3DResNet-Odelia / Predictions /predictions_fold0.json
simontho's picture
Adding predictions and weights
83e9e14 verified
{
"ODELIA_BRAID1_0158_1_left": {
"prediction": 0,
"probabilities": [
0.665510356426239,
0.30138254165649414,
0.03310706466436386
]
},
"ODELIA_BRAID1_0177_1_left": {
"prediction": 0,
"probabilities": [
0.8274253606796265,
0.09356777369976044,
0.07900688052177429
]
},
"ODELIA_BRAID1_0188_1_left": {
"prediction": 0,
"probabilities": [
0.8905424475669861,
0.09649889916181564,
0.012958625331521034
]
},
"ODELIA_BRAID1_0189_1_left": {
"prediction": 0,
"probabilities": [
0.626413881778717,
0.2649606466293335,
0.10862547159194946
]
},
"ODELIA_BRAID1_0202_1_left": {
"prediction": 0,
"probabilities": [
0.7962530851364136,
0.07963328063488007,
0.12411364167928696
]
},
"ODELIA_BRAID1_0204_1_left": {
"prediction": 0,
"probabilities": [
0.8579814434051514,
0.13697867095470428,
0.005039946176111698
]
},
"ODELIA_BRAID1_0212_1_left": {
"prediction": 0,
"probabilities": [
0.6141708493232727,
0.24351800978183746,
0.14231117069721222
]
},
"ODELIA_BRAID1_0220_1_left": {
"prediction": 0,
"probabilities": [
0.9391023516654968,
0.05851121246814728,
0.002386394888162613
]
},
"ODELIA_BRAID1_0225_1_left": {
"prediction": 0,
"probabilities": [
0.5468155741691589,
0.44904452562332153,
0.004139889497309923
]
},
"ODELIA_BRAID1_0230_1_left": {
"prediction": 0,
"probabilities": [
0.8392847776412964,
0.14237657189369202,
0.018338676542043686
]
},
"ODELIA_BRAID1_0238_1_left": {
"prediction": 0,
"probabilities": [
0.7595773339271545,
0.190366730093956,
0.05005590617656708
]
},
"ODELIA_BRAID1_0246_1_left": {
"prediction": 0,
"probabilities": [
0.8701351284980774,
0.1264786720275879,
0.0033862562850117683
]
},
"ODELIA_BRAID1_0249_1_left": {
"prediction": 0,
"probabilities": [
0.9036917090415955,
0.08515816181898117,
0.011150103062391281
]
},
"ODELIA_BRAID1_0254_1_left": {
"prediction": 0,
"probabilities": [
0.9666532278060913,
0.03199125826358795,
0.0013554737670347095
]
},
"ODELIA_BRAID1_0261_1_left": {
"prediction": 0,
"probabilities": [
0.6479479670524597,
0.05580446869134903,
0.29624760150909424
]
},
"ODELIA_BRAID1_0264_1_left": {
"prediction": 0,
"probabilities": [
0.9595997333526611,
0.03788222745060921,
0.002517975866794586
]
},
"ODELIA_BRAID1_0269_1_left": {
"prediction": 0,
"probabilities": [
0.9500779509544373,
0.017888296395540237,
0.03203374892473221
]
},
"ODELIA_BRAID1_0280_1_left": {
"prediction": 0,
"probabilities": [
0.928595244884491,
0.064598448574543,
0.006806276272982359
]
},
"ODELIA_BRAID1_0284_1_left": {
"prediction": 0,
"probabilities": [
0.9587405920028687,
0.03644724562764168,
0.004812260158360004
]
},
"ODELIA_BRAID1_0290_1_left": {
"prediction": 0,
"probabilities": [
0.9660928249359131,
0.030966436490416527,
0.002940806094557047
]
},
"ODELIA_BRAID1_0298_1_left": {
"prediction": 0,
"probabilities": [
0.8738828897476196,
0.11369067430496216,
0.012426451779901981
]
},
"ODELIA_BRAID1_0304_1_left": {
"prediction": 0,
"probabilities": [
0.8653926253318787,
0.07256368547677994,
0.062043722718954086
]
},
"ODELIA_BRAID1_0312_1_left": {
