0.0895549505949,
0.0560310781002,
0.0554238259792,
0.0633960515261,
0.0811872333288
],
"dvar2": [
0.271443665028,
0.229101330042,
0.142754599452,
0.131982401013,
0.145738467574,
0.156759023666
],
"max": [
-5.21457767487,
-4.8638215065,
-5.27031898499,
-5.69565582275,
-5.68704557419,
-7.16143274307
],
"mean": [
-7.37603378296,
-6.87873363495,
-7.35188055038,
-7.72416067123,
-7.6267118454,
-9.72239494324
],
"median": [
-6.88940095901,
-6.78371620178,
-7.28147172928,
-7.63040781021,
-7.51364278793,
-9.62810230255
],
"min": [
-12.61876297,
-10.2689399719,
-10.995595932,
-11.2346744537,
-10.7993469238,
-13.6280832291
],
"var": [
1.83052885532,
0.591392874718,
0.557459294796,
0.546302139759,
0.538945555687,
0.8783878088
]
},
"spectral_decrease": {
"dmean": 2.46743714349e-09,
"dmean2": 3.92766219548e-09,
"dvar": 8.92717884331e-18,
"dvar2": 2.1741833596e-17,
"max": -3.08376891731e-12,
"mean": -7.46948192187e-09,
"median": -6.89663171016e-09,
"min": -3.3917665121e-08,
"var": 2.37691556701e-17
},
"spectral_energy": {
"dmean": 0.00972619652748,
"dmean2": 0.0154278427362,
"dvar": 0.000137969429488,
"dvar2": 0.000334236450726,
"max": 0.130369901657,
"mean": 0.0304097030312,
"median": 0.0281119961292,
"min": 1.25782553368e-05,
"var": 0.000384965707781
},
"spectral_energyband_high": {
"dmean": 0.000511574500706,
"dmean2": 0.000767671328504,
"dvar": 1.83272823051e-06,
"dvar2": 3.43730312125e-06,
"max": 0.045612283051,
"mean": 0.00128526857588,
"median": 0.000555192178581,
"min": 2.58733479086e-07,
"var": 5.07634149471e-06
},
"spectral_energyband_low": {
"dmean": 0.00564305437729,
"dmean2": 0.00945421122015,
"dvar": 7.480745262e-05,
"dvar2": 0.000196453867829,
"max": 0.11463983357,
"mean": 0.0103709446266,
"median": 0.00710920337588,
"min": 1.13297609516e-07,
"var": 0.000134832953336
},
"spectral_energyband_middle_high": {
"dmean": 0.00164427189156,
"dmean2": 0.00239310902543,
"dvar": 1.08553431346e-05,
"dvar2": 2.04800817301e-05,
"max": 0.08696629107,
"mean": 0.0051432820037,
"median": 0.00225332193077,
"min": 2.16814373744e-06,
"var": 5.91976313444e-05
},
"spectral_energyband_middle_low": {
"dmean": 0.00580511055887,
"dmean2": 0.00911439303309,
"dvar": 5.23861708643e-05,
"dvar2": 0.000125030448544,
"max": 0.103820443153,
"mean": 0.0152545664459,
"median": 0.0126669974998,
"min": 4.84252132082e-06,
"var": 0.00014042739349
},
"spectral_entropy": {
"dmean": 0.162790164351,
"dmean2": 0.247878730297,
"dvar": 0.0280465111136,
"dvar2": 0.0567520409822,
"max": 8.82688808441,
"mean": 7.55364990234,
"median": 7.63842725754,
"min": 5.21974849701,
"var": 0.270384311676
},
"spectral_flux": {
"dmean": 0.0247051212937,
"dmean2": 0.0394215136766,
"dvar": 0.000691576104145,
"dvar2": 0.00159181247,
"max": 0.316872090101,
"mean": 0.0870571881533,
"median": 0.08224183321,
"min": 0.0015663721133,
"var": 0.001982931979
},
"spectral_kurtosis": {
"dmean": 0.97288697958,
"dmean2": 1.58949387074,
"dvar": 1.36155593395,
"dvar2": 3.44458508492,
"max": 34.7233352661,
"mean": 3.75922989845,
"median": 3.22960424423,
"min": -1.4516736269,
"var": 6.30885124207
},
"spectral_rms": {
"dmean": 0.000838661682792,
"dmean2": 0.00131095771212,
"dvar": 7.57214536407e-07,
"dvar2": 1.76637217919e-06,
"max": 0.0112778609619,
