{
    "ODELIA_BRAID1_0176_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9336710572242737,
            0.05402842536568642,
            0.012300503440201283
        ]
    },
    "ODELIA_BRAID1_0185_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8915398120880127,
            0.07406631857156754,
            0.03439389169216156
        ]
    },
    "ODELIA_BRAID1_0197_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8218872547149658,
            0.0632391944527626,
            0.11487355828285217
        ]
    },
    "ODELIA_BRAID1_0208_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8697710037231445,
            0.11678439378738403,
            0.013444611802697182
        ]
    },
    "ODELIA_BRAID1_0227_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9415643811225891,
            0.0337335430085659,
            0.024702027440071106
        ]
    },
    "ODELIA_BRAID1_0242_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8779072165489197,
            0.11062295734882355,
            0.011469827964901924
        ]
    },
    "ODELIA_BRAID1_0248_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9094212651252747,
            0.039809565991163254,
            0.050769176334142685
        ]
    },
    "ODELIA_BRAID1_0253_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9101915955543518,
            0.04567406326532364,
            0.04413439333438873
        ]
    },
    "ODELIA_BRAID1_0289_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7614580988883972,
            0.0675121620297432,
            0.1710297167301178
        ]
    },
    "ODELIA_BRAID1_0292_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8923673033714294,
            0.06061737984418869,
            0.04701528325676918
        ]
    },
    "ODELIA_BRAID1_0310_1_left": {
        "prediction": 0,
        "probabilities": [
            0.823428213596344,
            0.12334249168634415,
            0.05322928726673126
        ]
    },
    "ODELIA_BRAID1_0329_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9515022039413452,
            0.03394359350204468,
            0.014554143883287907
        ]
    },
    "ODELIA_TRICKS_0075_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8637987375259399,
            0.04198872670531273,
            0.09421247988939285
        ]
    },
    "ODELIA_TRICKS_0081_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8018699288368225,
            0.024262506514787674,
            0.17386753857135773
        ]
    },
    "ODELIA_TRICKS_0096_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7231875658035278,
            0.12992064654827118,
            0.1468917727470398
        ]
    },
    "ODELIA_TRICKS_0108_1_left": {
        "prediction": 2,
        "probabilities": [
            0.25749707221984863,
            0.026809334754943848,
            0.7156935930252075
        ]
    },
    "ODELIA_TRICKS_0137_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7695677876472473,
            0.07910376787185669,
            0.151328444480896
        ]
    },
    "ODELIA_TRICKS_0145_1_left": {
        "prediction": 0,
        "probabilities": [
            0.687476634979248,
            0.05698295682668686,
            0.2555404305458069
        ]
    },
    "ODELIA_BRAID1_0176_1_right": {
        "prediction": 0,
        "probabilities": [
            0.8738519549369812,
            0.12540870904922485,
            0.0007393309497274458
        ]
    },
    "ODELIA_BRAID1_0185_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9658281803131104,
            0.027246661484241486,
            0.0069251637905836105
        ]
    },
    "ODELIA_BRAID1_0197_1_right": {
        "prediction": 0,
        "probabilities": [
            0.8859569430351257,
            0.06936674565076828,
            0.04467632621526718
        ]
    },
    "ODELIA_BRAID1_0208_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9739383459091187,
            0.023591864854097366,
            0.002469681901857257
        ]
    },
    "ODELIA_BRAID1_0158_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9106931686401367,
            0.07316042482852936,
            0.016146356239914894
        ]
    },
    "ODELIA_BRAID1_0188_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9029605388641357,
            0.08091405034065247,
            0.01612543687224388
        ]
    },
    "ODELIA_BRAID1_0220_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9663674831390381,
            0.018289703875780106,
            0.01534273847937584
        ]
    },
    "ODELIA_BRAID1_0238_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8687007427215576,
            0.08625773340463638,
            0.04504146799445152
        ]
    },
    "ODELIA_BRAID1_0261_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7929685115814209,
            0.11766858398914337,
            0.08936286717653275
        ]
    },
    "ODELIA_BRAID1_0264_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9065790772438049,
            0.07908094674348831,
            0.01433999091386795
        ]
    },
    "ODELIA_TRICKS_0079_1_left": {
        "prediction": 2,