"prediction": 0,
"probabilities": [
0.6714324951171875,
0.16389431059360504,
0.16467314958572388
]
},
"ODELIA_BRAID1_0314_1_left": {
"prediction": 0,
"probabilities": [
0.8226193189620972,
0.1391030251979828,
0.03827768564224243
]
},
"ODELIA_BRAID1_0325_1_left": {
"prediction": 0,
"probabilities": [
0.6831014156341553,
0.09066032618284225,
0.22623825073242188
]
},
"ODELIA_BRAID1_0779_1_left": {
"prediction": 0,
"probabilities": [
0.7325310111045837,
0.22210508584976196,
0.045363906770944595
]
},
"ODELIA_TRICKS_0064_1_left": {
"prediction": 2,
"probabilities": [
0.4572177529335022,
0.022375857457518578,
0.5204063653945923
]
},
"ODELIA_TRICKS_0067_1_left": {
"prediction": 0,
"probabilities": [
0.5979387164115906,
0.08030586689710617,
0.32175543904304504
]
},
"ODELIA_TRICKS_0077_1_left": {
"prediction": 2,
"probabilities": [
0.05054109916090965,
0.005548996850848198,
0.9439099431037903
]
},
"ODELIA_TRICKS_0079_1_left": {
"prediction": 2,
"probabilities": [
0.12543052434921265,
0.014010700397193432,
0.8605588674545288
]
},
"ODELIA_TRICKS_0089_1_left": {
"prediction": 0,
"probabilities": [
0.6701788306236267,
0.08256509900093079,
0.2472560703754425
]
},
"ODELIA_TRICKS_0095_1_left": {
"prediction": 0,
"probabilities": [
0.5470852851867676,
0.09494953602552414,
0.3579651713371277
]
},
"ODELIA_TRICKS_0099_1_left": {
"prediction": 2,
"probabilities": [
0.20523042976856232,
0.059654444456100464,
0.735115110874176
]
},
"ODELIA_TRICKS_0109_1_left": {
"prediction": 2,
"probabilities": [
0.12145272642374039,
0.010202262550592422,
0.8683450818061829
]
},
"ODELIA_TRICKS_0115_1_left": {
"prediction": 2,
"probabilities": [
0.23369677364826202,
0.014791487716138363,
0.7515117526054382
]
},
"ODELIA_TRICKS_0121_1_left": {
"prediction": 0,
"probabilities": [
0.626987874507904,
0.03112744726240635,
0.34188467264175415
]
},
"ODELIA_TRICKS_0123_1_left": {
"prediction": 0,
"probabilities": [
0.5896371006965637,
0.04504133388400078,
0.3653215765953064
]
},
"ODELIA_TRICKS_0136_1_left": {
"prediction": 0,
"probabilities": [
0.6320425271987915,
0.05787525698542595,
0.31008222699165344
]
},
"ODELIA_TRICKS_0138_1_left": {
"prediction": 2,
"probabilities": [
0.44098979234695435,
0.0545022189617157,
0.5045079588890076
]
},
"ODELIA_TRICKS_0146_1_left": {
"prediction": 0,
"probabilities": [
0.5560421943664551,
0.03428309038281441,
0.4096747934818268
]
},
"ODELIA_BRAID1_0158_1_right": {
"prediction": 0,
"probabilities": [
0.9463768005371094,
0.03933018818497658,
0.014293051324784756
]
},
"ODELIA_BRAID1_0177_1_right": {
"prediction": 0,
"probabilities": [
0.9488309621810913,
0.03496154397726059,
0.01620744727551937
]
},
"ODELIA_BRAID1_0188_1_right": {
"prediction": 0,
"probabilities": [
0.7414370179176331,
0.08212494850158691,
0.176438108086586
]
},
"ODELIA_BRAID1_0189_1_right": {
"prediction": 0,
"probabilities": [
0.8448548913002014,
0.08125459402799606,
0.0738905668258667
]
},
"ODELIA_BRAID1_0202_1_right": {
"prediction": 0,
"probabilities": [
0.9177016615867615,
0.03478362783789635,
0.04751479625701904
]
},
"ODELIA_BRAID1_0204_1_right": {
"prediction": 0,
"probabilities": [
