MultiStream-3DResNet-Odelia / Predictions /predictions_fold0.json
simontho's picture
Adding weights and predictions
4d08db6 verified
{
"ODELIA_BRAID1_0158_1_left": {
"prediction": 0,
"probabilities": [
0.587754487991333,
0.2393336445093155,
0.17291192710399628
]
},
"ODELIA_BRAID1_0177_1_left": {
"prediction": 0,
"probabilities": [
0.7333070635795593,
0.16254185140132904,
0.10415106266736984
]
},
"ODELIA_BRAID1_0188_1_left": {
"prediction": 0,
"probabilities": [
0.9192003011703491,
0.05174867436289787,
0.029051000252366066
]
},
"ODELIA_BRAID1_0189_1_left": {
"prediction": 0,
"probabilities": [
0.7075428366661072,
0.169246107339859,
0.1232110783457756
]
},
"ODELIA_BRAID1_0202_1_left": {
"prediction": 0,
"probabilities": [
0.5301209688186646,
0.2792005240917206,
0.19067850708961487
]
},
"ODELIA_BRAID1_0204_1_left": {
"prediction": 0,
"probabilities": [
0.861894965171814,
0.1015952005982399,
0.03650987148284912
]
},
"ODELIA_BRAID1_0212_1_left": {
"prediction": 0,
"probabilities": [
0.7084146738052368,
0.15900853276252747,
0.13257679343223572
]
},
"ODELIA_BRAID1_0220_1_left": {
"prediction": 0,
"probabilities": [
0.7505940794944763,
0.20502524077892303,
0.044380635023117065
]
},
"ODELIA_BRAID1_0225_1_left": {
"prediction": 0,
"probabilities": [
0.7079558372497559,
0.1547272652387619,
0.13731682300567627
]
},
"ODELIA_BRAID1_0230_1_left": {
"prediction": 0,
"probabilities": [
0.7586675882339478,
0.1828935295343399,
0.058438871055841446
]
},
"ODELIA_BRAID1_0238_1_left": {
"prediction": 0,
"probabilities": [
0.8811148405075073,
0.10029126703739166,
0.018593912944197655
]
},
"ODELIA_BRAID1_0246_1_left": {
"prediction": 0,
"probabilities": [
0.6785982251167297,
0.25832900404930115,
0.0630728006362915
]
},
"ODELIA_BRAID1_0249_1_left": {
"prediction": 0,
"probabilities": [
0.8686728477478027,
0.10214095562696457,
0.029186155647039413
]
},
"ODELIA_BRAID1_0254_1_left": {
"prediction": 0,
"probabilities": [
0.8522999286651611,
0.10560417175292969,
0.04209590703248978
]
},
"ODELIA_BRAID1_0261_1_left": {
"prediction": 0,
"probabilities": [
0.77265465259552,
0.12692461907863617,
0.10042069107294083
]
},
"ODELIA_BRAID1_0264_1_left": {
"prediction": 0,
"probabilities": [
0.8999702334403992,
0.06262184679508209,
0.037407927215099335
]
},
"ODELIA_BRAID1_0269_1_left": {
"prediction": 0,
"probabilities": [
0.8642093539237976,
0.08728181570768356,
0.04850887134671211
]
},
"ODELIA_BRAID1_0280_1_left": {
"prediction": 0,
"probabilities": [
0.6458657383918762,
0.25296658277511597,
0.101167693734169
]
},
"ODELIA_BRAID1_0284_1_left": {
"prediction": 0,
"probabilities": [
0.7508679628372192,
0.195384219288826,
0.05374782532453537
]
},
"ODELIA_BRAID1_0290_1_left": {
"prediction": 0,
"probabilities": [
0.8556873798370361,
0.09835445880889893,
0.04595808684825897
]
},
"ODELIA_BRAID1_0298_1_left": {
"prediction": 0,
"probabilities": [
0.7612335085868835,
0.1850271224975586,
0.053739409893751144
]
},
"ODELIA_BRAID1_0304_1_left": {
"prediction": 0,
"probabilities": [
0.5464881658554077,
0.18626517057418823,
0.26724666357040405
]
},
"ODELIA_BRAID1_0312_1_left": {