"mean": 0.00512001430616,
"median": 0.00523701636121,
"min": 0.000110776658403,
"var": 3.45354965248e-06
},
"spectral_rolloff": {
"dmean": 484.498321533,
"dmean2": 823.951599121,
"dvar": 1331089.625,
"dvar2": 2934134.5,
"max": 18066.3574219,
"mean": 1282.57128906,
"median": 732.12890625,
"min": 86.1328125,
"var": 2597905.75
},
"spectral_skewness": {
"dmean": 0.166236713529,
"dmean2": 0.262498140335,
"dvar": 0.0296138562262,
"dvar2": 0.0646282583475,
"max": 4.37090587616,
"mean": 1.57225704193,
"median": 1.53596568108,
"min": -0.261279135942,
"var": 0.201652988791
},
"spectral_spread": {
"dmean": 530729.4375,
"dmean2": 791281.1875,
"dvar": 570570899456,
"dvar2": 999660126208,
"max": 18216770,
"mean": 5699118.5,
"median": 5307815.5,
"min": 1787016,
"var": 3497919250430.0
},
"spectral_strongpeak": {
"dmean": 0.516948163509,
"dmean2": 0.849666297436,
"dvar": 0.782202124596,
"dvar2": 1.84769952297,
"max": 14.5093660355,
"mean": 1.10026884079,
"median": 0.590589940548,
"min": 0.00985561404377,
"var": 1.83145785332
},
"zerocrossingrate": {
"dmean": 0.0110354451463,
"dmean2": 0.0131654590368,
"dvar": 0.000264839298325,
"dvar2": 0.000285396527033,
"max": 0.4189453125,
"mean": 0.0630313158035,
"median": 0.05322265625,
"min": 0.00634765625,
"var": 0.00181587180123
}
},
"metadata": {
"audio_properties": {
"analysis_sample_rate": 44100,
"bit_rate": 0,
"codec": "flac",
"downmix": "mix",
"equal_loudness": 0,
"length": 227.586669922,
"lossless": true,
"md5_encoded": "9dad01f14e6370cd9dec83660269b698",
"replay_gain": -11.9909915924,
"sample_rate": 44100
},
"tags": {
"acoustid_id": [
"4de20d20-8a0b-4163-8c65-35492dea38c7"
],
"album": [
"Adele Live at the Royal Albert Hall"
],
"album artist": [
"Adele"
],
"albumartist": [
"Adele"
],
"albumartistsort": [
"Adele"
],
"artist": [
"Adele"
],
"artistsort": [
"Adele"
],
"asin": [
"B005Z4D26U"
],
"barcode": [
"634904055905"
],
"catalognumber": [
"XLDVD559"
],
"date": [
"2011"
],
"discnumber": [
"2"
],
"disctotal": [
"1"
],
"file_name": "09 Rumour Has It.flac",
"genre": [
"Soul"
],
"label": [
"XL Recordings"
],
"media": [
"CD"
],
"metadata_block_picture": [
"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"
],
"musicbrainz_albumartistid": [
"cc2c9c3c-b7bc-4b8b-84d8-4fbd8779e493"
],
"musicbrainz_albumid": [
"9ac4d85c-816f-48bf-95a9-c06f33c6a2f4"
],
"musicbrainz_artistid": [
"cc2c9c3c-b7bc-4b8b-84d8-4fbd8779e493"
],
"musicbrainz_recordingid": [
"37829a4a-acc3-4d13-bc0b-02e3f48edc5b"
],
"musicbrainz_releasegroupid": [
"36e41dc0-2a0c-4ff7-b043-097534d52bf6"
],
"musicbrainz_workid": [
"657338da-aa3a-420d-a72c-bb3f95a35377"
],
"originaldate": [
"2011-11-28"
],
"performer": [
"Adele"
],
"releasecountry": [
"GB"
],
"releasestatus": [
"official"
],
"releasetype": [
"album",
"live"
],
"script": [
"Latn"
],
"title": [
"Rumour Has It"
],
"totaldiscs": [
"1"
],
"totaltracks": [
"17"
],
"tracknumber": [
"9"
],
"tracktotal": [
"17"
],
"writer": [
"Ryan Tedder",
"Adele Laurie Blue Adkins"
]
},
"version": {
"essentia": "2.1-beta1",
"essentia_build_sha": "5c9e65ec81695c916afb4cba055c226bfc528ee6",
"essentia_git_sha": "v2.1_beta1-28-g21ef5f4",
"extractor": "music 1.0"
}
},
"rhythm": {
"beats_count": 464,
"beats_loudness": {
"dmean": 0.0166843514889,
"dmean2": 0.0290632210672,
