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Teeradej Sawettraporn commited on
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1 Parent(s): 1b0f24a

Upload Model and log (CNN)

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Files changed (3) hide show
  1. CNN_bestmodel/saved_model.pth +3 -0
  2. CNN_bestmodel/tune14_b10.txt +64 -0
  3. CNN_bestmodel/tune14_b10_prediction.txt +1205 -0
CNN_bestmodel/saved_model.pth ADDED
@@ -0,0 +1,3 @@
 
 
 
 
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+ version https://git-lfs.github.com/spec/v1
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+ oid sha256:36577176e88bce84dfd123eb41c6a872b67f3ee2bf1985c0c8f5fb2447be5346
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+ size 537105350
CNN_bestmodel/tune14_b10.txt ADDED
@@ -0,0 +1,64 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ File: /home/user/torch_shrimp/until-tools/mod/Shrimp_V1_5.npz
2
+ Running date: 28-01-25
3
+ Hyperparameters:
4
+ - Number of epochs: 20
5
+ - Checkpoint interval: 2
6
+ - Learning rate: 0.0001
7
+ - Batch size: 32
8
+ - Test size: 0.2
9
+ - Validation size: 0.2
10
+ - Number of classes: 3
11
+ Optimizer:
12
+ - Optimizer Type: SGD
13
+ - Learning Rate: 0.0001
14
+ - Momentum: 0.9
15
+ - Weight Decay: 0.001
16
+ Log directory: /home/user/torch_shrimp/until-tools/mod/vgg16_mod/file_tunning/tune_14/tune14_b10
17
+ Epoch 1 | train_loss = 0.9493, train_acc = 0.7852, val_loss = 0.3998, val_acc = 0.9847, test_loss = 0.4006, test_acc = 0.9877
18
+ Classification Report:
19
+ precision recall f1-score support
20
+
21
+ 0 0.9643 0.9885 0.9763 957
22
+ 1 1.0000 1.0000 1.0000 1038
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+ 2 0.9888 0.9652 0.9768 1005
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+
25
+ accuracy 0.9847 3000
26
+ macro avg 0.9844 0.9846 0.9844 3000
27
+ weighted avg 0.9849 0.9847 0.9847 3000
28
+
29
+ Epoch 2 | train_loss = 0.0781, train_acc = 0.9918, val_loss = 0.0070, val_acc = 0.9990, test_loss = 0.0087, test_acc = 0.9983
30
+ Classification Report:
31
+ precision recall f1-score support
32
+
33
+ 0 1.0000 0.9969 0.9984 957
34
+ 1 1.0000 1.0000 1.0000 1038
35
+ 2 0.9970 1.0000 0.9985 1005
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+
37
+ accuracy 0.9990 3000
38
+ macro avg 0.9990 0.9990 0.9990 3000
39
+ weighted avg 0.9990 0.9990 0.9990 3000
40
+
41
+ Epoch 3 | train_loss = 0.0050, train_acc = 0.9989, val_loss = 0.0027, val_acc = 0.9993, test_loss = 0.0034, test_acc = 0.9990
42
+ Classification Report:
43
+ precision recall f1-score support
44
+
45
+ 0 1.0000 0.9979 0.9990 957
46
+ 1 1.0000 1.0000 1.0000 1038
47
+ 2 0.9980 1.0000 0.9990 1005
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+
49
+ accuracy 0.9993 3000
50
+ macro avg 0.9993 0.9993 0.9993 3000
51
+ weighted avg 0.9993 0.9993 0.9993 3000
52
+
53
+ Epoch 4 | train_loss = 0.0020, train_acc = 0.9998, val_loss = 0.0021, val_acc = 0.9993, test_loss = 0.0029, test_acc = 0.9990
54
+ Classification Report:
55
+ precision recall f1-score support
56
+
57
+ 0 1.0000 0.9979 0.9990 957
58
+ 1 1.0000 1.0000 1.0000 1038
59
+ 2 0.9980 1.0000 0.9990 1005
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+
61
+ accuracy 0.9993 3000
62
+ macro avg 0.9993 0.9993 0.9993 3000
63
+ weighted avg 0.9993 0.9993 0.9993 3000
64
+
CNN_bestmodel/tune14_b10_prediction.txt ADDED
@@ -0,0 +1,1205 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ Average True Prediction Probability: 0.9996
2
+ Number of True Predictions: 300 (100.00%)
3
+ Number of False Predictions: 0 (0.00%)
4
+
5
+ Predictions for test samples:
6
+ Sample 1:
7
+ - True Label: healthy (0)
8
+ - Predicted Class: healthy (0)
9
+ - Probabilities: [[0.9999262094497681, 6.42314944343525e-06, 6.731502071488649e-05]]
10
+ Sample 2:
11
+ - True Label: healthy (0)
12
+ - Predicted Class: healthy (0)
13
+ - Probabilities: [[0.999984860420227, 2.4965941065602237e-06, 1.2629285265575163e-05]]
14
+ Sample 3:
15
+ - True Label: healthy (0)
16
+ - Predicted Class: healthy (0)
17
+ - Probabilities: [[0.9999797344207764, 2.941601906059077e-06, 1.724146568449214e-05]]
18
+ Sample 4:
19
+ - True Label: healthy (0)
20
+ - Predicted Class: healthy (0)
21
+ - Probabilities: [[0.9999656677246094, 3.3980691114265937e-06, 3.093196573900059e-05]]
22
+ Sample 5:
23
+ - True Label: healthy (0)
24
+ - Predicted Class: healthy (0)
25
+ - Probabilities: [[0.9999122619628906, 9.84302369033685e-06, 7.785734487697482e-05]]
26
+ Sample 6:
27
+ - True Label: healthy (0)
28
+ - Predicted Class: healthy (0)
29
+ - Probabilities: [[0.9999191761016846, 3.208360794815235e-06, 7.75830412749201e-05]]
