3DResNet-Odelia / Predictions /predictions_fold2.json
simontho's picture
Adding predictions and weights
83e9e14 verified
{
"ODELIA_BRAID1_0186_1_left": {
"prediction": 0,
"probabilities": [
0.9873921275138855,
0.012009033933281898,
0.0005989049677737057
]
},
"ODELIA_BRAID1_0198_1_left": {
"prediction": 0,
"probabilities": [
0.973204493522644,
0.0187290720641613,
0.008066382259130478
]
},
"ODELIA_BRAID1_0218_1_left": {
"prediction": 0,
"probabilities": [
0.979945182800293,
0.0017835900653153658,
0.018271246924996376
]
},
"ODELIA_BRAID1_0234_1_left": {
"prediction": 0,
"probabilities": [
0.9855459928512573,
0.012592989951372147,
0.0018609414109960198
]
},
"ODELIA_BRAID1_0235_1_left": {
"prediction": 1,
"probabilities": [
0.20096875727176666,
0.7813279032707214,
0.01770336739718914
]
},
"ODELIA_BRAID1_0245_1_left": {
"prediction": 0,
"probabilities": [
0.9373224973678589,
0.0008042350527830422,
0.06187322363257408
]
},
"ODELIA_BRAID1_0260_1_left": {
"prediction": 0,
"probabilities": [
0.8917543292045593,
0.02094481885433197,
0.08730081468820572
]
},
"ODELIA_BRAID1_0293_1_left": {
"prediction": 1,
"probabilities": [
0.025156714022159576,
0.9682521224021912,
0.00659119663760066
]
},
"ODELIA_BRAID1_0318_1_left": {
"prediction": 0,
"probabilities": [
0.8022801280021667,
0.1840040534734726,
0.013715849258005619
]
},
"ODELIA_BRAID1_0777_1_left": {
"prediction": 0,
"probabilities": [
0.7929694652557373,
0.17870724201202393,
0.028323324397206306
]
},
"ODELIA_TRICKS_0096_1_left": {
"prediction": 1,
"probabilities": [
0.4750365614891052,
0.5203911066055298,
0.004572367295622826
]
},
"ODELIA_TRICKS_0116_1_left": {
"prediction": 2,
"probabilities": [
0.007083415985107422,
0.000641054124571383,
0.9922755360603333
]
},
"ODELIA_TRICKS_0128_1_left": {
"prediction": 1,
"probabilities": [
0.04264609515666962,
0.5853538513183594,
0.3720000684261322
]
},
"ODELIA_TRICKS_0135_1_left": {
"prediction": 0,
"probabilities": [
0.71762615442276,
0.0006537915323860943,
0.2817201018333435
]
},
"ODELIA_TRICKS_0143_1_left": {
"prediction": 2,
"probabilities": [
0.001543516991659999,
0.009419376030564308,
0.9890372157096863
]
},
"ODELIA_BRAID1_0186_1_right": {
"prediction": 0,
"probabilities": [
0.9183791875839233,
0.023734791204333305,
0.05788598582148552
]
},
"ODELIA_BRAID1_0198_1_right": {
"prediction": 0,
"probabilities": [
0.9997262358665466,
3.1481411042477703e-06,
0.00027060648426413536
]
},
"ODELIA_BRAID1_0218_1_right": {
"prediction": 0,
"probabilities": [
0.9970692992210388,
0.0008983684238046408,
0.0020323775243014097
]
},
"ODELIA_BRAID1_0158_1_left": {
"prediction": 0,
"probabilities": [
0.9674333930015564,
0.02752324752509594,
0.0050433664582669735
]
},
"ODELIA_BRAID1_0204_1_left": {
"prediction": 1,
"probabilities": [
0.07932773977518082,
0.8964517116546631,
0.024220498278737068
]
},
"ODELIA_BRAID1_0246_1_left": {
"prediction": 0,
"probabilities": [
0.8379346132278442,
0.0011305775260552764,
0.16093485057353973
]
},
"ODELIA_BRAID1_0261_1_left": {
"prediction": 0,
"probabilities": [
0.5612576007843018,
0.2216634303331375,
0.21707898378372192
]
},
"ODELIA_BRAID1_0280_1_left": {
"prediction": 1,
"probabilities": [
0.07223039865493774,
0.9257770776748657,
0.0019925290253013372
]
},
"ODELIA_BRAID1_0298_1_left": {
"prediction": 1,
"probabilities": [
0.08931048959493637,
0.9104072451591492,
0.00028227330767549574
]
},
"ODELIA_BRAID1_0304_1_left": {
"prediction": 0,
"probabilities": [
0.9729381799697876,
0.005906492006033659,
0.021155372262001038
]
},
"ODELIA_BRAID1_0312_1_left": {
"prediction": 1,
"probabilities": [
0.24867333471775055,
0.7375826239585876,
0.013744086027145386
]
},
"ODELIA_TRICKS_0067_1_left": {
"prediction": 2,
"probabilities": [
0.00031288497848436236,
