{ "ODELIA_BRAID1_0186_1_left": { "prediction": 0, "probabilities": [ 0.6255093812942505, 0.17222264409065247, 0.20226797461509705 ] }, "ODELIA_BRAID1_0198_1_left": { "prediction": 0, "probabilities": [ 0.3976799249649048, 0.2650723457336426, 0.33724769949913025 ] }, "ODELIA_BRAID1_0218_1_left": { "prediction": 0, "probabilities": [ 0.5640690922737122, 0.1958143264055252, 0.24011652171611786 ] }, "ODELIA_BRAID1_0234_1_left": { "prediction": 0, "probabilities": [ 0.4428316652774811, 0.22509437799453735, 0.33207395672798157 ] }, "ODELIA_BRAID1_0235_1_left": { "prediction": 0, "probabilities": [ 0.4494568109512329, 0.2395743876695633, 0.3109688460826874 ] }, "ODELIA_BRAID1_0245_1_left": { "prediction": 0, "probabilities": [ 0.4193814694881439, 0.24644021689891815, 0.3341783285140991 ] }, "ODELIA_BRAID1_0260_1_left": { "prediction": 0, "probabilities": [ 0.448832243680954, 0.26018089056015015, 0.29098689556121826 ] }, "ODELIA_BRAID1_0293_1_left": { "prediction": 0, "probabilities": [ 0.5360932946205139, 0.20876049995422363, 0.25514617562294006 ] }, "ODELIA_BRAID1_0318_1_left": { "prediction": 0, "probabilities": [ 0.4502997100353241, 0.24833814799785614, 0.30136215686798096 ] }, "ODELIA_BRAID1_0777_1_left": { "prediction": 0, "probabilities": [ 0.5478848218917847, 0.2183663547039032, 0.23374877870082855 ] }, "ODELIA_TRICKS_0096_1_left": { "prediction": 0, "probabilities": [ 0.5702415704727173, 0.20327848196029663, 0.22647997736930847 ] }, "ODELIA_TRICKS_0116_1_left": { "prediction": 0, "probabilities": [ 0.41428735852241516, 0.2427232563495636, 0.34298935532569885 ] }, "ODELIA_TRICKS_0128_1_left": { "prediction": 0, "probabilities": [ 0.5900857448577881, 0.1870783120393753, 0.2228359580039978 ] }, "ODELIA_TRICKS_0135_1_left": { "prediction": 0, "probabilities": [ 0.4990363121032715, 0.2750348448753357, 0.22592876851558685 ] }, "ODELIA_TRICKS_0143_1_left": { "prediction": 0, "probabilities": [ 0.6344403028488159, 0.15996600687503815, 0.20559372007846832 ] }, "ODELIA_BRAID1_0186_1_right": { "prediction": 0, "probabilities": [ 0.4976039230823517, 0.22886186838150024, 0.27353426814079285 ] }, "ODELIA_BRAID1_0198_1_right": { "prediction": 0, "probabilities": [ 0.5428584814071655, 0.19576673209667206, 0.2613748013973236 ] }, "ODELIA_BRAID1_0218_1_right": { "prediction": 0, "probabilities": [ 0.4435529410839081, 0.2874484956264496, 0.26899853348731995 ] }, "ODELIA_BRAID1_0158_1_left": { "prediction": 0, "probabilities": [ 0.42055681347846985, 0.2827635407447815, 0.29667967557907104 ] }, "ODELIA_BRAID1_0204_1_left": { "prediction": 0, "probabilities": [ 0.5836714506149292, 0.20421217381954193, 0.21211637556552887 ] }, "ODELIA_BRAID1_0246_1_left": { "prediction": 0, "probabilities": [ 0.5056535005569458, 0.2467615157365799, 0.24758495390415192 ] }, "ODELIA_BRAID1_0261_1_left": { "prediction": 0, "probabilities": [ 0.5608468651771545, 0.2276860922574997, 0.2114669680595398 ] }, "ODELIA_BRAID1_0280_1_left": { "prediction": 0, "probabilities": [ 0.5217081308364868, 0.1998755931854248, 0.278416246175766 ] }, "ODELIA_BRAID1_0298_1_left": { "prediction": 0, "probabilities": [ 0.4787103533744812, 0.21538415551185608, 0.30590543150901794 ] }, "ODELIA_BRAID1_0304_1_left": { "prediction": 0, "probabilities": [ 0.4864203631877899, 0.2137478142976761, 0.2998318672180176 ] }, "ODELIA_BRAID1_0312_1_left": { "prediction": 0, "probabilities": [ 0.49199122190475464, 0.25182780623435974, 0.2561809718608856 ] }, "ODELIA_TRICKS_0067_1_left": { "prediction": 0, "probabilities": [ 0.5079984068870544, 0.2226250320672989, 0.26937663555145264 ] }, "ODELIA_TRICKS_0079_1_left": { "prediction": 