AbstractPhil commited on
Commit
0ce6e9b
·
verified ·
1 Parent(s): 2d53962

Upload weights - GeoFractalDavid-Basin-k50 - Run 20251016_011725 - Acc 70.99%

Browse files
weights/GeoFractalDavid-Basin-k50/20251016_011725/README.md CHANGED
@@ -23,7 +23,7 @@ model-index:
23
  type: imagenet-1k
24
  metrics:
25
  - type: accuracy
26
- value: 70.22
27
  name: Validation Accuracy
28
  ---
29
 
@@ -34,17 +34,17 @@ Features must "fit" geometric signatures: k-simplex shapes, Cantor positions, an
34
 
35
  ## 🎯 Performance
36
 
37
- - **Best Validation Accuracy**: 70.22%
38
- - **Epoch**: 6/10
39
- - **Training Time**: 12m
40
 
41
  ### Per-Scale Performance
42
- - **Scale 448D**: 58.89%
43
- - **Scale 512D**: 58.12%
44
- - **Scale 576D**: 67.32%
45
- - **Scale 640D**: 56.80%
46
- - **Scale 704D**: 62.28%
47
- - **Scale 768D**: 52.94%
48
 
49
 
50
  ## 🏗️ Architecture
@@ -72,8 +72,8 @@ Each scale learns to weight these components differently.
72
  The alpha parameter controls middle-interval weighting in the Cantor staircase.
73
 
74
  - **Initial**: 0.3301
75
- - **Final**: 0.0000
76
- - **Change**: -0.3300
77
  - **Converged to 0.5**: False
78
 
79
  The Cantor staircase uses soft triadic decomposition with learnable alpha to map
@@ -85,34 +85,34 @@ Each class has a learned scalar Cantor prototype. The model pulls features towar
85
  their class's Cantor position.
86
 
87
  **Scale 448D**:
88
- - Mean: 0.0428
89
- - Std: 0.0793
90
- - Range: [-0.1109, 0.2148]
91
 
92
  **Scale 512D**:
93
- - Mean: 0.0428
94
- - Std: 0.0793
95
- - Range: [-0.1107, 0.2148]
96
 
97
  **Scale 576D**:
98
- - Mean: 0.0434
99
- - Std: 0.0794
100
- - Range: [-0.1107, 0.2185]
101
 
102
  **Scale 640D**:
103
- - Mean: 0.0427
104
- - Std: 0.0793
105
- - Range: [-0.1109, 0.2145]
106
 
107
  **Scale 704D**:
108
- - Mean: 0.0433
109
- - Std: 0.0794
110
- - Range: [-0.1107, 0.2177]
111
 
112
  **Scale 768D**:
113
- - Mean: 0.0429
114
- - Std: 0.0793
115
- - Range: [-0.1106, 0.2144]
116
 
117
 
118
  Most classes cluster around 0.5 (middle Cantor region), with smooth spread across [0,1].
@@ -122,12 +122,12 @@ This creates a continuous manifold rather than discrete bins.
122
 
123
  Each scale learns optimal weights for combining geometric components:
124
 
125
- **Scale 448D**: Feature=0.667, Cantor=0.032, Crystal=0.301
126
- **Scale 512D**: Feature=0.565, Cantor=0.034, Crystal=0.401
127
- **Scale 576D**: Feature=0.983, Cantor=0.002, Crystal=0.015
128
- **Scale 640D**: Feature=0.501, Cantor=0.034, Crystal=0.466
129
- **Scale 704D**: Feature=0.889, Cantor=0.003, Crystal=0.109
130
- **Scale 768D**: Feature=0.547, Cantor=0.019, Crystal=0.434
131
 
132
 
133
  **Pattern**: Lower scales rely on feature similarity, higher scales use crystal geometry.
 