0.8232872486114502,
0.1273040622472763,
0.04940870404243469
]
},
"ODELIA_BRAID1_0212_1_right": {
"prediction": 0,
"probabilities": [
0.9087052345275879,
0.044280875474214554,
0.047013893723487854
]
},
"ODELIA_BRAID1_0220_1_right": {
"prediction": 0,
"probabilities": [
0.9701743721961975,
0.020914511755108833,
0.008911143988370895
]
},
"ODELIA_BRAID1_0225_1_right": {
"prediction": 0,
"probabilities": [
0.7985661029815674,
0.11812326312065125,
0.08331067115068436
]
},
"ODELIA_BRAID1_0230_1_right": {
"prediction": 0,
"probabilities": [
0.8653537631034851,
0.13058455288410187,
0.004061684012413025
]
},
"ODELIA_BRAID1_0238_1_right": {
"prediction": 0,
"probabilities": [
0.851117730140686,
0.11650318652391434,
0.03237905725836754
]
},
"ODELIA_BRAID1_0246_1_right": {
"prediction": 0,
"probabilities": [
0.9050184488296509,
0.08808714896440506,
0.006894425954669714
]
},
"ODELIA_BRAID1_0249_1_right": {
"prediction": 0,
"probabilities": [
0.9649296402931213,
0.027214884757995605,
0.007855549454689026
]
},
"ODELIA_BRAID1_0254_1_right": {
"prediction": 0,
"probabilities": [
0.794822633266449,
0.17085853219032288,
0.034318793565034866
]
},
"ODELIA_BRAID1_0261_1_right": {
"prediction": 0,
"probabilities": [
0.8275764584541321,
0.06202781945466995,
0.11039566993713379
]
},
"ODELIA_BRAID1_0264_1_right": {
"prediction": 0,
"probabilities": [
0.7369734644889832,
0.2249026596546173,
0.038123831152915955
]
},
"ODELIA_BRAID1_0269_1_right": {
"prediction": 0,
"probabilities": [
0.8971049785614014,
0.02224751003086567,
0.0806475281715393
]
},
"ODELIA_BRAID1_0280_1_right": {
"prediction": 0,
"probabilities": [
0.9449394345283508,
0.041840266436338425,
0.013220339082181454
]
},
"ODELIA_BRAID1_0284_1_right": {
"prediction": 0,
"probabilities": [
0.9655899405479431,
0.022051263600587845,
0.01235882006585598
]
},
"ODELIA_BRAID1_0290_1_right": {
"prediction": 0,
"probabilities": [
0.950171709060669,
0.04723992571234703,
0.0025882686022669077
]
},
"ODELIA_BRAID1_0298_1_right": {
"prediction": 0,
"probabilities": [
0.7808324098587036,
0.19977684319019318,
0.019390709698200226
]
},
"ODELIA_BRAID1_0304_1_right": {
"prediction": 0,
"probabilities": [
0.9101932048797607,
0.046797871589660645,
0.0430089607834816
]
},
"ODELIA_BRAID1_0312_1_right": {
"prediction": 0,
"probabilities": [
0.892678439617157,
0.05001754313707352,
0.05730399489402771
]
},
"ODELIA_BRAID1_0314_1_right": {
"prediction": 0,
"probabilities": [
0.9418838620185852,
0.03466489166021347,
0.023451190441846848
]
},
"ODELIA_BRAID1_0325_1_right": {
"prediction": 0,
"probabilities": [
0.9127652049064636,
0.039759308099746704,
0.04747551679611206
]
},
"ODELIA_BRAID1_0779_1_right": {
"prediction": 0,
"probabilities": [
0.9263098239898682,
0.0524749793112278,
0.021215295419096947
]
},
"ODELIA_TRICKS_0064_1_right": {
"prediction": 0,
"probabilities": [
0.9373970627784729,
0.042005956172943115,
0.020596947520971298
]
},
"ODELIA_TRICKS_0067_1_right": {
"prediction": 0,
"probabilities": [
0.7829151153564453,
0.05388622358441353,
0.16319875419139862
]
},
"ODELIA_TRICKS_0077_1_right": {
"prediction": 0,
"probabilities": [