"prediction": 0,
"probabilities": [
0.6310790777206421,
0.13333499431610107,
0.23558597266674042
]
},
"ODELIA_BRAID1_0314_1_left": {
"prediction": 0,
"probabilities": [
0.7798236012458801,
0.16478212177753448,
0.055394235998392105
]
},
"ODELIA_BRAID1_0325_1_left": {
"prediction": 0,
"probabilities": [
0.5087162256240845,
0.22295664250850677,
0.2683272063732147
]
},
"ODELIA_BRAID1_0779_1_left": {
"prediction": 0,
"probabilities": [
0.5618909001350403,
0.20483553409576416,
0.23327361047267914
]
},
"ODELIA_TRICKS_0064_1_left": {
"prediction": 2,
"probabilities": [
0.38002893328666687,
0.15359462797641754,
0.4663764536380768
]
},
"ODELIA_TRICKS_0067_1_left": {
"prediction": 0,
"probabilities": [
0.5408275723457336,
0.134750097990036,
0.32442235946655273
]
},
"ODELIA_TRICKS_0077_1_left": {
"prediction": 2,
"probabilities": [
0.34602800011634827,
0.11300025135278702,
0.5409717559814453
]
},
"ODELIA_TRICKS_0079_1_left": {
"prediction": 0,
"probabilities": [
0.7134860157966614,
0.15318387746810913,
0.1333300918340683
]
},
"ODELIA_TRICKS_0089_1_left": {
"prediction": 0,
"probabilities": [
0.7388175129890442,
0.1636519432067871,
0.0975305587053299
]
},
"ODELIA_TRICKS_0095_1_left": {
"prediction": 0,
"probabilities": [
0.5593351721763611,
0.17347492277622223,
0.26718994975090027
]
},
"ODELIA_TRICKS_0099_1_left": {
"prediction": 2,
"probabilities": [
0.3680664896965027,
0.16522115468978882,
0.4667123854160309
]
},
"ODELIA_TRICKS_0109_1_left": {
"prediction": 0,
"probabilities": [
0.3870050609111786,
0.25176098942756653,
0.3612339496612549
]
},
"ODELIA_TRICKS_0115_1_left": {
"prediction": 2,
"probabilities": [
0.39767488837242126,
0.1823582947254181,
0.4199668765068054
]
},
"ODELIA_TRICKS_0121_1_left": {
"prediction": 0,
"probabilities": [
0.6914247274398804,
0.19425855576992035,
0.11431672424077988
]
},
"ODELIA_TRICKS_0123_1_left": {
"prediction": 0,
"probabilities": [
0.522065281867981,
0.1610202193260193,
0.31691452860832214
]
},
"ODELIA_TRICKS_0136_1_left": {
"prediction": 0,
"probabilities": [
0.5719267725944519,
0.1436147689819336,
0.2844584286212921
]
},
"ODELIA_TRICKS_0138_1_left": {
"prediction": 0,
"probabilities": [
0.5436816215515137,
0.17819669842720032,
0.278121680021286
]
},
"ODELIA_TRICKS_0146_1_left": {
"prediction": 0,
"probabilities": [
0.5100998282432556,
0.21429409086704254,
0.27560609579086304
]
},
"ODELIA_BRAID1_0158_1_right": {
"prediction": 0,
"probabilities": [
0.6160915493965149,
0.20056015253067017,
0.18334832787513733
]
},
"ODELIA_BRAID1_0177_1_right": {
"prediction": 0,
"probabilities": [
0.5823696255683899,
0.2522903382778168,
0.16534005105495453
]
},
"ODELIA_BRAID1_0188_1_right": {
"prediction": 0,
"probabilities": [
0.8146137595176697,
0.13851891458034515,
0.04686734080314636
]
},
"ODELIA_BRAID1_0189_1_right": {
"prediction": 0,
"probabilities": [
0.6905331611633301,
0.18045710027217865,
0.12900972366333008
]
},
"ODELIA_BRAID1_0202_1_right": {
"prediction": 0,
"probabilities": [
0.7563881278038025,
0.17413917183876038,
0.0694727823138237
]
},
"ODELIA_BRAID1_0204_1_right": {
"prediction": 0,