        "probabilities": [
            0.3970533609390259,
            0.029727445915341377,
            0.5732191801071167
        ]
    },
    "ODELIA_TRICKS_0095_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7322995662689209,
            0.07635415345430374,
            0.19134622812271118
        ]
    },
    "ODELIA_TRICKS_0123_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7292690277099609,
            0.04087177291512489,
            0.22985920310020447
        ]
    },
    "ODELIA_BRAID1_0158_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9804961085319519,
            0.017453238368034363,
            0.0020506754517555237
        ]
    },
    "ODELIA_BRAID1_0188_1_right": {
        "prediction": 0,
        "probabilities": [
            0.979017972946167,
            0.017004581168293953,
            0.003977433778345585
        ]
    },
    "ODELIA_BRAID1_0220_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9902060627937317,
            0.008155985735356808,
            0.0016379328444600105
        ]
    },
    "ODELIA_BRAID1_0238_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9525209069252014,
            0.043757498264312744,
            0.0037215796764940023
        ]
    },
    "ODELIA_BRAID1_0261_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9813897013664246,
            0.01825333945453167,
            0.00035699212457984686
        ]
    },
    "ODELIA_BRAID1_0264_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9534780383110046,
            0.04571738839149475,
            0.0008046532166190445
        ]
    },
    "ODELIA_TRICKS_0079_1_right": {
        "prediction": 0,
        "probabilities": [
            0.857535719871521,
            0.04901640862226486,
            0.09344782680273056
        ]
    },
    "ODELIA_TRICKS_0095_1_right": {
        "prediction": 0,
        "probabilities": [
            0.8415172100067139,
            0.03556526079773903,
            0.1229175478219986
        ]
    },
    "ODELIA_TRICKS_0123_1_right": {
        "prediction": 0,
        "probabilities": [
            0.7015023231506348,
            0.016741996631026268,
            0.2817556858062744
        ]
    },
    "ODELIA_BRAID1_0205_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9076148867607117,
            0.08111117035150528,
            0.011273926123976707
        ]
    },
    "ODELIA_BRAID1_0222_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8839368224143982,
            0.031514838337898254,
            0.08454833924770355
        ]
    },
    "ODELIA_BRAID1_0268_1_left": {
        "prediction": 0,
        "probabilities": [
            0.859238862991333,
            0.08067463338375092,
            0.06008654832839966
        ]
    },
    "ODELIA_BRAID1_0275_1_left": {
        "prediction": 0,
        "probabilities": [
            0.884423017501831,
            0.07812312245368958,
            0.03745387867093086
        ]
    },
    "ODELIA_BRAID1_0283_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7050819396972656,
            0.06949978321790695,
            0.2254183143377304
        ]
    },
    "ODELIA_BRAID1_0296_1_left": {
        "prediction": 0,
        "probabilities": [
            0.8343906402587891,
            0.13926897943019867,
            0.026340361684560776
        ]
    },
    "ODELIA_BRAID1_0317_1_left": {
        "prediction": 0,
        "probabilities": [
            0.7171148657798767,
            0.11730233579874039,
            0.1655828207731247
        ]
    },
    "ODELIA_BRAID1_0323_1_left": {
        "prediction": 0,
        "probabilities": [
            0.9258087873458862,
            0.036402784287929535,
            0.03778839483857155
        ]
    },
    "ODELIA_TRICKS_0060_1_left": {
        "prediction": 2,
        "probabilities": [
            0.06447795778512955,
            0.009591838344931602,
            0.9259302020072937
        ]
    },
    "ODELIA_TRICKS_0072_1_left": {
        "prediction": 2,
        "probabilities": [
            0.3280496895313263,
            0.016464661806821823,
            0.6554856300354004
        ]
    },
    "ODELIA_TRICKS_0107_1_left": {
        "prediction": 0,
        "probabilities": [
            0.601262092590332,
            0.028174452483654022,
            0.37056341767311096
        ]
    },
    "ODELIA_TRICKS_0126_1_left": {
        "prediction": 0,
        "probabilities": [
            0.6779123544692993,
            0.19825288653373718,
            0.1238347738981247
        ]
    },
    "ODELIA_TRICKS_0139_1_left": {
        "prediction": 0,
        "probabilities": [
            0.5930793285369873,
            0.03196768835186958,
            0.3749530017375946
        ]
    },
    "ODELIA_BRAID1_0205_1_right": {
        "prediction": 0,
        "probabilities": [
            0.8920329213142395,
            0.10682275146245956,
            0.0011443364201113582
        ]
    },
    "ODELIA_BRAID1_0222_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9883065819740295,
            0.006047120317816734,
            0.0056462958455085754
        ]
    },