"dvar": 0.000237733678659,
"dvar2": 0.000718840456102,
"max": 0.109434843063,
"mean": 0.0394803285599,
"median": 0.0400225482881,
"min": 3.43920655723e-05,
"var": 0.000456203648355
},
"beats_loudness_band_ratio": {
"dmean": [
0.158494770527,
0.154949530959,
0.125351771712,
0.109217301011,
0.0534134060144,
0.040352396667
],
"dmean2": [
0.268668830395,
0.272701621056,
0.21433596313,
0.189468219876,
0.0913578048348,
0.0733562707901
],
"dvar": [
0.0257555637509,
0.0277021806687,
0.0199954938143,
0.0201630387455,
0.00447294302285,
0.00733038689941
],
"dvar2": [
0.0620076805353,
0.0707435384393,
0.0568715333939,
0.0555522032082,
0.0109837949276,
0.0208112075925
],
"max": [
0.954668521881,
0.986322820187,
0.855475902557,
0.956717848778,
0.675817787647,
0.918303489685
],
"mean": [
0.400125324726,
0.252797842026,
0.156839638948,
0.126738399267,
0.0685793310404,
0.0507599525154
],
"median": [
0.422645390034,
0.174328625202,
0.103604197502,
0.0510439164937,
0.0338846519589,
0.0343876853585
],
"min": [
2.99527309835e-05,
0.00154888385441,
0.000807595963124,
0.000178884671186,
0.00182483217213,
0.000157246977324
],
"var": [
0.0769742205739,
0.0503960959613,
0.0250653009862,
0.0293543599546,
0.00753041682765,
0.00506190164015
]
},
"beats_position": [
0.522448956966,
1.04489791393,
1.5673469305,
2.08979582787,
2.61224484444,
3.13469386101,
3.65714287758,
4.17959165573,
4.71365070343,
5.22448968887,
5.72371864319,
6.2229475975,
6.73378658295,
7.24462556839,
7.74385452271,
8.24308395386,
8.74231243134,
9.24154186249,
9.72916126251,
10.22838974,
10.7276191711,
11.2152376175,
11.6912469864,
12.1672563553,
12.689704895,
13.2121543884,
13.722992897,
14.2338323593,
14.7446708679,
15.2439002991,
15.7431287766,
16.2539672852,
16.7415866852,
17.2408161163,
17.7400455475,
18.2392749786,
18.7385025024,
19.2377319336,
19.7369613647,
20.2361907959,
20.7354183197,
21.2346477509,
21.733877182,
22.2331066132,
22.7323360443,
23.2431735992,
23.7424030304,
24.2416324615,
24.7292518616,
25.2284793854,
25.7277088165,
26.2269382477,
26.7261676788,
27.22539711,
27.7246246338,
28.2238540649,
28.7230834961,
29.2223129272,
29.7215423584,
30.2207698822,
30.7199993134,
31.2308387756,
31.7416782379,
32.2525177002,
32.7401351929,
33.2277526855,
33.7385940552,
34.2494316101,
34.7602729797,
35.2711105347,
35.7355079651,
36.1999092102,
36.6643066406,
37.186756134,
37.7092056274,
38.2200431824,
38.7192726135,
39.2185020447,
39.7293434143,
40.2401809692,
40.7394104004,
41.2386398315,
41.7378692627,
42.2370948792,
42.7363243103,
43.2355537415,
43.7347831726,
44.2340126038,
44.7448501587,
45.2324714661,
45.743309021,
46.2425384521,
46.7417678833,
47.2409973145,
47.7402267456,
48.2510643005,
48.7386856079,
49.2495231628,
49.748752594,
50.2479820251,
50.7355995178,
51.2232208252,
51.7224464417,
52.2216758728,
52.7325172424,
53.2433547974,
53.7425842285,
54.2418136597,
54.7410430908,
55.240272522,
55.7395019531,
56.2387275696,
56.7379570007,
57.2371864319,
57.736415863,
58.2356452942,
58.7348747253,
59.2341041565,
59.7333335876,
60.2325630188,
60.7434005737,
61.2426300049,
61.741859436,
62.2410888672,
62.7403144836,
63.2395439148,
63.7387733459,
64.2380065918,
64.7372360229,
65.2364578247,
65.7356872559,
66.234916687,