"probabilities": [
0.816623330116272,
0.11305087059736252,
0.07032578438520432
]
},
"ODELIA_BRAID1_0212_1_right": {
"prediction": 0,
"probabilities": [
0.7180383205413818,
0.19165189564228058,
0.09030982106924057
]
},
"ODELIA_BRAID1_0220_1_right": {
"prediction": 0,
"probabilities": [
0.7949697971343994,
0.13592283427715302,
0.06910736113786697
]
},
"ODELIA_BRAID1_0225_1_right": {
"prediction": 0,
"probabilities": [
0.664530336856842,
0.1987614780664444,
0.13670824468135834
]
},
"ODELIA_BRAID1_0230_1_right": {
"prediction": 0,
"probabilities": [
0.552520215511322,
0.2253052294254303,
0.22217462956905365
]
},
"ODELIA_BRAID1_0238_1_right": {
"prediction": 0,
"probabilities": [
0.7117269039154053,
0.1933571696281433,
0.09491600841283798
]
},
"ODELIA_BRAID1_0246_1_right": {
"prediction": 0,
"probabilities": [
0.7239276766777039,
0.20383034646511078,
0.07224198430776596
]
},
"ODELIA_BRAID1_0249_1_right": {
"prediction": 0,
"probabilities": [
0.9079601764678955,
0.06335480511188507,
0.02868499606847763
]
},
"ODELIA_BRAID1_0254_1_right": {
"prediction": 0,
"probabilities": [
0.6840922832489014,
0.1816958338022232,
0.13421183824539185
]
},
"ODELIA_BRAID1_0261_1_right": {
"prediction": 0,
"probabilities": [
0.5490785241127014,
0.2412623167037964,
0.20965911448001862
]
},
"ODELIA_BRAID1_0264_1_right": {
"prediction": 0,
"probabilities": [
0.7965102195739746,
0.12048612534999847,
0.08300366252660751
]
},
"ODELIA_BRAID1_0269_1_right": {
"prediction": 0,
"probabilities": [
0.7440187335014343,
0.1547853797674179,
0.10119592398405075
]
},
"ODELIA_BRAID1_0280_1_right": {
"prediction": 0,
"probabilities": [
0.770380437374115,
0.15762315690517426,
0.07199643552303314
]
},
"ODELIA_BRAID1_0284_1_right": {
"prediction": 0,
"probabilities": [
0.6492302417755127,
0.21375659108161926,
0.13701316714286804
]
},
"ODELIA_BRAID1_0290_1_right": {
"prediction": 0,
"probabilities": [
0.7670122385025024,
0.1273060142993927,
0.10568170994520187
]
},
"ODELIA_BRAID1_0298_1_right": {
"prediction": 0,
"probabilities": [
0.8007773756980896,
0.1341133415699005,
0.06510929763317108
]
},
"ODELIA_BRAID1_0304_1_right": {
"prediction": 0,
"probabilities": [
0.6647840738296509,
0.14359697699546814,
0.1916189193725586
]
},
"ODELIA_BRAID1_0312_1_right": {
"prediction": 0,
"probabilities": [
0.698536217212677,
0.1612844169139862,
0.14017944037914276
]
},
"ODELIA_BRAID1_0314_1_right": {
"prediction": 0,
"probabilities": [
0.8755564093589783,
0.08399223536252975,
0.04045133292675018
]
},
"ODELIA_BRAID1_0325_1_right": {
"prediction": 0,
"probabilities": [
0.632148027420044,
0.15940652787685394,
0.2084454745054245
]
},
"ODELIA_BRAID1_0779_1_right": {
"prediction": 0,
"probabilities": [
0.6360492706298828,
0.17357519268989563,
0.19037555158138275
]
},
"ODELIA_TRICKS_0064_1_right": {
"prediction": 0,
"probabilities": [
0.5207003355026245,
0.2222822606563568,
0.2570173442363739
]
},
"ODELIA_TRICKS_0067_1_right": {
"prediction": 0,
"probabilities": [
0.5715581178665161,
0.16893911361694336,
0.2595027685165405
]
},
"ODELIA_TRICKS_0077_1_right": {
"prediction": 0,
"probabilities": [