0, "probabilities": [ 0.4729199707508087, 0.24727603793144226, 0.279803991317749 ] }, "ODELIA_TRICKS_0109_1_left": { "prediction": 0, "probabilities": [ 0.4656714200973511, 0.21324147284030914, 0.3210870623588562 ] }, "ODELIA_TRICKS_0121_1_left": { "prediction": 0, "probabilities": [ 0.4761136472225189, 0.23823191225528717, 0.2856543958187103 ] }, "ODELIA_TRICKS_0136_1_left": { "prediction": 0, "probabilities": [ 0.5796502232551575, 0.1772996336221695, 0.24305012822151184 ] }, "ODELIA_BRAID1_0158_1_right": { "prediction": 0, "probabilities": [ 0.5467222332954407, 0.19925090670585632, 0.2540269196033478 ] }, "ODELIA_BRAID1_0204_1_right": { "prediction": 0, "probabilities": [ 0.42091047763824463, 0.3002292811870575, 0.27886027097702026 ] }, "ODELIA_BRAID1_0246_1_right": { "prediction": 0, "probabilities": [ 0.5371677279472351, 0.23271404206752777, 0.23011821508407593 ] }, "ODELIA_BRAID1_0261_1_right": { "prediction": 0, "probabilities": [ 0.5655168890953064, 0.19272935390472412, 0.24175380170345306 ] }, "ODELIA_BRAID1_0280_1_right": { "prediction": 0, "probabilities": [ 0.45727038383483887, 0.26267218589782715, 0.2800573408603668 ] }, "ODELIA_BRAID1_0298_1_right": { "prediction": 0, "probabilities": [ 0.5438012480735779, 0.19710202515125275, 0.25909680128097534 ] }, "ODELIA_BRAID1_0304_1_right": { "prediction": 0, "probabilities": [ 0.5420480370521545, 0.21734607219696045, 0.240605890750885 ] }, "ODELIA_BRAID1_0312_1_right": { "prediction": 0, "probabilities": [ 0.593887209892273, 0.203575998544693, 0.20253685116767883 ] }, "ODELIA_TRICKS_0067_1_right": { "prediction": 0, "probabilities": [ 0.517435610294342, 0.24472828209400177, 0.237836092710495 ] }, "ODELIA_TRICKS_0079_1_right": { "prediction": 0, "probabilities": [ 0.4455259144306183, 0.28855064511299133, 0.2659233808517456 ] }, "ODELIA_TRICKS_0109_1_right": { "prediction": 0, "probabilities": [ 0.4623463451862335, 0.22523795068264008, 0.3124156892299652 ] }, "ODELIA_TRICKS_0121_1_right": { "prediction": 0, "probabilities": [ 0.5481643080711365, 0.17909228801727295, 0.2727433443069458 ] }, "ODELIA_TRICKS_0136_1_right": { "prediction": 0, "probabilities": [ 0.39675530791282654, 0.2837129533290863, 0.31953176856040955 ] }, "ODELIA_BRAID1_0174_1_left": { "prediction": 0, "probabilities": [ 0.527529776096344, 0.21145381033420563, 0.26101645827293396 ] }, "ODELIA_BRAID1_0190_1_left": { "prediction": 0, "probabilities": [ 0.4934041202068329, 0.20410515367984772, 0.3024906516075134 ] }, "ODELIA_BRAID1_0209_1_left": { "prediction": 0, "probabilities": [ 0.5543196797370911, 0.20845352113246918, 0.23722676932811737 ] }, "ODELIA_BRAID1_0226_1_left": { "prediction": 0, "probabilities": [ 0.4654485583305359, 0.2416078895330429, 0.2929436266422272 ] }, "ODELIA_BRAID1_0258_1_left": { "prediction": 0, "probabilities": [ 0.46889838576316833, 0.23330576717853546, 0.2977958917617798 ] }, "ODELIA_BRAID1_0271_1_left": { "prediction": 0, "probabilities": [ 0.5144049525260925, 0.1851203441619873, 0.3004746735095978 ] }, "ODELIA_BRAID1_0283_1_left": { "prediction": 0, "probabilities": [ 0.6067662835121155, 0.19897644221782684, 0.19425725936889648 ] }, "ODELIA_BRAID1_0323_1_left": { "prediction": 0, "probabilities": [ 0.5411412119865417, 0.22258393466472626, 0.2362748235464096 ] }, "ODELIA_TRICKS_0060_1_left": { "prediction": 0, "probabilities": [ 0.5165122151374817, 0.22045841813087463, 0.2630293071269989 ] }, "ODELIA_TRICKS_0072_1_left": { "prediction": 0, "probabilities": [ 0.446004182100296, 0.27556803822517395, 0.27842774987220764 ] }, "ODELIA_TRICKS_0085_1_left": { "prediction": 0, "probabilities": [ 