66.7341461182,
67.2333755493,
67.7326049805,
68.2318344116,
68.7310638428,
69.2186813354,
69.7179107666,
70.2171401978,
70.7279815674,
71.2272109985,
71.7380523682,
72.2372741699,
72.7481155396,
73.2473449707,
73.7465744019,
74.245803833,
74.7450332642,
75.2326507568,
75.7434921265,
76.2427215576,
76.7419509888,
77.2411804199,
77.7404098511,
78.2396392822,
78.738861084,
79.2380905151,
79.7489318848,
80.2481613159,
80.7473907471,
81.2466201782,
81.7458496094,
82.2450790405,
82.7443084717,
83.2435379028,
83.7311553955,
84.2303848267,
84.7296142578,
85.2404556274,
85.7396774292,
86.2389068604,
86.7381362915,
87.2373657227,
87.7249908447,
88.2242126465,
88.7234420776,
89.2226715088,
89.7219009399,
90.2211303711,
90.7319717407,
91.2312011719,
91.7420425415,
92.2412643433,
92.7404937744,
93.251335144,
93.7389526367,
94.2265777588,
94.7257995605,
95.2366409302,
95.7358703613,
96.223487854,
96.7111129761,
97.2103347778,
97.7211761475,
98.2204055786,
98.7312469482,
99.2420806885,
99.7413101196,
100.240539551,
100.739768982,
101.238998413,
101.738227844,
102.237457275,
102.736686707,
103.235916138,
103.735145569,
104.234375,
104.733604431,
105.232833862,
105.743675232,
106.242897034,
106.742126465,
107.229751587,
107.740585327,
108.239814758,
108.739044189,
109.238273621,
109.74911499,
110.248344421,
110.735961914,
111.223579407,
111.722808838,
112.222038269,
112.732879639,
113.243713379,
113.74294281,
114.242172241,
114.741401672,
115.240631104,
115.739860535,
116.239089966,
116.738319397,
117.237548828,
117.736778259,
118.23600769,
118.74684906,
119.234466553,
119.733695984,
120.232925415,
120.732154846,
121.231384277,
121.730613708,
122.22983551,
122.74067688,
123.239906311,
123.739135742,
124.238365173,
124.737594604,
125.236824036,
125.736053467,
126.235282898,
126.734512329,
127.23374176,
127.732971191,
128.232192993,
128.731430054,
129.230651855,
129.729888916,
130.229110718,
130.728347778,
131.22756958,
131.726806641,
132.226028442,
132.725265503,
133.236099243,
133.746932983,
134.257781982,
134.768615723,
135.30267334,
135.848342896,
136.382400513,
136.858413696,
137.334411621,
137.810424805,
138.286437988,
138.750839233,
139.226852417,
139.691238403,
140.155639648,
140.608428955,
141.0728302,
141.537231445,
142.013244629,
142.477645874,
142.953643799,
143.429656982,
143.894058228,
144.47454834,
145.055053711,
145.647155762,
146.239273071,
146.831375122,
147.423492432,
148.015594482,
148.61932373,
149.211425781,
149.815139771,
150.372421265,
150.929702759,
151.486984253,
151.974594116,
152.473831177,
152.973052979,
153.472290039,
153.971511841,
154.447525024,
154.923538208,
155.42276001,
155.910385132,
156.397994995,
156.897232056,
157.384857178,
158.035003662,
158.685165405,
159.288879395,
159.904220581,
160.542770386,
161.169708252,
161.808258057,
162.435195923,
163.062133789,
163.689071655,
164.316009521,
164.942947388,
165.535049438,
166.138778687,
166.603164673,
167.067565918,
167.531967163,
167.98475647,
168.437545776,
168.890335083,
169.34312439,
169.737869263,
170.121002197,
170.504119873,
170.898864746,
171.305206299,
171.71156311,
172.106307983,
172.501037598,
172.884170532,
173.267303467,
173.662033081,
174.068389893,
174.474731445,
174.881088257,
175.275817871,