0.6746636629104614,
0.04222001135349274,
0.28311631083488464
]
},
"ODELIA_TRICKS_0079_1_right": {
"prediction": 0,
"probabilities": [
0.5356584191322327,
0.2165246307849884,
0.24781689047813416
]
},
"ODELIA_TRICKS_0089_1_right": {
"prediction": 2,
"probabilities": [
0.1515723019838333,
0.026468094438314438,
0.8219595551490784
]
},
"ODELIA_TRICKS_0095_1_right": {
"prediction": 0,
"probabilities": [
0.7968128323554993,
0.032005541026592255,
0.1711815893650055
]
},
"ODELIA_TRICKS_0099_1_right": {
"prediction": 0,
"probabilities": [
0.6445918679237366,
0.0561753511428833,
0.2992327809333801
]
},
"ODELIA_TRICKS_0109_1_right": {
"prediction": 2,
"probabilities": [
0.10498246550559998,
0.008773451671004295,
0.886243999004364
]
},
"ODELIA_TRICKS_0115_1_right": {
"prediction": 0,
"probabilities": [
0.7911908626556396,
0.06443503499031067,
0.14437413215637207
]
},
"ODELIA_TRICKS_0121_1_right": {
"prediction": 2,
"probabilities": [
0.3748812973499298,
0.033878426998853683,
0.5912402868270874
]
},
"ODELIA_TRICKS_0123_1_right": {
"prediction": 0,
"probabilities": [
0.8858209848403931,
0.05615080147981644,
0.058028120547533035
]
},
"ODELIA_TRICKS_0136_1_right": {
"prediction": 0,
"probabilities": [
0.7587220072746277,
0.04006676748394966,
0.2012111395597458
]
},
"ODELIA_TRICKS_0138_1_right": {
"prediction": 2,
"probabilities": [
0.21146032214164734,
0.014283881522715092,
0.7742558717727661
]
},
"ODELIA_TRICKS_0146_1_right": {
"prediction": 0,
"probabilities": [
0.5093846917152405,
0.05843915417790413,
0.4321761727333069
]
},
"02014C03_left": {
"prediction": 2,
"probabilities": [
0.4057900309562683,
0.017851170152425766,
0.5763587951660156
]
},
"0D93EF1E_left": {
"prediction": 0,
"probabilities": [
0.8938332200050354,
0.058296088129282,
0.04787064716219902
]
},
"204EB5F4_left": {
"prediction": 0,
"probabilities": [
0.8844553828239441,
0.057497911155223846,
0.058046743273735046
]
},
"4BC86F05_left": {
"prediction": 2,
"probabilities": [
0.3018360137939453,
0.025627102702856064,
0.6725368499755859
]
},
"51B50053_left": {
"prediction": 2,
"probabilities": [
0.3102725148200989,
0.005986182019114494,
0.6837412714958191
]
},
"5CA3B666_left": {
"prediction": 0,
"probabilities": [
0.5990999937057495,
0.04849279671907425,
0.35240718722343445
]
},
"65639183_left": {
"prediction": 2,
"probabilities": [
0.1417166143655777,
0.017671363428235054,
0.8406119346618652
]
},
"6F98B83E_left": {
"prediction": 2,
"probabilities": [
0.35167914628982544,
0.023775752633810043,
0.6245450973510742
]
},
"79FAE873_left": {
"prediction": 2,
"probabilities": [
0.17387425899505615,
0.01684323325753212,
0.8092824816703796
]
},
"8FB70449_left": {
"prediction": 2,
"probabilities": [
0.24442505836486816,
0.012385305017232895,
0.7431896328926086
]
},
"9C5093A5_left": {
"prediction": 2,
"probabilities": [
0.37293851375579834,
0.04888773709535599,
0.5781736969947815
]
},
"A93A03CD_left": {
"prediction": 0,
"probabilities": [
0.7960067987442017,
0.1338529884815216,
0.07014025002717972
]
},
"BD4C406B_left": {
"prediction": 0,
"probabilities": [
0.762847900390625,
0.03231843560934067,
0.20483365654945374