30
+ Sample 7:
31
+ - True Label: healthy (0)
32
+ - Predicted Class: healthy (0)
33
+ - Probabilities: [[0.9999545812606812, 5.685407813871279e-06, 3.971191108576022e-05]]
34
+ Sample 8:
35
+ - True Label: healthy (0)
36
+ - Predicted Class: healthy (0)
37
+ - Probabilities: [[0.9999074935913086, 5.053242603025865e-06, 8.750773849897087e-05]]
38
+ Sample 9:
39
+ - True Label: healthy (0)
40
+ - Predicted Class: healthy (0)
41
+ - Probabilities: [[0.9998964071273804, 6.24770700596855e-06, 9.742339898366481e-05]]
42
+ Sample 10:
43
+ - True Label: healthy (0)
44
+ - Predicted Class: healthy (0)
45
+ - Probabilities: [[0.9999891519546509, 1.8908856418420328e-06, 8.976637218438555e-06]]
46
+ Sample 11:
47
+ - True Label: healthy (0)
48
+ - Predicted Class: healthy (0)
49
+ - Probabilities: [[0.9999346733093262, 6.063877208362101e-06, 5.921716001466848e-05]]
50
+ Sample 12:
51
+ - True Label: healthy (0)
52
+ - Predicted Class: healthy (0)
53
+ - Probabilities: [[0.9999732971191406, 5.688263627234846e-06, 2.093612238240894e-05]]
54
+ Sample 13:
55
+ - True Label: healthy (0)
56
+ - Predicted Class: healthy (0)
57
+ - Probabilities: [[0.9994229078292847, 1.378759498038562e-05, 0.0005633015534840524]]
58
+ Sample 14:
59
+ - True Label: healthy (0)
60
+ - Predicted Class: healthy (0)
61
+ - Probabilities: [[0.999988317489624, 2.285248456246336e-06, 9.367463462695014e-06]]
62
+ Sample 15:
63
+ - True Label: healthy (0)
64
+ - Predicted Class: healthy (0)
65
+ - Probabilities: [[0.9999384880065918, 3.3606283977860585e-06, 5.815126860397868e-05]]
66
+ Sample 16:
67
+ - True Label: healthy (0)
68
+ - Predicted Class: healthy (0)
69
+ - Probabilities: [[0.9999626874923706, 2.361210590606788e-06, 3.495110649964772e-05]]
70
+ Sample 17:
71
+ - True Label: healthy (0)
72
+ - Predicted Class: healthy (0)
73
+ - Probabilities: [[0.9999854564666748, 2.4439400476694573e-06, 1.2056414561811835e-05]]
74
+ Sample 18:
75
+ - True Label: healthy (0)
76
+ - Predicted Class: healthy (0)
77
+ - Probabilities: [[0.9999648332595825, 3.874703452311223e-06, 3.122840280411765e-05]]
78
+ Sample 19:
79
+ - True Label: healthy (0)
80
+ - Predicted Class: healthy (0)
81
+ - Probabilities: [[0.9999808073043823, 2.60658498518751e-06, 1.654109473747667e-05]]
82
+ Sample 20:
83
+ - True Label: healthy (0)
84
+ - Predicted Class: healthy (0)
85
+ - Probabilities: [[0.9999454021453857, 5.2036593842785805e-06, 4.938074198435061e-05]]
86
+ Sample 21:
87
+ - True Label: healthy (0)
88
+ - Predicted Class: healthy (0)
89
+ - Probabilities: [[0.9997714161872864, 1.027236612571869e-05, 0.0002183264004997909]]
90
+ Sample 22:
91
+ - True Label: healthy (0)
92
+ - Predicted Class: healthy (0)
93
+ - Probabilities: [[0.9981808662414551, 6.0045913414796814e-05, 0.0017590136267244816]]
94
+ Sample 23:
95
+ - True Label: healthy (0)
96
+ - Predicted Class: healthy (0)
97
+ - Probabilities: [[0.9998328685760498, 8.009106750250794e-06, 0.00015907755005173385]]
98
+ Sample 24:
99
+ - True Label: healthy (0)
100
+ - Predicted Class: healthy (0)
101
+ - Probabilities: [[0.9999876022338867, 2.4087783003778895e-06, 9.998620953410864e-06]]
102
+ Sample 25:
103
+ - True Label: healthy (0)
104
+ - Predicted Class: healthy (0)
105
+ - Probabilities: [[0.9999849796295166, 2.2618803541263333e-06, 1.2790544133167714e-05]]
106
+ Sample 26:
107
+ - True Label: healthy (0)
108
+ - Predicted Class: healthy (0)
109
+ - Probabilities: [[0.9999920129776001, 1.9197509573132265e-06, 6.089190264901845e-06]]
110
+ Sample 27:
111
+ - True Label: healthy (0)
112
+ - Predicted Class: healthy (0)
113
+ - Probabilities: [[0.9991331696510315, 2.6989137040800415e-05, 0.000839783635456115]]
114
+ Sample 28:
115
+ - True Label: healthy (0)
116
+ - Predicted Class: healthy (0)
117
+ - Probabilities: [[0.9999821186065674, 2.46634363065823e-06, 1.537616662972141e-05]]
118
+ Sample 29:
119
+ - True Label: healthy (0)
120
+ - Predicted Class: healthy (0)
121
+ - Probabilities: [[0.9999470710754395, 5.083512860437622e-06, 4.7840909246588126e-05]]
122
+ Sample 30:
123
+ - True Label: healthy (0)
124
+ - Predicted Class: healthy (0)
125
+ - Probabilities: [[0.9999581575393677, 5.258261353446869e-06, 3.656492481241003e-05]]
126
+ Sample 31:
127
+ - True Label: healthy (0)
128
+ - Predicted Class: healthy (0)
129
+ - Probabilities: [[0.9998929500579834, 6.333514193102019e-06, 0.00010068388655781746]]
130
+ Sample 32:
131
+ - True Label: healthy (0)
132
+ - Predicted Class: healthy (0)
133
+ - Probabilities: [[0.9999823570251465, 2.5165047645714367e-06, 1.5155999790295027e-05]]
134
+ Sample 33:
135
+ - True Label: healthy (0)
136