23
  type: imagenet-1k
24
  metrics:
25
  - type: accuracy
26
+ value: 70.99
27
  name: Validation Accuracy
28
  ---
29
 
 
34
 
35
  ## 🎯 Performance
36
 
37
+ - **Best Validation Accuracy**: 70.99%
38
+ - **Epoch**: 8/10
39
+ - **Training Time**: 17m
40
 
41
  ### Per-Scale Performance
42
+ - **Scale 448D**: 55.36%
43
+ - **Scale 512D**: 53.71%
44
+ - **Scale 576D**: 68.07%
45
+ - **Scale 640D**: 51.45%
46
+ - **Scale 704D**: 62.92%
47
+ - **Scale 768D**: 47.41%
48
 
49
 
50
  ## 🏗️ Architecture
 
72
  The alpha parameter controls middle-interval weighting in the Cantor staircase.
73
 
74
  - **Initial**: 0.3301
75
+ - **Final**: -0.0509
76
+ - **Change**: -0.3810
77
  - **Converged to 0.5**: False
78
 
79
  The Cantor staircase uses soft triadic decomposition with learnable alpha to map
 
85
  their class's Cantor position.
86
 
87
  **Scale 448D**:
88
+ - Mean: 0.0278
89
+ - Std: 0.0780
90
+ - Range: [-0.1270, 0.1944]
91
 
92
  **Scale 512D**:
93
+ - Mean: 0.0277
94
+ - Std: 0.0780
95
+ - Range: [-0.1269, 0.1945]
96
 
97
  **Scale 576D**:
98
+ - Mean: 0.0279
99
+ - Std: 0.0781
100
+ - Range: [-0.1267, 0.1947]
101
 
102
  **Scale 640D**:
103
+ - Mean: 0.0277
104
+ - Std: 0.0780
105
+ - Range: [-0.1273, 0.1942]
106
 
107
  **Scale 704D**:
108
+ - Mean: 0.0279
109
+ - Std: 0.0781
110
+ - Range: [-0.1266, 0.1946]
111
 
112
  **Scale 768D**:
113
+ - Mean: 0.0277
114
+ - Std: 0.0780
115
+ - Range: [-0.1271, 0.1944]
116
 
117
 
118
  Most classes cluster around 0.5 (middle Cantor region), with smooth spread across [0,1].
 
122
 
123
  Each scale learns optimal weights for combining geometric components:
124
 
125
+ **Scale 448D**: Feature=0.644, Cantor=0.025, Crystal=0.331
126
+ **Scale 512D**: Feature=0.518, Cantor=0.026, Crystal=0.456
127
+ **Scale 576D**: Feature=0.990, Cantor=0.001, Crystal=0.009
128
+ **Scale 640D**: Feature=0.444, Cantor=0.026, Crystal=0.530
129
+ **Scale 704D**: Feature=0.883, Cantor=0.002, Crystal=0.115
130
+ **Scale 768D**: Feature=0.459, Cantor=0.014, Crystal=0.527
131
 
132
 
133
  **Pattern**: Lower scales rely on feature similarity, higher scales use crystal geometry.
weights/GeoFractalDavid-Basin-k50/20251016_011725/model.safetensors CHANGED
@@ -1,3 +1,3 @@
1
  version https://git-lfs.github.com/spec/v1
2
- oid sha256:0e5c96a2548dc5b87ccf98c277291504158f6e24faeabd4eaab2521d90ca37d5
3
  size 777585564
 