0.5148504376411438,
0.1741640269756317,
0.3109855353832245
]
},
"ODELIA_TRICKS_0079_1_right": {
"prediction": 0,
"probabilities": [
0.6086688041687012,
0.19336964190006256,
0.19796155393123627
]
},
"ODELIA_TRICKS_0089_1_right": {
"prediction": 0,
"probabilities": [
0.42426422238349915,
0.19586414098739624,
0.379871666431427
]
},
"ODELIA_TRICKS_0095_1_right": {
"prediction": 0,
"probabilities": [
0.4518977701663971,
0.1989930272102356,
0.3491092622280121
]
},
"ODELIA_TRICKS_0099_1_right": {
"prediction": 0,
"probabilities": [
0.5246413350105286,
0.19439199566841125,
0.28096675872802734
]
},
"ODELIA_TRICKS_0109_1_right": {
"prediction": 0,
"probabilities": [
0.43840551376342773,
0.1357509195804596,
0.42584359645843506
]
},
"ODELIA_TRICKS_0115_1_right": {
"prediction": 0,
"probabilities": [
0.5444244742393494,
0.18912260234355927,
0.26645293831825256
]
},
"ODELIA_TRICKS_0121_1_right": {
"prediction": 2,
"probabilities": [
0.3727351129055023,
0.1685650795698166,
0.45869988203048706
]
},
"ODELIA_TRICKS_0123_1_right": {
"prediction": 0,
"probabilities": [
0.6764220595359802,
0.18492986261844635,
0.13864804804325104
]
},
"ODELIA_TRICKS_0136_1_right": {
"prediction": 0,
"probabilities": [
0.7013043165206909,
0.15769493579864502,
0.14100073277950287
]
},
"ODELIA_TRICKS_0138_1_right": {
"prediction": 0,
"probabilities": [
0.5451144576072693,
0.18141448497772217,
0.27347102761268616
]
},
"ODELIA_TRICKS_0146_1_right": {
"prediction": 0,
"probabilities": [
0.6754185557365417,
0.14886976778507233,
0.17571169137954712
]
},
"02014C03_left": {
"prediction": 0,
"probabilities": [
0.6325327754020691,
0.23105540871620178,
0.1364118754863739
]
},
"0D93EF1E_left": {
"prediction": 0,
"probabilities": [
0.901807963848114,
0.07140592485666275,
0.026786111295223236
]
},
"204EB5F4_left": {
"prediction": 0,
"probabilities": [
0.765453040599823,
0.16588744521141052,
0.06865960359573364
]
},
"4BC86F05_left": {
"prediction": 0,
"probabilities": [
0.3857237696647644,
0.2573007345199585,
0.3569755554199219
]
},
"51B50053_left": {
"prediction": 0,
"probabilities": [
0.7403507232666016,
0.1919194459915161,
0.06772983074188232
]
},
"5CA3B666_left": {
"prediction": 0,
"probabilities": [
0.6803582906723022,
0.18895967304706573,
0.13068200647830963
]
},
"65639183_left": {
"prediction": 0,
"probabilities": [
0.6772060394287109,
0.13703931868076324,
0.1857547014951706
]
},
"6F98B83E_left": {
"prediction": 0,
"probabilities": [
0.5767778158187866,
0.2524070143699646,
0.17081524431705475
]
},
"79FAE873_left": {
"prediction": 0,
"probabilities": [
0.7539607882499695,
0.1818423718214035,
0.06419677287340164
]
},
"8FB70449_left": {
"prediction": 0,
"probabilities": [
0.7431989908218384,
0.14494508504867554,
0.11185596138238907
]
},
"9C5093A5_left": {
"prediction": 0,
"probabilities": [
0.6939664483070374,
0.18321894109249115,
0.1228146031498909
]
},
"A93A03CD_left": {
"prediction": 0,
"probabilities": [
0.8339361548423767,
0.1347348690032959,
0.03132897987961769
]
},
"BD4C406B_left": {
"prediction": 0,
"probabilities": [
0.551905632019043,
0.15805621445178986,