+ - Predicted Class: healthy (0)
137
+ - Probabilities: [[0.999745786190033, 8.008715667529032e-06, 0.00024618886527605355]]
138
+ Sample 34:
139
+ - True Label: healthy (0)
140
+ - Predicted Class: healthy (0)
141
+ - Probabilities: [[0.9999760389328003, 3.8146386032167356e-06, 2.0157913240836933e-05]]
142
+ Sample 35:
143
+ - True Label: healthy (0)
144
+ - Predicted Class: healthy (0)
145
+ - Probabilities: [[0.9999661445617676, 2.9312006972759264e-06, 3.082620241912082e-05]]
146
+ Sample 36:
147
+ - True Label: healthy (0)
148
+ - Predicted Class: healthy (0)
149
+ - Probabilities: [[0.999805748462677, 6.272368864301825e-06, 0.00018793594790622592]]
150
+ Sample 37:
151
+ - True Label: healthy (0)
152
+ - Predicted Class: healthy (0)
153
+ - Probabilities: [[0.9999691247940063, 4.307218205212848e-06, 2.6547128072706982e-05]]
154
+ Sample 38:
155
+ - True Label: healthy (0)
156
+ - Predicted Class: healthy (0)
157
+ - Probabilities: [[0.9998433589935303, 9.289513400290161e-06, 0.00014732711133547127]]
158
+ Sample 39:
159
+ - True Label: healthy (0)
160
+ - Predicted Class: healthy (0)
161
+ - Probabilities: [[0.9999868869781494, 1.6079153510872857e-06, 1.1523378816491459e-05]]
162
+ Sample 40:
163
+ - True Label: healthy (0)
164
+ - Predicted Class: healthy (0)
165
+ - Probabilities: [[0.9998094439506531, 9.192242032440845e-06, 0.00018134275160264224]]
166
+ Sample 41:
167
+ - True Label: healthy (0)
168
+ - Predicted Class: healthy (0)
169
+ - Probabilities: [[0.9999210834503174, 7.761838787700981e-06, 7.11532702553086e-05]]
170
+ Sample 42:
171
+ - True Label: healthy (0)
172
+ - Predicted Class: healthy (0)
173
+ - Probabilities: [[0.9999847412109375, 3.131161520286696e-06, 1.2147917914262507e-05]]
174
+ Sample 43:
175
+ - True Label: healthy (0)
176
+ - Predicted Class: healthy (0)
177
+ - Probabilities: [[0.9999399185180664, 6.739260697941063e-06, 5.324149606167339e-05]]
178
+ Sample 44:
179
+ - True Label: healthy (0)
180
+ - Predicted Class: healthy (0)
181
+ - Probabilities: [[0.9998420476913452, 9.539325219520833e-06, 0.00014838458446320146]]
182
+ Sample 45:
183
+ - True Label: healthy (0)
184
+ - Predicted Class: healthy (0)
185
+ - Probabilities: [[0.9998950958251953, 4.037624421471264e-06, 0.00010083505912916735]]
186
+ Sample 46:
187
+ - True Label: healthy (0)
188
+ - Predicted Class: healthy (0)
189
+ - Probabilities: [[0.9997801184654236, 5.275848252495052e-06, 0.00021462756558321416]]
190
+ Sample 47:
191
+ - True Label: healthy (0)
192
+ - Predicted Class: healthy (0)
193
+ - Probabilities: [[0.9999444484710693, 5.436714673123788e-06, 5.0010923587251455e-05]]
194
+ Sample 48:
195
+ - True Label: healthy (0)
196
+ - Predicted Class: healthy (0)
197
+ - Probabilities: [[0.9999191761016846, 2.7845599106512964e-06, 7.808021473465487e-05]]
198
+ Sample 49:
199
+ - True Label: healthy (0)
200
+ - Predicted Class: healthy (0)
201
+ - Probabilities: [[0.9998457431793213, 7.756399099889677e-06, 0.0001464934175601229]]
202
+ Sample 50:
203
+ - True Label: healthy (0)
204
+ - Predicted Class: healthy (0)
205
+ - Probabilities: [[0.999915599822998, 3.6441581414692337e-06, 8.073919889284298e-05]]
206
+ Sample 51:
207
+ - True Label: healthy (0)
208
+ - Predicted Class: healthy (0)
209
+ - Probabilities: [[0.9999761581420898, 2.7118496745970333e-06, 2.1141680917935446e-05]]
210
+ Sample 52:
211
+ - True Label: healthy (0)
212
+ - Predicted Class: healthy (0)
213
+ - Probabilities: [[0.999966025352478, 4.158572664891835e-06, 2.979128112201579e-05]]
214
+ Sample 53:
215
+ - True Label: healthy (0)
216
+ - Predicted Class: healthy (0)
217
+ - Probabilities: [[0.9999430179595947, 7.328954325203085e-06, 4.974272451363504e-05]]
218
+ Sample 54:
219
+ - True Label: healthy (0)
220
+ - Predicted Class: healthy (0)
221
+ - Probabilities: [[0.9999606609344482, 8.350103598786518e-06, 3.103789276792668e-05]]
222
+ Sample 55:
223
+ - True Label: healthy (0)
224
+ - Predicted Class: healthy (0)
225
+ - Probabilities: [[0.9998681545257568, 7.81846756581217e-06, 0.00012394112127367407]]
226
+ Sample 56:
227
+ - True Label: healthy (0)
228
+ - Predicted Class: healthy (0)
229
+ - Probabilities: [[0.9999915361404419, 2.207158559031086e-06, 6.1522750911535695e-06]]
230
+ Sample 57:
231
+ - True Label: healthy (0)
232
+ - Predicted Class: healthy (0)
233
+ - Probabilities: [[0.9994996786117554, 1.4372953046404291e-05, 0.0004859330947510898]]
234
+ Sample 58:
235
+ - True Label: healthy (0)
236
+ - Predicted Class: healthy (0)
237
+ - Probabilities: [[0.9999786615371704, 1.8787810631692992e-06, 1.945666372193955e-05]]
238
+ Sample 59:
239
+ - True Label: healthy (0)
240