1
  version https://git-lfs.github.com/spec/v1
2
+ oid sha256:57e5ed5333623cc1ffa3470d01b0ef80b5a7442e8af5f42800422e04ba98e9a0
3
  size 777585564
weights/GeoFractalDavid-Basin-k50/20251016_011725/model_metadata.json CHANGED
@@ -1,20 +1,20 @@
1
  {
2
- "epoch": 5,
3
  "metrics": {
4
- "val_acc": 70.216,
5
- "train_acc": 72.25490509824246,
6
  "scale_accuracies": {
7
- "448": 58.886,
8
- "512": 58.122,
9
- "576": 67.318,
10
- "640": 56.802,
11
- "704": 62.28,
12
- "768": 52.938
13
  },
14
- "best_val_acc": 70.216,
15
- "best_epoch": 5,
16
- "final_train_acc": 72.25490509824246,
17
- "training_time": "12m"
18
  },
19
  "config": {
20
  "name": "geofractal_david_basin",
@@ -70,91 +70,91 @@
70
  "alpha_summary": {
71
  "global": {
72
  "initial": 0.3300742506980896,
73
- "final": 2.545460120018106e-05,
74
- "change": -0.3300487960968894,
75
  "converged_to_0.5": false
76
  }
77
  },
78
  "cantor_prototypes": {
79
  "448": {
80
- "final_mean": 0.042762260884046555,
81
- "final_std": 0.07931551337242126,
82
  "final_range": [
83
- -0.1108512282371521,
84
- 0.21481665968894958
85
  ]
86
  },
87
  "512": {
88
- "final_mean": 0.04279343783855438,
89
- "final_std": 0.07933565974235535,
90
  "final_range": [
91
- -0.11072220653295517,
92
- 0.21480081975460052
93
  ]
94
  },
95
  "576": {
96
- "final_mean": 0.043397486209869385,
97
- "final_std": 0.07935858517885208,
98
  "final_range": [
99
- -0.11072465032339096,
100
- 0.21851857006549835
101
  ]
102
  },
103
  "640": {
104
- "final_mean": 0.042745038866996765,
105
- "final_std": 0.07932347804307938,
106
  "final_range": [
107
- -0.11088680475950241,
108
- 0.21453329920768738
109
  ]
110
  },
111
  "704": {
112
- "final_mean": 0.04327341169118881,
113
- "final_std": 0.07936613261699677,
114
  "final_range": [
115
- -0.11067555844783783,
116
- 0.21772827208042145
117
  ]
118
  },
119
  "768": {
120
- "final_mean": 0.04286647215485573,
121
- "final_std": 0.07930879294872284,
122
  "final_range": [
123
- -0.11062687635421753,
124
- 0.2144271284341812
125
  ]
126
  }
127
  },
128
  "geo_weights": {
129
  "448": {
130
- "feature": 0.6670637130737305,
131
- "cantor": 0.03181590884923935,
132
- "crystal": 0.3011203408241272
133
  },
134
  "512": {
135
- "feature": 0.5650678277015686,
136
- "cantor": 0.03350761905312538,
137
- "crystal": 0.4014245569705963
138
  },
139
  "576": {
140
- "feature": 0.9830202460289001,
141
- "cantor": 0.002135117072612047,
142
- "crystal": 0.014844655059278011
143
  },
144
  "640": {
145
- "feature": 0.5009648203849792,
146
- "cantor": 0.03351101279258728,
147
- "crystal": 0.4655241370201111
148
  },
149
  "704": {
150
- "feature": 0.888731837272644,
151
- "cantor": 0.0026957488153129816,
152
- "crystal": 0.10857238620519638
153
  },
154
  "768": {
155
- "feature": 0.5473265051841736,
156
- "cantor": 0.018622342497110367,
157
- "crystal": 0.43405112624168396
158
  }
159
  },
160
  "training_history": {
@@ -164,7 +164,9 @@
164
  3,
165
  4,
166
  5,
167
- 6
 
 
168
  ],
169
  "train_loss": [
170
  2.1792692034579693,
@@ -172,7 +174,9 @@
172
  1.5840897431579262,
173
  1.5017339506278784,
174
  1.4448724575697804,
175
- 1.4062125544768933
 
 
176
  ],
177
  "train_acc": [
178
  61.40464123724698,
@@ -180,7 +184,9 @@
180
  69.98689476079231,
181
  70.78202919681821,
182
  71.53150213828486,
183
- 72.25490509824246
 
 
184
  ],
185
  "val_acc": [
186
  66.078,
@@ -188,7 +194,9 @@
188
  68.408,
189
  68.82,
190
  69.656,
191
- 70.216
 
 
192
  ],
193
  "lr": [
194
  0.001,
@@ -196,7 +204,9 @@
196
  0.0009046039886902864,
197
  0.0007940987335200905,
198
  0.0006548539886902864,
199
- 0.0005005000000000001
 
 
200
  ]
201
  }
202
  }
 
1
  {
2
+ "epoch": 7,
3
  "metrics": {
4
+ "val_acc": 70.986,
5
+ "train_acc": 73.44819215605771,
6
  "scale_accuracies": {
7
+ "448": 55.358,
8
+ "512": 53.714,
9
+ "576": 68.07,
10
+ "640": 51.448,
11
+ "704": 62.922,
12
+ "768": 47.412
13
  },
14
+ "best_val_acc": 70.986,
15
+ "best_epoch": 7,
16
+ "final_train_acc": 73.44819215605771,
17
+ "training_time": "17m"
18
  },
19
  "config": {
20
  "name": "geofractal_david_basin",
 