2.2777826416131575e-06,
0.9996849298477173
]
},
"ODELIA_TRICKS_0079_1_left": {
"prediction": 0,
"probabilities": [
0.7255544662475586,
0.08329562842845917,
0.19114990532398224
]
},
"ODELIA_TRICKS_0109_1_left": {
"prediction": 2,
"probabilities": [
0.10382106900215149,
0.0022891084663569927,
0.893889844417572
]
},
"ODELIA_TRICKS_0121_1_left": {
"prediction": 0,
"probabilities": [
0.9889070987701416,
0.008899289183318615,
0.002193664899095893
]
},
"ODELIA_TRICKS_0136_1_left": {
"prediction": 2,
"probabilities": [
0.11003860086202621,
0.001519202021881938,
0.8884421586990356
]
},
"ODELIA_BRAID1_0158_1_right": {
"prediction": 0,
"probabilities": [
0.9970171451568604,
0.0023287408985197544,
0.0006542284390889108
]
},
"ODELIA_BRAID1_0204_1_right": {
"prediction": 0,
"probabilities": [
0.990267813205719,
0.0020908580627292395,
0.007641300559043884
]
},
"ODELIA_BRAID1_0246_1_right": {
"prediction": 0,
"probabilities": [
0.8489693999290466,
0.07302815467119217,
0.0780024453997612
]
},
"ODELIA_BRAID1_0261_1_right": {
"prediction": 0,
"probabilities": [
0.9992862343788147,
0.0004116593045182526,
0.00030211074044927955
]
},
"ODELIA_BRAID1_0280_1_right": {
"prediction": 0,
"probabilities": [
0.9903918504714966,
0.004332841373980045,
0.0052753835916519165
]
},
"ODELIA_BRAID1_0298_1_right": {
"prediction": 0,
"probabilities": [
0.7062233686447144,
0.25108808279037476,
0.04268857464194298
]
},
"ODELIA_BRAID1_0304_1_right": {
"prediction": 0,
"probabilities": [
0.9334324598312378,
0.018541252240538597,
0.04802630469202995
]
},
"ODELIA_BRAID1_0312_1_right": {
"prediction": 0,
"probabilities": [
0.7020958065986633,
0.003503841580823064,
0.29440030455589294
]
},
"ODELIA_TRICKS_0067_1_right": {
"prediction": 0,
"probabilities": [
0.970983624458313,
0.02248786762356758,
0.006528567988425493
]
},
"ODELIA_TRICKS_0079_1_right": {
"prediction": 0,
"probabilities": [
0.9639254808425903,
0.002874733880162239,
0.03319971263408661
]
},
"ODELIA_TRICKS_0109_1_right": {
"prediction": 2,
"probabilities": [
0.16067808866500854,
2.505883003323106e-06,
0.8393194079399109
]
},
"ODELIA_TRICKS_0121_1_right": {
"prediction": 2,
"probabilities": [
0.22361281514167786,
0.0007682394934818149,
0.7756189107894897
]
},
"ODELIA_TRICKS_0136_1_right": {
"prediction": 0,
"probabilities": [
0.9377369284629822,
0.009914559312164783,
0.052348483353853226
]
},
"ODELIA_BRAID1_0174_1_left": {
"prediction": 0,
"probabilities": [
0.9940568208694458,
0.00500290235504508,
0.0009402824216522276
]
},
"ODELIA_BRAID1_0190_1_left": {
"prediction": 0,
"probabilities": [
0.91043621301651,
0.08499749004840851,
0.004566301126033068
]
},
"ODELIA_BRAID1_0209_1_left": {
"prediction": 0,
"probabilities": [
0.9701188802719116,
0.02354837767779827,
0.006332720164209604
]
},
"ODELIA_BRAID1_0226_1_left": {
"prediction": 1,
"probabilities": [
0.3344729542732239,
0.663209080696106,
0.0023179783020168543
]
},
"ODELIA_BRAID1_0258_1_left": {
"prediction": 0,
"probabilities": [
0.7654439806938171,
0.2194283902645111,
0.015127632766962051
]
},
"ODELIA_BRAID1_0271_1_left": {
"prediction": 0,
"probabilities": [
0.9312334060668945,
0.04407169297337532,
0.024694932624697685
]
},
"ODELIA_BRAID1_0283_1_left": {
"prediction": 0,
"probabilities": [
0.9091529846191406,
0.044936779886484146,
0.04591028019785881
]
},
"ODELIA_BRAID1_0323_1_left": {
"prediction": 0,
"probabilities": [
0.9862587451934814,
0.007612245157361031,
0.006129010114818811
]
},
"ODELIA_TRICKS_0060_1_left": {
"prediction": 2,
"probabilities": [
0.00047323983744718134,
0.001076814136467874,
0.9984499216079712
]
},
"ODELIA_TRICKS_0072_1_left": {
"prediction": 2,
"probabilities": [
0.009346739389002323,
0.00029129377799108624,
0.9903620481491089
]
},
"ODELIA_TRICKS_0085_1_left": {