175.775054932,
176.274276733,
176.785125732,
177.307571411,
177.818405151,
178.32925415,
178.840087891,
179.350921631,
179.850158691,
180.349380493,
180.848617554,
181.347839355,
181.858688354,
182.357910156,
182.857131958,
183.34475708,
183.843994141,
184.354827881,
184.854049683,
185.353286743,
185.852508545,
186.351745605,
186.850967407,
187.361816406,
187.861038208,
188.360275269,
188.85949707,
189.358734131,
189.846343994,
190.357177734,
190.856414795,
191.355636597,
191.854873657,
192.354095459,
192.85333252,
193.352554321,
193.86340332,
194.362625122,
194.861862183,
195.349472046,
195.848709106,
196.347930908,
196.847167969,
197.346389771,
197.845626831,
198.344848633,
198.832473755,
199.343307495,
199.854141235,
200.353378296,
200.852600098,
201.351837158,
201.85105896,
202.361907959,
202.861129761,
203.360351562,
203.859588623,
204.358810425,
204.858047485,
205.357269287,
205.856506348,
206.355728149,
206.843353271,
207.342575073,
207.841812134,
208.352645874,
208.851882935,
209.351104736,
209.850341797,
210.349563599,
210.860397339,
211.348022461,
211.835647583,
212.311645508,
212.694778442,
213.089523315,
213.48425293,
213.867385864,
214.250518799,
214.645263672,
215.028381348,
215.411514282,
215.783035278,
216.154556274,
216.526077271,
216.897598267,
217.257507324,
217.617416382,
217.988937378,
218.348846436,
218.708755493,
219.068664551,
219.440170288,
219.811691284,
220.171600342,
220.51991272,
220.868209839,
221.216506958,
221.553192139,
221.901489258,
222.238174438,
222.574874878,
222.911560059,
223.236633301,
223.561721802,
223.898406982,
224.235092163,
224.560180664,
224.885253906,
225.210342407,
225.535415649,
225.87210083,
226.197189331,
226.533874512,
226.858947754
],
"bpm": 119.944068909,
"bpm_histogram_first_peak_bpm": {
"dmean": 0,
"dmean2": 0,
"dvar": 0,
"dvar2": 0,
"max": 120,
"mean": 120,
"median": 120,
"min": 120,
"var": 0
},
"bpm_histogram_first_peak_spread": {
"dmean": 0,
"dmean2": 0,
"dvar": 0,
"dvar2": 0,
"max": 0.291291296482,
"mean": 0.291291296482,
"median": 0.291291296482,
"min": 0.291291296482,
"var": 0
},
"bpm_histogram_first_peak_weight": {
"dmean": 0,
"dmean2": 0,
"dvar": 0,
"dvar2": 0,
"max": 0.509719192982,
"mean": 0.509719192982,
"median": 0.509719192982,
"min": 0.509719192982,
"var": 0
},
"bpm_histogram_second_peak_bpm": {
"dmean": 0,
"dmean2": 0,
"dvar": 0,
"dvar2": 0,
"max": 126,
"mean": 126,
"median": 126,
"min": 126,
"var": 0
},
"bpm_histogram_second_peak_spread": {
"dmean": 0,
"dmean2": 0,
"dvar": 0,
"dvar2": 0,
"max": 0.5,
"mean": 0.5,
"median": 0.5,
"min": 0.5,
"var": 0
},
"bpm_histogram_second_peak_weight": {
"dmean": 0,
"dmean2": 0,
"dvar": 0,
"dvar2": 0,
"max": 0.0280777532607,
"mean": 0.0280777532607,
"median": 0.0280777532607,
"min": 0.0280777532607,
"var": 0
},
"danceability": 0.965189397335,
"onset_rate": 2.90419244766
},
"tonal": {
"chords_changes_rate": 0.0722154229879,
"chords_histogram": [
6.26274967194,
5.58955526352,
36.5769081116,
1.59118723869,
1.04039168358,
1.34638917446,
0.591595292091,
21.2974300385,
3.63117098808,
10.5059156418,
0,
0.571195423603,
2.77437782288,
1.36678910255,
0.713994264603,
0.897592842579,
0.0611995086074,
0.693594455719,
0.571195423603,
2.01958394051,
0.958792328835,
0.387596905231,