70
  "alpha_summary": {
71
  "global": {
72
  "initial": 0.3300742506980896,
73
+ "final": -0.05092325434088707,
74
+ "change": -0.38099750503897667,
75
  "converged_to_0.5": false
76
  }
77
  },
78
  "cantor_prototypes": {
79
  "448": {
80
+ "final_mean": 0.027752606198191643,
81
+ "final_std": 0.07802393287420273,
82
  "final_range": [
83
+ -0.1269591599702835,
84
+ 0.19437840580940247
85
  ]
86
  },
87
  "512": {
88
+ "final_mean": 0.027741437777876854,
89
+ "final_std": 0.07804033160209656,
90
  "final_range": [
91
+ -0.1269185096025467,
92
+ 0.19449536502361298
93
  ]
94
  },
95
  "576": {
96
+ "final_mean": 0.02785126306116581,
97
+ "final_std": 0.07807226479053497,
98
  "final_range": [
99
+ -0.12667977809906006,
100
+ 0.19468359649181366
101
  ]
102
  },
103
  "640": {
104
+ "final_mean": 0.027731362730264664,
105
+ "final_std": 0.07803752273321152,
106
  "final_range": [
107
+ -0.12725460529327393,
108
+ 0.19420939683914185
109
  ]
110
  },
111
  "704": {
112
+ "final_mean": 0.027854278683662415,
113
+ "final_std": 0.07806631922721863,
114
  "final_range": [
115
+ -0.12659090757369995,
116
+ 0.19464388489723206
117
  ]
118
  },
119
  "768": {
120
+ "final_mean": 0.027738362550735474,
121
+ "final_std": 0.07804041355848312,
122
  "final_range": [
123
+ -0.12710760533809662,
124
+ 0.19437184929847717
125
  ]
126
  }
127
  },
128
  "geo_weights": {
129
  "448": {
130
+ "feature": 0.6441883444786072,
131
+ "cantor": 0.024901170283555984,
132
+ "crystal": 0.33091047406196594
133
  },
134
  "512": {
135
+ "feature": 0.5181639790534973,
136
+ "cantor": 0.025986244902014732,
137
+ "crystal": 0.4558497965335846
138
  },
139
  "576": {
140
+ "feature": 0.9899076223373413,
141
+ "cantor": 0.0011872599134221673,
142
+ "crystal": 0.008905086666345596
143
  },
144
  "640": {
145
+ "feature": 0.44442591071128845,
146
+ "cantor": 0.025866618379950523,
147
+ "crystal": 0.5297074317932129
148
  },
149
  "704": {
150
+ "feature": 0.8834893703460693,
151
+ "cantor": 0.001590489293448627,
152
+ "crystal": 0.11492013931274414
153
  },
154
  "768": {
155
+ "feature": 0.4589478671550751,
156
+ "cantor": 0.013983670622110367,
157
+ "crystal": 0.5270684957504272
158
  }
159
  },
160
  "training_history": {
 
164
  3,
165
  4,
166
  5,
167
+ 6,
168
+ 7,
169
+ 8
170
  ],
171
  "train_loss": [
172
  2.1792692034579693,
 
174
  1.5840897431579262,
175
  1.5017339506278784,
176
  1.4448724575697804,
177
+ 1.4062125544768933,
178
+ 1.380166152129158,
179
+ 1.362810996489022
180
  ],
181
  "train_acc": [
182
  61.40464123724698,
 
184
  69.98689476079231,
185
  70.78202919681821,
186
  71.53150213828486,
187
+ 72.25490509824246,
188
+ 72.92702668738735,
189
+ 73.44819215605771
190
  ],
191
  "val_acc": [
192
  66.078,
 
194
  68.408,
195
  68.82,
196
  69.656,
197
+ 70.216,
198
+ 70.518,
199
+ 70.986
200
  ],
201
  "lr": [
202
  0.001,
 
204
  0.0009046039886902864,
205
  0.0007940987335200905,
206
  0.0006548539886902864,
207
+ 0.0005005000000000001,
208
+ 0.0003461460113097139,
209
+ 0.00020690126647990976
210
  ]
211
  }
212
  }
weights/GeoFractalDavid-Basin-k50/20251016_011725/training_history.json CHANGED
@@ -6,7 +6,9 @@
6
  3,
7
  4,
8
  5,
9
- 6
 
 
10
  ],
11
  "train_loss": [
12
  2.1792692034579693,
@@ -14,7 +16,9 @@
14
  1.5840897431579262,
15
  1.5017339506278784,
16
  1.4448724575697804,
17
- 1.4062125544768933
 
 
18
  ],
19
  "train_acc": [
20
  61.40464123724698,
@@ -22,7 +26,9 @@
22
  69.98689476079231,
23
  70.78202919681821,
24
  71.53150213828486,
25
- 72.25490509824246
 