0.5287856459617615, 0.23837365210056305, 0.23284073173999786 ] }, "ODELIA_TRICKS_0098_1_left": { "prediction": 0, "probabilities": [ 0.4382633566856384, 0.22030065953731537, 0.341435968875885 ] }, "ODELIA_BRAID1_0174_1_right": { "prediction": 0, "probabilities": [ 0.5050985813140869, 0.2384198158979416, 0.2564815878868103 ] }, "ODELIA_BRAID1_0190_1_right": { "prediction": 0, "probabilities": [ 0.6263182163238525, 0.16842854022979736, 0.2052532136440277 ] }, "ODELIA_BRAID1_0209_1_right": { "prediction": 0, "probabilities": [ 0.4754692614078522, 0.2831750512123108, 0.24135567247867584 ] }, "ODELIA_BRAID1_0226_1_right": { "prediction": 0, "probabilities": [ 0.5174292922019958, 0.1994064897298813, 0.28316423296928406 ] }, "ODELIA_BRAID1_0258_1_right": { "prediction": 0, "probabilities": [ 0.532926082611084, 0.1884697675704956, 0.2786041498184204 ] }, "ODELIA_BRAID1_0271_1_right": { "prediction": 0, "probabilities": [ 0.5277664661407471, 0.2156444489955902, 0.2565891444683075 ] }, "ODELIA_BRAID1_0283_1_right": { "prediction": 0, "probabilities": [ 0.6171258091926575, 0.1653384268283844, 0.21753571927547455 ] }, "ODELIA_BRAID1_0323_1_right": { "prediction": 0, "probabilities": [ 0.5195950269699097, 0.23999802768230438, 0.24040693044662476 ] }, "ODELIA_TRICKS_0060_1_right": { "prediction": 0, "probabilities": [ 0.5273264646530151, 0.224614679813385, 0.24805882573127747 ] }, "ODELIA_TRICKS_0072_1_right": { "prediction": 0, "probabilities": [ 0.5405330657958984, 0.19793586432933807, 0.26153114438056946 ] }, "ODELIA_TRICKS_0085_1_right": { "prediction": 0, "probabilities": [ 0.6261849403381348, 0.1727863848209381, 0.2010287493467331 ] }, "ODELIA_TRICKS_0098_1_right": { "prediction": 0, "probabilities": [ 0.4864226281642914, 0.2606653571128845, 0.2529120445251465 ] }, "204EB5F4_left": { "prediction": 0, "probabilities": [ 0.45509690046310425, 0.2502848505973816, 0.29461830854415894 ] }, "6F98B83E_left": { "prediction": 0, "probabilities": [ 0.3817013204097748, 0.3104129731655121, 0.30788567662239075 ] }, "A93A03CD_left": { "prediction": 0, "probabilities": [ 0.5488203167915344, 0.20920687913894653, 0.24197281897068024 ] }, "204EB5F4_right": { "prediction": 0, "probabilities": [ 0.44936734437942505, 0.25119635462760925, 0.2994363009929657 ] }, "6F98B83E_right": { "prediction": 0, "probabilities": [ 0.5583463311195374, 0.2063097208738327, 0.23534387350082397 ] }, "A93A03CD_right": { "prediction": 0, "probabilities": [ 0.6304702162742615, 0.19961199164390564, 0.1699177473783493 ] }, "015D3BF9_left": { "prediction": 0, "probabilities": [ 0.43279892206192017, 0.2692667245864868, 0.2979343831539154 ] }, "4FAECDDA_left": { "prediction": 0, "probabilities": [ 0.5435130000114441, 0.2031041979789734, 0.2533828020095825 ] }, "A836F415_left": { "prediction": 0, "probabilities": [ 0.5118777751922607, 0.24846048653125763, 0.23966172337532043 ] }, "DDB47985_left": { "prediction": 0, "probabilities": [ 0.6256301403045654, 0.19213078916072845, 0.1822391152381897 ] }, "015D3BF9_right": { "prediction": 0, "probabilities": [ 0.6184961795806885, 0.19778341054916382, 0.18372046947479248 ] }, "4FAECDDA_right": { "prediction": 0, "probabilities": [ 0.4561179280281067, 0.20527632534503937, 0.338605672121048 ] }, "A836F415_right": { "prediction": 0, "probabilities": [ 0.6087028384208679, 0.1962808221578598, 0.19501635432243347 ] }, "DDB47985_right": { "prediction": 0, "probabilities": [ 0.5206950902938843, 0.20111845433712006, 0.27818650007247925 ] }, "UKA_57_left": { "prediction": 0, "probabilities": [ 0.5458423495292664, 0.21518254280090332, 0.23897509276866913 ] } }