0.29003816843032837
]
},
"E59C62A7_left": {
"prediction": 0,
"probabilities": [
0.6246832609176636,
0.1674186736345291,
0.20789803564548492
]
},
"EF11BBDA_left": {
"prediction": 0,
"probabilities": [
0.6984694004058838,
0.17412906885147095,
0.1274014562368393
]
},
"F4F2A8A8_left": {
"prediction": 0,
"probabilities": [
0.8730449676513672,
0.09164749830961227,
0.035307589918375015
]
},
"02014C03_right": {
"prediction": 0,
"probabilities": [
0.5549328923225403,
0.14519815146923065,
0.29986894130706787
]
},
"0D93EF1E_right": {
"prediction": 0,
"probabilities": [
0.7818701267242432,
0.16806556284427643,
0.0500643365085125
]
},
"204EB5F4_right": {
"prediction": 0,
"probabilities": [
0.60938560962677,
0.1399438977241516,
0.250670462846756
]
},
"4BC86F05_right": {
"prediction": 0,
"probabilities": [
0.706843376159668,
0.15509139001369476,
0.13806523382663727
]
},
"51B50053_right": {
"prediction": 0,
"probabilities": [
0.647148072719574,
0.15992939472198486,
0.19292257726192474
]
},
"5CA3B666_right": {
"prediction": 0,
"probabilities": [
0.6554384231567383,
0.20850354433059692,
0.1360580176115036
]
},
"65639183_right": {
"prediction": 0,
"probabilities": [
0.5086458921432495,
0.18584564328193665,
0.30550843477249146
]
},
"6F98B83E_right": {
"prediction": 0,
"probabilities": [
0.5686390995979309,
0.14475536346435547,
0.2866055965423584
]
},
"79FAE873_right": {
"prediction": 0,
"probabilities": [
0.8337560296058655,
0.11707156896591187,
0.049172293394804
]
},
"8FB70449_right": {
"prediction": 0,
"probabilities": [
0.7350683808326721,
0.18261905014514923,
0.08231260627508163
]
},
"9C5093A5_right": {
"prediction": 0,
"probabilities": [
0.7106086611747742,
0.1234467551112175,
0.16594454646110535
]
},
"A93A03CD_right": {
"prediction": 0,
"probabilities": [
0.7149403095245361,
0.17757441103458405,
0.1074853241443634
]
},
"BD4C406B_right": {
"prediction": 0,
"probabilities": [
0.6342642307281494,
0.19434425234794617,
0.1713915318250656
]
},
"E59C62A7_right": {
"prediction": 0,
"probabilities": [
0.5178294777870178,
0.16742125153541565,
0.31474924087524414
]
},
"EF11BBDA_right": {
"prediction": 0,
"probabilities": [
0.589573860168457,
0.17195090651512146,
0.23847520351409912
]
},
"F4F2A8A8_right": {
"prediction": 0,
"probabilities": [
0.6681773662567139,
0.19684810936450958,
0.13497453927993774
]
},
"RUMC_010_left": {
"prediction": 0,
"probabilities": [
0.6655495762825012,
0.1922461986541748,
0.14220426976680756
]
},
"RUMC_034_left": {
"prediction": 0,
"probabilities": [
0.508495569229126,
0.17805224657058716,
0.3134521543979645
]
},
"RUMC_050_left": {
"prediction": 0,
"probabilities": [
0.6142688393592834,
0.16273051500320435,
0.22300060093402863
]
},
"RUMC_067_left": {
"prediction": 0,
"probabilities": [
0.6142272353172302,
0.18078605830669403,
0.20498672127723694
]
},
"RUMC_087_left": {
"prediction": 0,
"probabilities": [
0.8418859243392944,
0.07837501913309097,
0.07973901927471161
]
},
"RUMC_010_right": {
"prediction": 0,
"probabilities": [
0.6658549308776855,
0.18324366211891174,
0.1509014517068863
]
},
"RUMC_034_right": {