 
26
  ],
27
  "val_acc": [
28
  66.078,
@@ -30,7 +36,9 @@
30
  68.408,
31
  68.82,
32
  69.656,
33
- 70.216
 
 
34
  ],
35
  "lr": [
36
  0.001,
@@ -38,7 +46,9 @@
38
  0.0009046039886902864,
39
  0.0007940987335200905,
40
  0.0006548539886902864,
41
- 0.0005005000000000001
 
 
42
  ]
43
  },
44
  "loss_components": {
@@ -48,7 +58,9 @@
48
  1.529721320341951,
49
  1.4630674862633117,
50
  1.414030043366618,
51
- 1.3785950771916788
 
 
52
  ],
53
  "correct": [
54
  0.6767644935522598,
@@ -56,7 +68,9 @@
56
  0.4583133341500554,
57
  0.43263947290067856,
58
  0.42280322415664934,
59
- 0.4176101904041089
 
 
60
  ],
61
  "incorrect": [
62
  0.45505849252969693,
@@ -64,7 +78,9 @@
64
  0.603748063500316,
65
  0.6281352255005426,
66
  0.6346613356290153,
67
- 0.6369286718936013
 
 
68
  ],
69
  "contrast": [
70
  2.3505748449423063,
@@ -72,7 +88,9 @@
72
  1.5390679095499813,
73
  1.432720803700316,
74
  1.3477922995060017,
75
- 1.2850411019195764
 
 
76
  ],
77
  "coherence": [
78
  0.17764737147389567,
@@ -80,7 +98,9 @@
80
  0.08144733235854917,
81
  0.05018363574359077,
82
  0.03469809997431074,
83
- 0.02864882358894372
 
 
84
  ],
85
  "separation": [
86
  0.01620986014311979,
@@ -88,7 +108,9 @@
88
  0.022087649790137717,
89
  0.024560101588402466,
90
  0.02960234050836345,
91
- 0.031649528569675706
 
 
92
  ],
93
  "discretization": [
94
  0.12002804970588934,
@@ -96,7 +118,9 @@
96
  0.14036923398970944,
97
  0.12413231328355913,
98
  0.092253207441328,
99
- 0.07596403256622046
 
 
100
  ],
101
  "total": [
102
  2.1792692034579693,
@@ -104,7 +128,9 @@
104
  1.5840897431579262,
105
  1.5017339506278784,
106
  1.4448724575697804,
107
- 1.4062125544768933
 
 
108
  ]
109
  },
110
  "scale_accuracies": {
@@ -114,7 +140,9 @@
114
  64.38,
115
  62.822,
116
  60.96,
117
- 58.886
 
 
118
  ],
119
  "512": [
120
  65.234,
@@ -122,7 +150,9 @@
122
  64.49,
123
  62.51,
124
  60.52,
125
- 58.122
 
 
126
  ],
127
  "576": [
128
  65.116,
@@ -130,7 +160,9 @@
130
  67.208,
131
  67.014,
132
  67.1,
133
- 67.318
 
 
134
  ],
135
  "640": [
136
  65.282,
@@ -138,7 +170,9 @@
138
  63.924,
139
  61.872,
140
  59.494,
141
- 56.802
 
 
142
  ],
143
  "704": [
144
  64.986,
@@ -146,7 +180,9 @@
146
  64.372,
147
  62.756,
148
  62.232,
149
- 62.28
 
 
150
  ],
151
  "768": [
152
  64.744,
@@ -154,7 +190,9 @@
154
  62.824,
155
  59.668,
156
  56.53,
157
- 52.938
 
 
158
  ]
159
  },
160
  "alpha_history": [
@@ -163,6 +201,8 @@
163
  0.23828035593032837,
164
  0.12885548174381256,
165
  0.05117487534880638,
166
- 2.545460120018106e-05
 
 
167
  ]
168
  }
 
6
  3,
7
  4,
8
  5,
9
+ 6,
10
+ 7,
11
+ 8
12
  ],
13
  "train_loss": [
14
  2.1792692034579693,
 
16
  1.5840897431579262,
17
  1.5017339506278784,
18
  1.4448724575697804,
19
+ 1.4062125544768933,
20
+ 1.380166152129158,
21
+ 1.362810996489022
22
  ],
23
  "train_acc": [
24
  61.40464123724698,
 