+ - Predicted Class: healthy (0)
241
+ - Probabilities: [[0.9999873638153076, 2.0390227746247547e-06, 1.0658425708243158e-05]]
242
+ Sample 60:
243
+ - True Label: healthy (0)
244
+ - Predicted Class: healthy (0)
245
+ - Probabilities: [[0.9997549653053284, 8.664604138175491e-06, 0.00023631236399523914]]
246
+ Sample 61:
247
+ - True Label: healthy (0)
248
+ - Predicted Class: healthy (0)
249
+ - Probabilities: [[0.9999282360076904, 4.381820872367825e-06, 6.737437070114538e-05]]
250
+ Sample 62:
251
+ - True Label: healthy (0)
252
+ - Predicted Class: healthy (0)
253
+ - Probabilities: [[0.9999688863754272, 4.891069693258032e-06, 2.620447958179284e-05]]
254
+ Sample 63:
255
+ - True Label: healthy (0)
256
+ - Predicted Class: healthy (0)
257
+ - Probabilities: [[0.9999761581420898, 2.7118496745970333e-06, 2.1141680917935446e-05]]
258
+ Sample 64:
259
+ - True Label: healthy (0)
260
+ - Predicted Class: healthy (0)
261
+ - Probabilities: [[0.9999638795852661, 3.9526744330942165e-06, 3.223755629733205e-05]]
262
+ Sample 65:
263
+ - True Label: healthy (0)
264
+ - Predicted Class: healthy (0)
265
+ - Probabilities: [[0.999964714050293, 5.8903715398628265e-06, 2.9474560506059788e-05]]
266
+ Sample 66:
267
+ - True Label: healthy (0)
268
+ - Predicted Class: healthy (0)
269
+ - Probabilities: [[0.9999775886535645, 3.537301381584257e-06, 1.88705471373396e-05]]
270
+ Sample 67:
271
+ - True Label: healthy (0)
272
+ - Predicted Class: healthy (0)
273
+ - Probabilities: [[0.9999762773513794, 3.5506200219970196e-06, 2.015193967963569e-05]]
274
+ Sample 68:
275
+ - True Label: healthy (0)
276
+ - Predicted Class: healthy (0)
277
+ - Probabilities: [[0.9745434522628784, 0.0005795181496068835, 0.02487705647945404]]
278
+ Sample 69:
279
+ - True Label: healthy (0)
280
+ - Predicted Class: healthy (0)
281
+ - Probabilities: [[0.9997974038124084, 7.030679626041092e-06, 0.0001955459447344765]]
282
+ Sample 70:
283
+ - True Label: healthy (0)
284
+ - Predicted Class: healthy (0)
285
+ - Probabilities: [[0.9999191761016846, 3.208360794815235e-06, 7.75830412749201e-05]]
286
+ Sample 71:
287
+ - True Label: healthy (0)
288
+ - Predicted Class: healthy (0)
289
+ - Probabilities: [[0.9998947381973267, 6.6134357439295854e-06, 9.874851821223274e-05]]
290
+ Sample 72:
291
+ - True Label: healthy (0)
292
+ - Predicted Class: healthy (0)
293
+ - Probabilities: [[0.9999847412109375, 2.463959390297532e-06, 1.276986859011231e-05]]
294
+ Sample 73:
295
+ - True Label: healthy (0)
296
+ - Predicted Class: healthy (0)
297
+ - Probabilities: [[0.9999644756317139, 3.6587500744644785e-06, 3.181225838488899e-05]]
298
+ Sample 74:
299
+ - True Label: healthy (0)
300
+ - Predicted Class: healthy (0)
301
+ - Probabilities: [[0.9999140501022339, 6.5208728301513474e-06, 7.943087257444859e-05]]
302
+ Sample 75:
303
+ - True Label: healthy (0)
304
+ - Predicted Class: healthy (0)
305
+ - Probabilities: [[0.9999501705169678, 3.1695503821538296e-06, 4.660113336285576e-05]]
306
+ Sample 76:
307
+ - True Label: healthy (0)
308
+ - Predicted Class: healthy (0)
309
+ - Probabilities: [[0.9998236298561096, 8.307642019644845e-06, 0.00016804265032988042]]
310
+ Sample 77:
311
+ - True Label: healthy (0)
312
+ - Predicted Class: healthy (0)
313
+ - Probabilities: [[0.9999029636383057, 5.232878720562439e-06, 9.17780416784808e-05]]
314
+ Sample 78:
315
+ - True Label: healthy (0)
316
+ - Predicted Class: healthy (0)
317
+ - Probabilities: [[0.99996018409729, 3.6216099488228792e-06, 3.6210421967552975e-05]]
318
+ Sample 79:
319
+ - True Label: healthy (0)
320
+ - Predicted Class: healthy (0)
321
+ - Probabilities: [[0.9999802112579346, 2.389655264778412e-06, 1.7370586647302844e-05]]
322
+ Sample 80:
323
+ - True Label: healthy (0)
324
+ - Predicted Class: healthy (0)
325
+ - Probabilities: [[0.9995810389518738, 1.288178282266017e-05, 0.0004061181389261037]]
326
+ Sample 81:
327
+ - True Label: healthy (0)
328
+ - Predicted Class: healthy (0)
329
+ - Probabilities: [[0.9999749660491943, 1.7057660670616315e-06, 2.3321430489886552e-05]]
330
+ Sample 82:
331
+ - True Label: healthy (0)
332
+ - Predicted Class: healthy (0)
333
+ - Probabilities: [[0.9997205138206482, 8.068369425018318e-06, 0.0002714113215915859]]
334
+ Sample 83:
335
+ - True Label: healthy (0)
336
+ - Predicted Class: healthy (0)
337
+ - Probabilities: [[0.9978390336036682, 3.458569699432701e-05, 0.0021263854578137398]]
338
+ Sample 84:
339
+ - True Label: healthy (0)
340
+ - Predicted Class: healthy (0)
341
+ - Probabilities: [[0.999705970287323, 1.9478869944578037e-05, 0.00027459015836939216]]
342
+ Sample 85:
343
+ - True Label: healthy (0)
