|
1234567891011121314151617181920212223242526272829303132333435363738394041424344454647484950515253545556575859606162 |
- {
- "00": {
- "mean_val": 0.0009739127941429615,
- "std_val": 0.5314764261245728
- },
- "01": {
- "mean_val": 0.46153217256069184,
- "std_val": 0.7191255629062653
- },
- "02": {
- "mean_val": 0.29199431985616686,
- "std_val": 0.7220630288124085
- },
- "03": {
- "mean_val": 0.33343668580055236,
- "std_val": 0.5767290353775024
- },
- "04": {
- "mean_val": 0.218064521253109,
- "std_val": 0.5959844827651978
- },
- "05": {
- "mean_val": 0.18604852110147477,
- "std_val": 0.558800458908081
- },
- "06": {
- "mean_val": 0.22389721274375915,
- "std_val": 0.6452812850475311
- },
- "07": {
- "mean_val": -0.09157774895429611,
- "std_val": 1.0858253061771392
- },
- "08": {
- "mean_val": -0.045120977237820624,
- "std_val": 0.6651732742786407
- },
- "09": {
- "mean_val": 0.08461952535435557,
- "std_val": 0.670553731918335
- },
- "10": {
- "mean_val": -0.03910434106364846,
- "std_val": 0.665828937292099
- },
- "11": {
- "mean_val": 0.02903309902176261,
- "std_val": 0.5030718982219696
- },
- "12": {
- "mean_val": 0.22357304841279985,
- "std_val": 0.5448532164096832
- },
- "13": {
- "mean_val": 0.1572735294699669,
- "std_val": 0.5102830111980439
- },
- "14": {
- "mean_val": 0.16023400127887727,
- "std_val": 0.6309724390506745
- }
- }
|