26
  69.98689476079231,
27
  70.78202919681821,
28
  71.53150213828486,
29
+ 72.25490509824246,
30
+ 72.92702668738735,
31
+ 73.44819215605771
32
  ],
33
  "val_acc": [
34
  66.078,
 
36
  68.408,
37
  68.82,
38
  69.656,
39
+ 70.216,
40
+ 70.518,
41
+ 70.986
42
  ],
43
  "lr": [
44
  0.001,
 
46
  0.0009046039886902864,
47
  0.0007940987335200905,
48
  0.0006548539886902864,
49
+ 0.0005005000000000001,
50
+ 0.0003461460113097139,
51
+ 0.00020690126647990976
52
  ]
53
  },
54
  "loss_components": {
 
58
  1.529721320341951,
59
  1.4630674862633117,
60
  1.414030043366618,
61
+ 1.3785950771916788,
62
+ 1.353934571765863,
63
+ 1.337215325226799
64
  ],
65
  "correct": [
66
  0.6767644935522598,
 
68
  0.4583133341500554,
69
  0.43263947290067856,
70
  0.42280322415664934,
71
+ 0.4176101904041089,
72
+ 0.4143725282277543,
73
+ 0.41245173103512284
74
  ],
75
  "incorrect": [
76
  0.45505849252969693,
 
78
  0.603748063500316,
79
  0.6281352255005426,
80
  0.6346613356290153,
81
+ 0.6369286718936013,
82
+ 0.6381075723578755,
83
+ 0.6385935077461572
84
  ],
85
  "contrast": [
86
  2.3505748449423063,
 
88
  1.5390679095499813,
89
  1.432720803700316,
90
  1.3477922995060017,
91
+ 1.2850411019195764,
92
+ 1.2410165126712178,
93
+ 1.2109336780663877
94
  ],
95
  "coherence": [
96
  0.17764737147389567,
 
98
  0.08144733235854917,
99
  0.05018363574359077,
100
  0.03469809997431074,
101
+ 0.02864882358894372,
102
+ 0.02618953632637147,
103
+ 0.025047331645983627
104
  ],
105
  "separation": [
106
  0.01620986014311979,
 
108
  0.022087649790137717,
109
  0.024560101588402466,
110
  0.02960234050836345,
111
+ 0.031649528569675706,
112
+ 0.03219509991163562,
113
+ 0.03243888798492137
114
  ],
115
  "discretization": [
116
  0.12002804970588934,
 
118
  0.14036923398970944,
119
  0.12413231328355913,
120
  0.092253207441328,
121
+ 0.07596403256622046,
122
+ 0.06956560333994355,
123
+ 0.06680680086381972
124
  ],
125
  "total": [
126
  2.1792692034579693,
 
128
  1.5840897431579262,
129
  1.5017339506278784,
130
  1.4448724575697804,
131
+ 1.4062125544768933,
132
+ 1.380166152129158,
133
+ 1.362810996489022
134
  ]
135
  },
136
  "scale_accuracies": {
 
140
  64.38,
141
  62.822,
142
  60.96,
143
+ 58.886,
144
+ 56.822,
145
+ 55.358
146
  ],
147
  "512": [
148
  65.234,
 
150
  64.49,
151
  62.51,
152
  60.52,
153
+ 58.122,
154
+ 55.39,
155
+ 53.714
156
  ],
157
  "576": [
158
  65.116,
 
160
  67.208,
161
  67.014,
162
  67.1,
163
+ 67.318,
164
+ 67.776,
165
+ 68.07
166
  ],
167
  "640": [
168
  65.282,
 
170
  63.924,
171
  61.872,
172
  59.494,
173
+ 56.802,
174
+ 53.68,
175
+ 51.448
176
  ],
177
  "704": [
178
  64.986,
 
180
  64.372,
181
  62.756,
182
  62.232,
183
+ 62.28,
184
+ 62.754,
185
+ 62.922
186
  ],
187
  "768": [
188
  64.744,
 
190
  62.824,
191
  59.668,
192
  56.53,
193
+ 52.938,
194
+ 49.5,
195
+ 47.412
196
  ]
197
  },
198
  "alpha_history": [
 
201
  0.23828035593032837,
202
  0.12885548174381256,
203
  0.05117487534880638,
204
+ 2.545460120018106e-05,
205
+ -0.03217930719256401,
206
+ -0.05092325434088707
207
  ]
208
  }