344
+ - Predicted Class: healthy (0)
345
+ - Probabilities: [[0.9999145269393921, 3.1333311198977754e-06, 8.238504233304411e-05]]
346
+ Sample 86:
347
+ - True Label: healthy (0)
348
+ - Predicted Class: healthy (0)
349
+ - Probabilities: [[0.9997758269309998, 1.2622888789337594e-05, 0.0002115493844030425]]
350
+ Sample 87:
351
+ - True Label: healthy (0)
352
+ - Predicted Class: healthy (0)
353
+ - Probabilities: [[0.9997414946556091, 1.3688288163393736e-05, 0.00024477727129124105]]
354
+ Sample 88:
355
+ - True Label: healthy (0)
356
+ - Predicted Class: healthy (0)
357
+ - Probabilities: [[0.9998014569282532, 1.4363586160470732e-05, 0.00018419120169710368]]
358
+ Sample 89:
359
+ - True Label: healthy (0)
360
+ - Predicted Class: healthy (0)
361
+ - Probabilities: [[0.999962329864502, 4.003245066996897e-06, 3.357490641064942e-05]]
362
+ Sample 90:
363
+ - True Label: healthy (0)
364
+ - Predicted Class: healthy (0)
365
+ - Probabilities: [[0.9999853372573853, 2.2181936856213724e-06, 1.2440832506399602e-05]]
366
+ Sample 91:
367
+ - True Label: healthy (0)
368
+ - Predicted Class: healthy (0)
369
+ - Probabilities: [[0.9999852180480957, 2.22939092964225e-06, 1.2550322026072536e-05]]
370
+ Sample 92:
371
+ - True Label: healthy (0)
372
+ - Predicted Class: healthy (0)
373
+ - Probabilities: [[0.9999786615371704, 1.8787810631692992e-06, 1.945666372193955e-05]]
374
+ Sample 93:
375
+ - True Label: healthy (0)
376
+ - Predicted Class: healthy (0)
377
+ - Probabilities: [[0.998473584651947, 2.7955691621173173e-05, 0.001498378231190145]]
378
+ Sample 94:
379
+ - True Label: healthy (0)
380
+ - Predicted Class: healthy (0)
381
+ - Probabilities: [[0.9997201561927795, 8.496428563375957e-06, 0.00027142316685058177]]
382
+ Sample 95:
383
+ - True Label: healthy (0)
384
+ - Predicted Class: healthy (0)
385
+ - Probabilities: [[0.9999346733093262, 6.063877208362101e-06, 5.921716001466848e-05]]
386
+ Sample 96:
387
+ - True Label: healthy (0)
388
+ - Predicted Class: healthy (0)
389
+ - Probabilities: [[0.9999544620513916, 2.894683348131366e-06, 4.270700810593553e-05]]
390
+ Sample 97:
391
+ - True Label: healthy (0)
392
+ - Predicted Class: healthy (0)
393
+ - Probabilities: [[0.9999504089355469, 4.604006335284794e-06, 4.492281732382253e-05]]
394
+ Sample 98:
395
+ - True Label: healthy (0)
396
+ - Predicted Class: healthy (0)
397
+ - Probabilities: [[0.9999101161956787, 3.3170263122883625e-06, 8.652864926261827e-05]]
398
+ Sample 99:
399
+ - True Label: healthy (0)
400
+ - Predicted Class: healthy (0)
401
+ - Probabilities: [[0.9999793767929077, 4.133631591685116e-06, 1.640877962927334e-05]]
402
+ Sample 100:
403
+ - True Label: healthy (0)
404
+ - Predicted Class: healthy (0)
405
+ - Probabilities: [[0.9999657869338989, 3.989397555415053e-06, 3.0268673071986996e-05]]
406
+ Sample 101:
407
+ - True Label: AHPND (2)
408
+ - Predicted Class: AHPND (2)
409
+ - Probabilities: [[0.0003625413228292018, 4.7876592361717485e-06, 0.999632716178894]]
410
+ Sample 102:
411
+ - True Label: AHPND (2)
412
+ - Predicted Class: AHPND (2)
413
+ - Probabilities: [[0.0003725365677382797, 6.42394479655195e-06, 0.9996210336685181]]
414
+ Sample 103:
415
+ - True Label: AHPND (2)
416
+ - Predicted Class: AHPND (2)
417
+ - Probabilities: [[0.0019136065384373069, 7.500497758883284e-06, 0.9980789422988892]]
418
+ Sample 104:
419
+ - True Label: AHPND (2)
420
+ - Predicted Class: AHPND (2)
421
+ - Probabilities: [[0.0036065359599888325, 8.823205462249462e-06, 0.9963846206665039]]
422
+ Sample 105:
423
+ - True Label: AHPND (2)
424
+ - Predicted Class: AHPND (2)
425
+ - Probabilities: [[0.0002738124458119273, 4.03435433327104e-06, 0.9997220635414124]]
426
+ Sample 106:
427
+ - True Label: AHPND (2)
428
+ - Predicted Class: AHPND (2)
429
+ - Probabilities: [[0.0004898119950667024, 9.310513632954098e-06, 0.9995008707046509]]
430
+ Sample 107:
431
+ - True Label: AHPND (2)
432
+ - Predicted Class: AHPND (2)
433
+ - Probabilities: [[0.0016159721417352557, 1.0003634088207036e-05, 0.9983739852905273]]
434
+ Sample 108:
435
+ - True Label: AHPND (2)
436
+ - Predicted Class: AHPND (2)
437
+ - Probabilities: [[0.000999106210656464, 4.548671313386876e-06, 0.9989963173866272]]
438
+ Sample 109:
439
+ - True Label: AHPND (2)
440
+ - Predicted Class: AHPND (2)
441
+ - Probabilities: [[0.000713778892531991, 9.268122994399164e-06, 0.9992769360542297]]
442
+ Sample 110:
443
+ - True Label: AHPND (2)
444
+ - Predicted Class: AHPND (2)
445
+ - Probabilities: [[0.0008900644606910646, 8.031664947338868e-06, 0.999101996421814]]
446
+ Sample 111:
447
+ - True Label: AHPND (2)
448
+ - Predicted Class: AHPND (2)