"prediction": 0,
"probabilities": [
0.5436790585517883,
0.15646274387836456,
0.2998582124710083
]
},
"RUMC_050_right": {
"prediction": 0,
"probabilities": [
0.7261346578598022,
0.1922488659620285,
0.08161655813455582
]
},
"RUMC_067_right": {
"prediction": 0,
"probabilities": [
0.7976699471473694,
0.1323452591896057,
0.06998483091592789
]
},
"RUMC_087_right": {
"prediction": 0,
"probabilities": [
0.6449506282806396,
0.21513967216014862,
0.13990966975688934
]
},
"UKA_10_left": {
"prediction": 0,
"probabilities": [
0.6668820381164551,
0.16181035339832306,
0.17130757868289948
]
},
"UKA_17_left": {
"prediction": 0,
"probabilities": [
0.5045772790908813,
0.24391283094882965,
0.2515099048614502
]
},
"UKA_25_left": {
"prediction": 0,
"probabilities": [
0.6520911455154419,
0.16238075494766235,
0.18552812933921814
]
},
"UKA_26_left": {
"prediction": 0,
"probabilities": [
0.5509368777275085,
0.20651789009571075,
0.24254527688026428
]
},
"UKA_31_left": {
"prediction": 0,
"probabilities": [
0.5636543035507202,
0.26370030641555786,
0.17264539003372192
]
},
"UKA_42_left": {
"prediction": 0,
"probabilities": [
0.6387312412261963,
0.2143021523952484,
0.1469666063785553
]
},
"UKA_45_left": {
"prediction": 0,
"probabilities": [
0.4079325795173645,
0.1865634173154831,
0.4055039882659912
]
},
"UKA_49_left": {
"prediction": 0,
"probabilities": [
0.5412504076957703,
0.21649101376533508,
0.24225859344005585
]
},
"UKA_57_left": {
"prediction": 0,
"probabilities": [
0.7259693145751953,
0.15285028517246246,
0.12118040025234222
]
},
"UKA_60_left": {
"prediction": 0,
"probabilities": [
0.744060218334198,
0.139276921749115,
0.11666277796030045
]
},
"UKA_69_left": {
"prediction": 0,
"probabilities": [
0.7257638573646545,
0.11290159076452255,
0.1613345444202423
]
},
"UKA_7_left": {
"prediction": 0,
"probabilities": [
0.6007848978042603,
0.22156724333763123,
0.17764779925346375
]
},
"UKA_79_left": {
"prediction": 0,
"probabilities": [
0.7449091076850891,
0.19225214421749115,
0.06283874064683914
]
},
"UKA_82_left": {
"prediction": 0,
"probabilities": [
0.7828171849250793,
0.14444856345653534,
0.07273420691490173
]
},
"UKA_9_left": {
"prediction": 0,
"probabilities": [
0.5808113813400269,
0.17794488370418549,
0.24124374985694885
]
},
"UKA_98_left": {
"prediction": 0,
"probabilities": [
0.6612750291824341,
0.1551578938961029,
0.183567076921463
]
},
"UKA_10_right": {
"prediction": 0,
"probabilities": [
0.6018626689910889,
0.21326954662799835,
0.18486779928207397
]
},
"UKA_17_right": {
"prediction": 0,
"probabilities": [
0.6845230460166931,
0.14792068302631378,
0.16755633056163788
]
},
"UKA_25_right": {
"prediction": 0,
"probabilities": [
0.4382043480873108,
0.18310464918613434,
0.37869104743003845
]
},
"UKA_26_right": {
"prediction": 0,
"probabilities": [
0.5007239580154419,
0.24686115980148315,
0.25241485238075256
]
},
"UKA_31_right": {
"prediction": 0,
"probabilities": [
0.6289273500442505,
0.22950255870819092,
0.1415700763463974
]
},
"UKA_42_right": {
"prediction": 0,
"probabilities": [
0.7752737998962402,
0.12156127393245697,
0.1031649112701416
]
}
}