]
},
"E59C62A7_left": {
"prediction": 0,
"probabilities": [
0.5722631812095642,
0.07659586519002914,
0.3511410057544708
]
},
"EF11BBDA_left": {
"prediction": 2,
"probabilities": [
0.4055458605289459,
0.13965217769145966,
0.4548019766807556
]
},
"F4F2A8A8_left": {
"prediction": 0,
"probabilities": [
0.9695463180541992,
0.030316902324557304,
0.0001367267541354522
]
},
"02014C03_right": {
"prediction": 2,
"probabilities": [
0.45215854048728943,
0.026176299899816513,
0.5216651558876038
]
},
"0D93EF1E_right": {
"prediction": 0,
"probabilities": [
0.701448380947113,
0.04722186550498009,
0.2513297200202942
]
},
"204EB5F4_right": {
"prediction": 0,
"probabilities": [
0.874102771282196,
0.03689253702759743,
0.08900466561317444
]
},
"4BC86F05_right": {
"prediction": 2,
"probabilities": [
0.3861638605594635,
0.011860650964081287,
0.6019755005836487
]
},
"51B50053_right": {
"prediction": 0,
"probabilities": [
0.8102008104324341,
0.02236487902700901,
0.16743427515029907
]
},
"5CA3B666_right": {
"prediction": 0,
"probabilities": [
0.7218786478042603,
0.19286389648914337,
0.08525753021240234
]
},
"65639183_right": {
"prediction": 2,
"probabilities": [
0.4758855104446411,
0.018297282978892326,
0.505817174911499
]
},
"6F98B83E_right": {
"prediction": 0,
"probabilities": [
0.6606117486953735,
0.028442882001399994,
0.3109453320503235
]
},
"79FAE873_right": {
"prediction": 2,
"probabilities": [
0.299508661031723,
0.055962465703487396,
0.644528865814209
]
},
"8FB70449_right": {
"prediction": 0,
"probabilities": [
0.7203705906867981,
0.03178245574235916,
0.24784696102142334
]
},
"9C5093A5_right": {
"prediction": 0,
"probabilities": [
0.6372074484825134,
0.11062940210103989,
0.2521631717681885
]
},
"A93A03CD_right": {
"prediction": 0,
"probabilities": [
0.7823786735534668,
0.07502498477697372,
0.14259636402130127
]
},
"BD4C406B_right": {
"prediction": 2,
"probabilities": [
0.16059231758117676,
0.02776770479977131,
0.8116399645805359
]
},
"E59C62A7_right": {
"prediction": 0,
"probabilities": [
0.5161585211753845,
0.07682166993618011,
0.4070197641849518
]
},
"EF11BBDA_right": {
"prediction": 0,
"probabilities": [
0.87742680311203,
0.08076208829879761,
0.04181113466620445
]
},
"F4F2A8A8_right": {
"prediction": 0,
"probabilities": [
0.8303331732749939,
0.06500229239463806,
0.10466447472572327
]
},
"RUMC_010_left": {
"prediction": 0,
"probabilities": [
0.8732955455780029,
0.1251562088727951,
0.0015483001479879022
]
},
"RUMC_034_left": {
"prediction": 0,
"probabilities": [
0.9690914750099182,
0.03090178780257702,
6.677591954939999e-06
]
},
"RUMC_050_left": {
"prediction": 2,
"probabilities": [
0.08227358013391495,
0.10325903445482254,
0.8144673109054565
]
},
"RUMC_067_left": {
"prediction": 0,
"probabilities": [
0.48392435908317566,
0.29090243577957153,
0.22517329454421997
]
},
"RUMC_087_left": {
"prediction": 0,
"probabilities": [
0.9126041531562805,
0.0036264844238758087,
0.08376941084861755
]
},
"RUMC_010_right": {
"prediction": 0,
"probabilities": [
0.9654325842857361,
0.012204641476273537,
0.022362707182765007
]
},
"RUMC_034_right": {
"prediction": 0,