449
+ - Probabilities: [[0.0021799581591039896, 1.1648722647805698e-05, 0.9978083968162537]]
450
+ Sample 112:
451
+ - True Label: AHPND (2)
452
+ - Predicted Class: AHPND (2)
453
+ - Probabilities: [[0.00019568420248106122, 7.752585588605143e-06, 0.9997965693473816]]
454
+ Sample 113:
455
+ - True Label: AHPND (2)
456
+ - Predicted Class: AHPND (2)
457
+ - Probabilities: [[9.374950604978949e-05, 6.1857276705268305e-06, 0.9998999834060669]]
458
+ Sample 114:
459
+ - True Label: AHPND (2)
460
+ - Predicted Class: AHPND (2)
461
+ - Probabilities: [[0.0007434178842231631, 9.250964467355516e-06, 0.9992473125457764]]
462
+ Sample 115:
463
+ - True Label: AHPND (2)
464
+ - Predicted Class: AHPND (2)
465
+ - Probabilities: [[0.003376012435182929, 7.591200755996397e-06, 0.9966164231300354]]
466
+ Sample 116:
467
+ - True Label: AHPND (2)
468
+ - Predicted Class: AHPND (2)
469
+ - Probabilities: [[4.396610165713355e-05, 6.987798315094551e-06, 0.9999489784240723]]
470
+ Sample 117:
471
+ - True Label: AHPND (2)
472
+ - Predicted Class: AHPND (2)
473
+ - Probabilities: [[3.577335155569017e-05, 5.655665972881252e-06, 0.9999586343765259]]
474
+ Sample 118:
475
+ - True Label: AHPND (2)
476
+ - Predicted Class: AHPND (2)
477
+ - Probabilities: [[5.2474009862635285e-05, 7.9996707427199e-06, 0.9999395608901978]]
478
+ Sample 119:
479
+ - True Label: AHPND (2)
480
+ - Predicted Class: AHPND (2)
481
+ - Probabilities: [[0.00018568754603620619, 8.098973921732977e-06, 0.9998062252998352]]
482
+ Sample 120:
483
+ - True Label: AHPND (2)
484
+ - Predicted Class: AHPND (2)
485
+ - Probabilities: [[0.0007497469778172672, 7.337700026255334e-06, 0.999242901802063]]
486
+ Sample 121:
487
+ - True Label: AHPND (2)
488
+ - Predicted Class: AHPND (2)
489
+ - Probabilities: [[0.002366179833188653, 1.0557242603681516e-05, 0.9976232647895813]]
490
+ Sample 122:
491
+ - True Label: AHPND (2)
492
+ - Predicted Class: AHPND (2)
493
+ - Probabilities: [[0.000491701066493988, 7.072578227962367e-06, 0.9995012283325195]]
494
+ Sample 123:
495
+ - True Label: AHPND (2)
496
+ - Predicted Class: AHPND (2)
497
+ - Probabilities: [[0.0010391926625743508, 6.203462817211403e-06, 0.9989545345306396]]
498
+ Sample 124:
499
+ - True Label: AHPND (2)
500
+ - Predicted Class: AHPND (2)
501
+ - Probabilities: [[0.0011799730127677321, 6.579932687600376e-06, 0.9988135099411011]]
502
+ Sample 125:
503
+ - True Label: AHPND (2)
504
+ - Predicted Class: AHPND (2)
505
+ - Probabilities: [[0.006554844789206982, 2.0116587620577775e-05, 0.9934250116348267]]
506
+ Sample 126:
507
+ - True Label: AHPND (2)
508
+ - Predicted Class: AHPND (2)
509
+ - Probabilities: [[2.8198148356750607e-05, 4.894592166237999e-06, 0.9999668598175049]]
510
+ Sample 127:
511
+ - True Label: AHPND (2)
512
+ - Predicted Class: AHPND (2)
513
+ - Probabilities: [[0.0010407689260318875, 1.1113487744296435e-05, 0.9989481568336487]]
514
+ Sample 128:
515
+ - True Label: AHPND (2)
516
+ - Predicted Class: AHPND (2)
517
+ - Probabilities: [[0.0008380173821933568, 9.869950190477539e-06, 0.9991520643234253]]
518
+ Sample 129:
519
+ - True Label: AHPND (2)
520
+ - Predicted Class: AHPND (2)
521
+ - Probabilities: [[4.153308691456914e-05, 5.652743311657105e-06, 0.9999529123306274]]
522
+ Sample 130:
523
+ - True Label: AHPND (2)
524
+ - Predicted Class: AHPND (2)
525
+ - Probabilities: [[0.0015318297082558274, 9.67835421761265e-06, 0.9984585046768188]]
526
+ Sample 131:
527
+ - True Label: AHPND (2)
528
+ - Predicted Class: AHPND (2)
529
+ - Probabilities: [[0.004395544994622469, 1.5494828403461725e-05, 0.9955888986587524]]
530
+ Sample 132:
531
+ - True Label: AHPND (2)
532
+ - Predicted Class: AHPND (2)
533
+ - Probabilities: [[0.002151355380192399, 1.1870476555486675e-05, 0.9978367686271667]]
534
+ Sample 133:
535
+ - True Label: AHPND (2)
536
+ - Predicted Class: AHPND (2)
537
+ - Probabilities: [[0.00410300912335515, 1.9383063772693276e-05, 0.9958776235580444]]
538
+ Sample 134:
539
+ - True Label: AHPND (2)
540
+ - Predicted Class: AHPND (2)
541
+ - Probabilities: [[0.0019998850766569376, 7.158469998103101e-06, 0.997992992401123]]
542
+ Sample 135:
543
+ - True Label: AHPND (2)
544
+ - Predicted Class: AHPND (2)
545
+ - Probabilities: [[0.00016708830662537366, 6.451932222262258e-06, 0.9998264908790588]]
546
+ Sample 136:
547
+ - True Label: AHPND (2)
548
+ - Predicted Class: AHPND (2)
549
+ - Probabilities: [[0.0024573008995503187, 9.201455213769805e-06, 0.9975335597991943]]
550
+ Sample 137:
551
+ - True Label: AHPND (2)
552
+ - Predicted Class: AHPND (2)
553
+ - Probabilities: [[0.0011910239700227976, 9.115851753449533e-06, 0.9987998008728027]]