0.203998371959,
0.346797227859
],
"chords_key": "D",
"chords_number_rate": 0.00244798045605,
"chords_scale": "minor",
"chords_strength": {
"dmean": 0.0110115353018,
"dmean2": 0.0130659639835,
"dvar": 8.83511238499e-05,
"dvar2": 0.000135117166792,
"max": 0.824426949024,
"mean": 0.489273786545,
"median": 0.486470758915,
"min": 0.224720910192,
"var": 0.00735624134541
},
"hpcp": {
"dmean": [
0.125079870224,
0.108898349106,
0.0859496220946,
0.0767841786146,
0.0745308548212,
0.0741540193558,
0.0859749764204,
0.102143928409,
0.121464371681,
0.124224737287,
0.124457843602,
0.12982416153,
0.139398947358,
0.155933097005,
0.204632133245,
0.218007072806,
0.219534009695,
0.155328243971,
0.0981592983007,
0.0715762898326,
0.065869115293,
0.0762200504541,
0.110641755164,
0.154283195734,
0.1543725878,
0.130887672305,
0.111422672868,
0.0973480194807,
0.10638410598,
0.143366083503,
0.162056922913,
0.149733588099,
0.121682927012,
0.117105901241,
0.128743588924,
0.135959550738
],
"dmean2": [
0.214987546206,
0.193805828691,
0.15635676682,
0.139132335782,
0.134517759085,
0.133683741093,
0.156122967601,
0.184634283185,
0.217242926359,
0.217256307602,
0.223566368222,
0.234078913927,
0.25214228034,
0.280192166567,
0.356856644154,
0.372380405664,
0.381389588118,
0.276299327612,
0.179461538792,
0.132200583816,
0.119878455997,
0.138280928135,
0.197260782123,
0.265686511993,
0.265430986881,
0.225625023246,
0.196914181113,
0.174894779921,
0.191561713815,
0.252004444599,
0.282314538956,
0.26171579957,
0.215719744563,
0.20903930068,
0.226355671883,
0.238454818726
],
"dvar": [
0.038931529969,
0.0369270071387,
0.0322313457727,
0.0297854021192,
0.0259766299278,
0.0262126009911,
0.0330580770969,
0.0368179604411,
0.0460869930685,
0.04424829036,
0.0485450141132,
0.0506013594568,
0.0561125874519,
0.0540360808372,
0.0615841113031,
0.0679381787777,
0.0659369379282,
0.0526163093746,
0.0421089082956,
0.0287718735635,
0.025015283376,
0.0275055449456,
0.0351926311851,
0.0507400147617,
0.0510364063084,
0.0417668223381,
0.0384622775018,
0.0315204001963,
0.0347834117711,
0.047648254782,
0.0531441867352,
0.0480673350394,
0.0403694957495,
0.0430983565748,
0.0447988174856,
0.0457422249019
],
"dvar2": [
0.0984633490443,
0.103360265493,
0.0893211141229,
0.080743432045,
0.0713594853878,
0.0732631534338,
0.0923962444067,
0.10185725987,
0.125457167625,
0.115124389529,
0.130531594157,
0.136337473989,
0.148959979415,
0.146372288465,
0.158203840256,
0.162488475442,
0.170973226428,
0.145493775606,
0.118096388876,
0.0808993652463,
0.0700317621231,
0.0760481953621,
0.0968462601304,
0.134095951915,
0.128544792533,
0.107981987298,
0.107932418585,
0.0877060741186,
0.0967348590493,
0.126182675362,
0.136049598455,
0.127841204405,
0.107629694045,
0.113294400275,
0.115757845342,
0.116816490889
],
"max": [
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1,
1
],
"mean": [
0.157777234912,
0.110032916069,
0.0790032893419,
0.079600840807,
0.0775421187282,
0.0739581808448,
0.0760584250093,
0.0904336348176,
0.118517898023,
0.129265978932,
0.11600831151,
0.109987072647,
0.113364905119,
0.13092584908,
0.248652920127,
0.370600283146,
0.293718963861,
0.143384724855,
0.0761479586363,
0.0549226813018,
0.0551121011376,
0.068772405386,
0.102818638086,