    "ODELIA_BRAID1_0268_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9631029963493347,
            0.03057568334043026,
            0.00632120855152607
        ]
    },
    "ODELIA_BRAID1_0275_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9638640284538269,
            0.025499442592263222,
            0.010636541992425919
        ]
    },
    "ODELIA_BRAID1_0283_1_right": {
        "prediction": 0,
        "probabilities": [
            0.8610617518424988,
            0.06504859030246735,
            0.07388967275619507
        ]
    },
    "ODELIA_BRAID1_0296_1_right": {
        "prediction": 0,
        "probabilities": [
            0.855432391166687,
            0.142526775598526,
            0.002040882594883442
        ]
    },
    "ODELIA_BRAID1_0317_1_right": {
        "prediction": 0,
        "probabilities": [
            0.8099650740623474,
            0.04782485589385033,
            0.14221011102199554
        ]
    },
    "ODELIA_BRAID1_0323_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9392052292823792,
            0.0588887482881546,
            0.0019060504855588078
        ]
    },
    "ODELIA_TRICKS_0060_1_right": {
        "prediction": 0,
        "probabilities": [
            0.8981658816337585,
            0.032107383012771606,
            0.06972670555114746
        ]
    },
    "ODELIA_TRICKS_0072_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9127999544143677,
            0.07806704193353653,
            0.009132998064160347
        ]
    },
    "ODELIA_TRICKS_0107_1_right": {
        "prediction": 0,
        "probabilities": [
            0.9669165015220642,
            0.015449521131813526,
            0.017633996903896332
        ]
    },
    "ODELIA_TRICKS_0126_1_right": {
        "prediction": 0,
        "probabilities": [
            0.882645845413208,
            0.09553732722997665,
            0.021816903725266457
        ]
    },
    "ODELIA_TRICKS_0139_1_right": {
        "prediction": 0,
        "probabilities": [
            0.5556075572967529,
            0.07843160629272461,
            0.3659607768058777
        ]
    },
    "204EB5F4_left": {
        "prediction": 0,
        "probabilities": [
            0.908801257610321,
            0.021827859804034233,
            0.06937088817358017
        ]
    },
    "5CA3B666_left": {
        "prediction": 0,
        "probabilities": [
            0.5165902972221375,
            0.07800805568695068,
            0.40540164709091187
        ]
    },
    "79FAE873_left": {
        "prediction": 0,
        "probabilities": [
            0.5477904081344604,
            0.0612710602581501,
            0.39093852043151855
        ]
    },
    "8FB70449_left": {
        "prediction": 0,
        "probabilities": [
            0.5912414193153381,
            0.05766620486974716,
            0.3510924279689789
        ]
    },
    "9C5093A5_left": {
        "prediction": 0,
        "probabilities": [
            0.8434241414070129,
            0.11065556108951569,
            0.04592028632760048
        ]
    },
    "E59C62A7_left": {
        "prediction": 0,
        "probabilities": [
            0.6064882874488831,
            0.061542809009552,
            0.33196890354156494
        ]
    },
    "F4F2A8A8_left": {
        "prediction": 0,
        "probabilities": [
            0.6341924667358398,
            0.021518273279070854,
            0.34428927302360535
        ]
    },
    "204EB5F4_right": {
        "prediction": 0,
        "probabilities": [
            0.8685268759727478,
            0.0030922209843993187,
            0.1283809244632721
        ]
    },
    "5CA3B666_right": {
        "prediction": 0,
        "probabilities": [
            0.9325253367424011,
            0.02533401921391487,
            0.04214068129658699
        ]
    },
    "79FAE873_right": {
        "prediction": 0,
        "probabilities": [
            0.9552006125450134,
            0.01372668705880642,
            0.03107277676463127
        ]
    },
    "8FB70449_right": {
        "prediction": 0,
        "probabilities": [
            0.8791422843933105,
            0.053765084594488144,
            0.06709259003400803
        ]
    },
    "9C5093A5_right": {
        "prediction": 0,
        "probabilities": [
            0.9423742890357971,
            0.03176221251487732,
            0.025863513350486755
        ]
    },
    "E59C62A7_right": {
        "prediction": 0,
        "probabilities": [
            0.7418656349182129,
            0.031557414680719376,
            0.22657692432403564
        ]
    },
    "F4F2A8A8_right": {
        "prediction": 0,
        "probabilities": [
            0.9465717673301697,
            0.012057393789291382,
            0.04137082397937775
        ]
    },
    "4FAECDDA_left": {
        "prediction": 0,
        "probabilities": [
            0.5635321140289307,
            0.06912132352590561,
            0.3673466145992279
        ]
    },
    "4FAECDDA_right": {
        "prediction": 0,
        "probabilities": [
            0.806218683719635,
            0.03439880907535553,
            0.15938249230384827
        ]
    }
}