554
+ Sample 138:
555
+ - True Label: AHPND (2)
556
+ - Predicted Class: AHPND (2)
557
+ - Probabilities: [[0.0019949637353420258, 7.281573289219523e-06, 0.9979977011680603]]
558
+ Sample 139:
559
+ - True Label: AHPND (2)
560
+ - Predicted Class: AHPND (2)
561
+ - Probabilities: [[0.0008370626019313931, 5.433999831438996e-06, 0.9991574287414551]]
562
+ Sample 140:
563
+ - True Label: AHPND (2)
564
+ - Predicted Class: AHPND (2)
565
+ - Probabilities: [[0.013781087473034859, 2.3955348297022283e-05, 0.9861949682235718]]
566
+ Sample 141:
567
+ - True Label: AHPND (2)
568
+ - Predicted Class: AHPND (2)
569
+ - Probabilities: [[0.0004796939028892666, 4.455191628949251e-06, 0.9995158910751343]]
570
+ Sample 142:
571
+ - True Label: AHPND (2)
572
+ - Predicted Class: AHPND (2)
573
+ - Probabilities: [[0.005289135035127401, 1.093239916372113e-05, 0.9946999549865723]]
574
+ Sample 143:
575
+ - True Label: AHPND (2)
576
+ - Predicted Class: AHPND (2)
577
+ - Probabilities: [[0.00035266668419353664, 8.487024388159625e-06, 0.9996389150619507]]
578
+ Sample 144:
579
+ - True Label: AHPND (2)
580
+ - Predicted Class: AHPND (2)
581
+ - Probabilities: [[0.00021313982142601162, 5.553441951633431e-06, 0.9997813105583191]]
582
+ Sample 145:
583
+ - True Label: AHPND (2)
584
+ - Predicted Class: AHPND (2)
585
+ - Probabilities: [[0.0009627188555896282, 1.0403011401649565e-05, 0.999026894569397]]
586
+ Sample 146:
587
+ - True Label: AHPND (2)
588
+ - Predicted Class: AHPND (2)
589
+ - Probabilities: [[0.0020275022834539413, 9.83659083431121e-06, 0.9979625940322876]]
590
+ Sample 147:
591
+ - True Label: AHPND (2)
592
+ - Predicted Class: AHPND (2)
593
+ - Probabilities: [[0.0006755125941708684, 1.0064268280984834e-05, 0.999314546585083]]
594
+ Sample 148:
595
+ - True Label: AHPND (2)
596
+ - Predicted Class: AHPND (2)
597
+ - Probabilities: [[3.3868709579110146e-05, 4.019433617941104e-06, 0.9999620914459229]]
598
+ Sample 149:
599
+ - True Label: AHPND (2)
600
+ - Predicted Class: AHPND (2)
601
+ - Probabilities: [[0.001605397555977106, 7.881256351538468e-06, 0.9983867406845093]]
602
+ Sample 150:
603
+ - True Label: AHPND (2)
604
+ - Predicted Class: AHPND (2)
605
+ - Probabilities: [[0.00044934378820471466, 6.017472969688242e-06, 0.9995445609092712]]
606
+ Sample 151:
607
+ - True Label: AHPND (2)
608
+ - Predicted Class: AHPND (2)
609
+ - Probabilities: [[0.0006157988682389259, 5.811866230942542e-06, 0.9993783235549927]]
610
+ Sample 152:
611
+ - True Label: AHPND (2)
612
+ - Predicted Class: AHPND (2)
613
+ - Probabilities: [[0.0028516817837953568, 8.92832667886978e-06, 0.9971394538879395]]
614
+ Sample 153:
615
+ - True Label: AHPND (2)
616
+ - Predicted Class: AHPND (2)
617
+ - Probabilities: [[0.0009350781911052763, 7.4142067205684725e-06, 0.9990575909614563]]
618
+ Sample 154:
619
+ - True Label: AHPND (2)
620
+ - Predicted Class: AHPND (2)
621
+ - Probabilities: [[8.88603026396595e-05, 4.29627198172966e-06, 0.9999068975448608]]
622
+ Sample 155:
623
+ - True Label: AHPND (2)
624
+ - Predicted Class: AHPND (2)
625
+ - Probabilities: [[3.081252725678496e-05, 4.342232386989053e-06, 0.9999649524688721]]
626
+ Sample 156:
627
+ - True Label: AHPND (2)
628
+ - Predicted Class: AHPND (2)
629
+ - Probabilities: [[0.001013569999486208, 9.14055090106558e-06, 0.9989773035049438]]
630
+ Sample 157:
631
+ - True Label: AHPND (2)
632
+ - Predicted Class: AHPND (2)
633
+ - Probabilities: [[0.0013596916105598211, 9.364690413349308e-06, 0.9986308217048645]]
634
+ Sample 158:
635
+ - True Label: AHPND (2)
636
+ - Predicted Class: AHPND (2)
637
+ - Probabilities: [[4.1755414713406935e-05, 8.282894668809604e-06, 0.9999500513076782]]
638
+ Sample 159:
639
+ - True Label: AHPND (2)
640
+ - Predicted Class: AHPND (2)
641
+ - Probabilities: [[0.0004988918663002551, 4.870037628279533e-06, 0.9994962215423584]]
642
+ Sample 160:
643
+ - True Label: AHPND (2)
644
+ - Predicted Class: AHPND (2)
645
+ - Probabilities: [[0.0010097930207848549, 8.311136298289057e-06, 0.9989818930625916]]
646
+ Sample 161:
647
+ - True Label: AHPND (2)
648
+ - Predicted Class: AHPND (2)
649
+ - Probabilities: [[3.8983667764114216e-05, 6.068460606911685e-06, 0.9999549388885498]]
650
+ Sample 162:
651
+ - True Label: AHPND (2)
652
+ - Predicted Class: AHPND (2)
653
+ - Probabilities: [[0.0009584475192241371, 8.469141903333366e-06, 0.9990330934524536]]
654
+ Sample 163:
655
+ - True Label: AHPND (2)
656
+ - Predicted Class: AHPND (2)
657
+ - Probabilities: [[0.0010851891711354256, 1.0757874406408519e-05, 0.9989041090011597]]
658
+ Sample 164:
659
+ - True Label: AHPND (2)
660
+ - Predicted Class: AHPND (2)