"prediction": 2,
"probabilities": [
0.0011381632648408413,
0.0003019110590685159,
0.9985600113868713
]
},
"ODELIA_TRICKS_0098_1_left": {
"prediction": 2,
"probabilities": [
0.00020233946270309389,
9.44578005146468e-06,
0.999788224697113
]
},
"ODELIA_BRAID1_0174_1_right": {
"prediction": 0,
"probabilities": [
0.9225397706031799,
0.07385079562664032,
0.0036094356328248978
]
},
"ODELIA_BRAID1_0190_1_right": {
"prediction": 0,
"probabilities": [
0.8040754795074463,
0.10052390396595001,
0.09540063887834549
]
},
"ODELIA_BRAID1_0209_1_right": {
"prediction": 0,
"probabilities": [
0.9634594321250916,
0.00012612197315320373,
0.036414481699466705
]
},
"ODELIA_BRAID1_0226_1_right": {
"prediction": 0,
"probabilities": [
0.5141207575798035,
0.47954803705215454,
0.006331233307719231
]
},
"ODELIA_BRAID1_0258_1_right": {
"prediction": 0,
"probabilities": [
0.997399091720581,
0.0025576245971024036,
4.331097079557367e-05
]
},
"ODELIA_BRAID1_0271_1_right": {
"prediction": 0,
"probabilities": [
0.999761164188385,
5.2738298109034076e-05,
0.00018603898934088647
]
},
"ODELIA_BRAID1_0283_1_right": {
"prediction": 0,
"probabilities": [
0.982258677482605,
0.004981608130037785,
0.012759601697325706
]
},
"ODELIA_BRAID1_0323_1_right": {
"prediction": 0,
"probabilities": [
0.9803866744041443,
0.012500287033617496,
0.007113030180335045
]
},
"ODELIA_TRICKS_0060_1_right": {
"prediction": 2,
"probabilities": [
0.41696861386299133,
5.573938324232586e-05,
0.5829756259918213
]
},
"ODELIA_TRICKS_0072_1_right": {
"prediction": 2,
"probabilities": [
0.19403916597366333,
0.019113870337605476,
0.786846935749054
]
},
"ODELIA_TRICKS_0085_1_right": {
"prediction": 0,
"probabilities": [
0.9584312438964844,
0.035491377115249634,
0.006077355705201626
]
},
"ODELIA_TRICKS_0098_1_right": {
"prediction": 0,
"probabilities": [
0.9853984117507935,
6.327483424684033e-05,
0.014538307674229145
]
},
"204EB5F4_left": {
"prediction": 0,
"probabilities": [
0.9498576521873474,
0.0011146579636260867,
0.049027685075998306
]
},
"6F98B83E_left": {
"prediction": 0,
"probabilities": [
0.8845859169960022,
0.09794590622186661,
0.01746813952922821
]
},
"A93A03CD_left": {
"prediction": 2,
"probabilities": [
0.05949011445045471,
0.06848816573619843,
0.8720217943191528
]
},
"204EB5F4_right": {
"prediction": 2,
"probabilities": [
0.3027611970901489,
1.8158796592615545e-05,
0.6972206830978394
]
},
"6F98B83E_right": {
"prediction": 2,
"probabilities": [
0.1749676614999771,
0.0013637421652674675,
0.8236686587333679
]
},
"A93A03CD_right": {
"prediction": 0,
"probabilities": [
0.9275400042533875,
3.70149573427625e-05,
0.07242289185523987
]
},
"015D3BF9_left": {
"prediction": 2,
"probabilities": [
0.04270065203309059,
0.005373120307922363,
0.9519262313842773
]
},
"4FAECDDA_left": {
"prediction": 1,
"probabilities": [
0.011697323061525822,
0.9873815178871155,
0.0009211661526933312
]
},
"A836F415_left": {
"prediction": 0,
"probabilities": [
0.5245473980903625,
0.025959111750125885,
0.44949349761009216
]
},
"DDB47985_left": {
"prediction": 2,
"probabilities": [
0.0623394139111042,
0.000967949687037617,
0.9366926550865173
]
},
"015D3BF9_right": {
"prediction": 2,
"probabilities": [
0.41228511929512024,
0.03463752567768097,
0.5530773997306824
]
},
"4FAECDDA_right": {
"prediction": 0,
"probabilities": [
0.6916369795799255,
0.23177234828472137,
0.07659070938825607
]
},
"A836F415_right": {
"prediction": 1,
"probabilities": [
0.03190886229276657,
0.5536960363388062,
0.41439512372016907
]
},
"DDB47985_right": {
"prediction": 2,
"probabilities": [
0.13703718781471252,
0.00015719638031441718,
0.8628056645393372
]
},
"UKA_57_left": {
"prediction": 2,
"probabilities": [
0.06033511087298393,
0.3299022316932678,
0.6097627282142639
]
}
}