0.181665152311,
0.216280385852,
0.158524677157,
0.109591260552,
0.0889482349157,
0.0915838629007,
0.149755015969,
0.193506121635,
0.159734845161,
0.114477574825,
0.108031056821,
0.12467790395,
0.156296700239
],
"median": [
0.0499488636851,
0.0329671539366,
0.0128830187023,
0.00985011830926,
0.0119825899601,
0.0148195521906,
0.0162574835122,
0.0187164545059,
0.0271045155823,
0.0270947758108,
0.0212557576597,
0.0174158401787,
0.0178034324199,
0.0305967368186,
0.113008216023,
0.207661062479,
0.14786477387,
0.0371932126582,
0.0120686581358,
0.00769052840769,
0.0100814793259,
0.0151621811092,
0.0271398127079,
0.0519129186869,
0.0643435269594,
0.0433674603701,
0.033238183707,
0.0264300759882,
0.0228059757501,
0.0431978553534,
0.0641553997993,
0.0488917194307,
0.0247772708535,
0.0177480615675,
0.0224927589297,
0.0431048199534
],
"min": [
0.00013538809435,
0.0001632948115,
9.50045705395e-06,
3.95647020923e-06,
1.09546308522e-05,
5.54363978154e-05,
3.09844253934e-05,
1.81441300811e-05,
2.07122266147e-05,
7.48606544221e-05,
3.22518862959e-05,
2.9636106774e-05,
4.85664713779e-06,
1.3742943338e-05,
3.50814334524e-05,
4.74209846288e-05,
8.96497731446e-05,
6.13823358435e-05,
4.38501774624e-05,
9.44684597926e-06,
1.14643407869e-05,
2.03284889722e-05,
8.88978593139e-06,
7.10366521162e-06,
5.06500873598e-05,
6.48906279821e-05,
5.56832019356e-05,
2.1508843929e-05,
1.34250585688e-05,
3.20645885949e-05,
8.26310933917e-05,
7.86039236118e-05,
4.95507774758e-05,
3.36998054991e-05,
9.62147441896e-06,
3.60937010555e-05
],
"var": [
0.059263497591,
0.0378739833832,
0.0328711457551,
0.0359415858984,
0.0322207547724,
0.0293398685753,
0.0285192187876,
0.0340732634068,
0.0474405698478,
0.0511264018714,
0.0483097098768,
0.0466149039567,
0.0480537228286,
0.0497192628682,
0.0874851346016,
0.137295201421,
0.10427865386,
0.0537745766342,
0.0317729488015,
0.0216410420835,
0.0200221538544,
0.0244671497494,
0.0343322791159,
0.0725869089365,
0.0933010578156,
0.0627433806658,
0.0370390787721,
0.0273468401283,
0.0294052250683,
0.0573628135026,
0.0764137133956,
0.0594477578998,
0.0419598259032,
0.0458588600159,
0.0523998886347,
0.0631163492799
]
},
"hpcp_entropy": {
"dmean": 0.699642062187,
"dmean2": 1.17491328716,
"dvar": 0.334153622389,
"dvar2": 0.887753605843,
"max": 4.47341537476,
"mean": 2.03481531143,
"median": 2.08150625229,
"min": 0.0346805527806,
"var": 0.815328657627
},
"key_key": "G",
"key_scale": "minor",
"key_strength": 0.598312854767,
"thpcp": [
1,
0.792549192905,
0.386898577213,
0.205471932888,
0.148199245334,
0.148710355163,
0.185570299625,
0.277438104153,
0.490191608667,
0.583594739437,
0.427751094103,
0.295712828636,
0.240011245012,
0.247123017907,
0.404087692499,
0.522142410278,
0.431016534567,
0.308897703886,
0.291502892971,
0.336421489716,
0.421739280224,
0.425734251738,
0.296904563904,
0.213176548481,
0.214788943529,
0.20923383534,
0.199563205242,
0.205230340362,
0.244019329548,
0.319799810648,
0.348801612854,
0.313028126955,
0.296780854464,
0.305895358324,
0.353280484676,
0.670946359634
],
"tuning_diatonic_strength": 0.550494551659,
"tuning_equal_tempered_deviation": 0.0470900610089,
"tuning_frequency": 441.272583008,
"tuning_nontempered_energy_ratio": 0.793183922768
}
}
← Back to summary page
