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global_step,train_loss,pearson_corr,spearman_corr,rmse,eval_loss
150,0.20297914743423462,0.2713325073788149,0.27547686717606296,0.31804183,0.10115060769021511
300,0.07686631381511688,0.33808248973514765,0.33088958713071986,0.29122138,0.08480989374220371
400,0.19420848786830902,0.38218916544596604,0.3704080720114251,0.2637159,0.06954607553780079
450,0.08565299212932587,0.42869434566150244,0.4273003807751251,0.2626545,0.06898739328607917
600,0.14497166872024536,0.4640760676684605,0.45406482964730444,0.30528307,0.09319774992763996
750,0.1390807032585144,0.48917902057196383,0.4885115066703009,0.25354716,0.0642861626110971
800,0.06937111914157867,0.5183971546341536,0.5170278827707675,0.2663255,0.07092927861958742
900,0.0312935933470726,0.5173429467000246,0.514831119331251,0.29886436,0.08931990154087543
1050,0.057913538068532944,0.5441922265940558,0.5389666894613764,0.2525119,0.06376224616542459
1200,0.010518691502511501,0.56280131242694,0.5535515055229148,0.2608486,0.0680419928394258
1200,0.010518691502511501,0.56280131242694,0.5535515055229148,0.2608486,0.0680419928394258
1350,0.06363025307655334,0.5720409441570182,0.5616604063448026,0.23991315,0.05755831254646182
1500,0.02799121104180813,0.5914549499647666,0.5814599770609304,0.23393318,0.054724725894629955
1600,0.03193620964884758,0.5921610550175695,0.5830850199206721,0.23996754,0.05758441984653473
1650,0.06491629779338837,0.5977932831804118,0.5894502230110549,0.24288404,0.05899265129119158
1800,0.02845623902976513,0.5979106785866751,0.5872540958965271,0.2468491,0.060934482142329216
1950,0.044149164110422134,0.6044334136378675,0.5958223566703529,0.25661463,0.06585106858983636
2000,0.03457597643136978,0.6045604323237261,0.5963465092798893,0.25313112,0.06407535029575229
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