"probabilities": [
0.5703970193862915,
0.30784279108047485,
0.12176015973091125
]
},
"RUMC_050_right": {
"prediction": 0,
"probabilities": [
0.5808799862861633,
0.03164450079202652,
0.38747546076774597
]
},
"RUMC_067_right": {
"prediction": 0,
"probabilities": [
0.945088803768158,
0.04003094509243965,
0.014880191534757614
]
},
"RUMC_087_right": {
"prediction": 0,
"probabilities": [
0.8483306169509888,
0.01970807835459709,
0.13196130096912384
]
},
"UKA_10_left": {
"prediction": 0,
"probabilities": [
0.5292382836341858,
0.47076040506362915,
1.316584871347004e-06
]
},
"UKA_17_left": {
"prediction": 0,
"probabilities": [
0.5095813870429993,
0.480679988861084,
0.009738539345562458
]
},
"UKA_25_left": {
"prediction": 0,
"probabilities": [
0.7265788912773132,
0.0628480389714241,
0.21057309210300446
]
},
"UKA_26_left": {
"prediction": 1,
"probabilities": [
0.1300332397222519,
0.8687010407447815,
0.0012657418847084045
]
},
"UKA_31_left": {
"prediction": 0,
"probabilities": [
0.831967294216156,
0.13973629474639893,
0.028296394273638725
]
},
"UKA_42_left": {
"prediction": 0,
"probabilities": [
0.9844969511032104,
0.014911947771906853,
0.0005911599146202207
]
},
"UKA_45_left": {
"prediction": 0,
"probabilities": [
0.6154898405075073,
0.3819512128829956,
0.0025589230936020613
]
},
"UKA_49_left": {
"prediction": 0,
"probabilities": [
0.5656267404556274,
0.42700639367103577,
0.007366860285401344
]
},
"UKA_57_left": {
"prediction": 0,
"probabilities": [
0.7980135679244995,
0.1973092406988144,
0.004677160643041134
]
},
"UKA_60_left": {
"prediction": 1,
"probabilities": [
0.35156914591789246,
0.6484098434448242,
2.093742114084307e-05
]
},
"UKA_69_left": {
"prediction": 1,
"probabilities": [
0.48409613966941833,
0.5158881545066833,
1.5706189515185542e-05
]
},
"UKA_7_left": {
"prediction": 0,
"probabilities": [
0.6454598307609558,
0.35453975200653076,
4.1188300770045316e-07
]
},
"UKA_79_left": {
"prediction": 0,
"probabilities": [
0.6586390733718872,
0.22648440301418304,
0.11487643420696259
]
},
"UKA_82_left": {
"prediction": 1,
"probabilities": [
0.06520453095436096,
0.9346917271614075,
0.00010376260615885258
]
},
"UKA_9_left": {
"prediction": 0,
"probabilities": [
0.6657878160476685,
0.29981711506843567,
0.03439510241150856
]
},
"UKA_98_left": {
"prediction": 1,
"probabilities": [
0.3749522566795349,
0.6141130924224854,
0.010934622958302498
]
},
"UKA_10_right": {
"prediction": 1,
"probabilities": [
0.05374964326620102,
0.9462423920631409,
8.011273166630417e-06
]
},
"UKA_17_right": {
"prediction": 1,
"probabilities": [
0.43084821105003357,
0.5684593319892883,
0.0006924610934220254
]
},
"UKA_25_right": {
"prediction": 0,
"probabilities": [
0.8013566732406616,
0.0722421184182167,
0.12640121579170227
]
},
"UKA_26_right": {
"prediction": 0,
"probabilities": [
0.91032475233078,
0.08620449155569077,
0.003470807336270809
]
},
"UKA_31_right": {
"prediction": 0,
"probabilities": [
0.7068917751312256,
0.17982617020606995,
0.11328209191560745
]
},
"UKA_42_right": {
"prediction": 1,
"probabilities": [
0.004120627883821726,
0.9958785772323608,
7.481560828637157e-07
]
}
}