661
+ - Probabilities: [[4.955661279382184e-05, 7.049304258543998e-06, 0.9999433755874634]]
662
+ Sample 165:
663
+ - True Label: AHPND (2)
664
+ - Predicted Class: AHPND (2)
665
+ - Probabilities: [[0.00012400661944411695, 4.0198838178184815e-06, 0.9998719692230225]]
666
+ Sample 166:
667
+ - True Label: AHPND (2)
668
+ - Predicted Class: AHPND (2)
669
+ - Probabilities: [[7.880335033405572e-05, 5.244868134468561e-06, 0.9999159574508667]]
670
+ Sample 167:
671
+ - True Label: AHPND (2)
672
+ - Predicted Class: AHPND (2)
673
+ - Probabilities: [[0.0007966759731061757, 5.362076990422793e-06, 0.9991980195045471]]
674
+ Sample 168:
675
+ - True Label: AHPND (2)
676
+ - Predicted Class: AHPND (2)
677
+ - Probabilities: [[0.003690723329782486, 1.3410363862931263e-05, 0.9962958693504333]]
678
+ Sample 169:
679
+ - True Label: AHPND (2)
680
+ - Predicted Class: AHPND (2)
681
+ - Probabilities: [[0.0004804229538422078, 6.104157364461571e-06, 0.9995135068893433]]
682
+ Sample 170:
683
+ - True Label: AHPND (2)
684
+ - Predicted Class: AHPND (2)
685
+ - Probabilities: [[0.0008379005012102425, 1.0291997568856459e-05, 0.9991518259048462]]
686
+ Sample 171:
687
+ - True Label: AHPND (2)
688
+ - Predicted Class: AHPND (2)
689
+ - Probabilities: [[0.0053591737523674965, 1.3922341167926788e-05, 0.9946269392967224]]
690
+ Sample 172:
691
+ - True Label: AHPND (2)
692
+ - Predicted Class: AHPND (2)
693
+ - Probabilities: [[3.6183766496833414e-05, 8.43166526465211e-06, 0.9999552965164185]]
694
+ Sample 173:
695
+ - True Label: AHPND (2)
696
+ - Predicted Class: AHPND (2)
697
+ - Probabilities: [[0.0005226162611506879, 8.126367902150378e-06, 0.9994693398475647]]
698
+ Sample 174:
699
+ - True Label: AHPND (2)
700
+ - Predicted Class: AHPND (2)
701
+ - Probabilities: [[0.00037119322223588824, 4.26012638854445e-06, 0.999624490737915]]
702
+ Sample 175:
703
+ - True Label: AHPND (2)
704
+ - Predicted Class: AHPND (2)
705
+ - Probabilities: [[0.00014353723963722587, 8.101817911665421e-06, 0.9998483657836914]]
706
+ Sample 176:
707
+ - True Label: AHPND (2)
708
+ - Predicted Class: AHPND (2)
709
+ - Probabilities: [[0.0023780472110956907, 1.2190541383461095e-05, 0.9976097345352173]]
710
+ Sample 177:
711
+ - True Label: AHPND (2)
712
+ - Predicted Class: AHPND (2)
713
+ - Probabilities: [[0.0008877157815732062, 7.164773251133738e-06, 0.9991051554679871]]
714
+ Sample 178:
715
+ - True Label: AHPND (2)
716
+ - Predicted Class: AHPND (2)
717
+ - Probabilities: [[0.0012260221410542727, 5.353856977308169e-06, 0.9987686276435852]]
718
+ Sample 179:
719
+ - True Label: AHPND (2)
720
+ - Predicted Class: AHPND (2)
721
+ - Probabilities: [[0.0002977143449243158, 7.348766303039156e-06, 0.9996949434280396]]
722
+ Sample 180:
723
+ - True Label: AHPND (2)
724
+ - Predicted Class: AHPND (2)
725
+ - Probabilities: [[0.0011649159714579582, 8.233454536821228e-06, 0.998826801776886]]
726
+ Sample 181:
727
+ - True Label: AHPND (2)
728
+ - Predicted Class: AHPND (2)
729
+ - Probabilities: [[0.00014894225751049817, 7.675145752727985e-06, 0.9998433589935303]]
730
+ Sample 182:
731
+ - True Label: AHPND (2)
732
+ - Predicted Class: AHPND (2)
733
+ - Probabilities: [[0.0008842073148116469, 5.768840310338419e-06, 0.9991100430488586]]
734
+ Sample 183:
735
+ - True Label: AHPND (2)
736
+ - Predicted Class: AHPND (2)
737
+ - Probabilities: [[0.0011118719121441245, 7.2880511652329005e-06, 0.9988808035850525]]
738
+ Sample 184:
739
+ - True Label: AHPND (2)
740
+ - Predicted Class: AHPND (2)
741
+ - Probabilities: [[9.736225911183283e-05, 5.5048071772034746e-06, 0.9998971223831177]]
742
+ Sample 185:
743
+ - True Label: AHPND (2)
744
+ - Predicted Class: AHPND (2)
745
+ - Probabilities: [[0.00031659597880207, 4.578588686854346e-06, 0.9996788501739502]]
746
+ Sample 186:
747
+ - True Label: AHPND (2)
748
+ - Predicted Class: AHPND (2)
749
+ - Probabilities: [[2.6858524506678805e-05, 5.66348808206385e-06, 0.9999674558639526]]
750
+ Sample 187:
751
+ - True Label: AHPND (2)
752
+ - Predicted Class: AHPND (2)
753
+ - Probabilities: [[0.0007768392097204924, 6.969371497689281e-06, 0.9992160797119141]]
754
+ Sample 188:
755
+ - True Label: AHPND (2)
756
+ - Predicted Class: AHPND (2)
757
+ - Probabilities: [[0.0028033042326569557, 1.1459806955826934e-05, 0.9971852898597717]]
758
+ Sample 189:
759
+ - True Label: AHPND (2)
760
+ - Predicted Class: AHPND (2)
761
+ - Probabilities: [[0.001029370236210525, 7.2495481617806945e-06, 0.9989633560180664]]
762
+ Sample 190:
763
+ - True Label: AHPND (2)
764
+ - Predicted Class: AHPND (2)
765
+ - Probabilities: [[0.0010845224605873227, 6.419026249204762e-06, 0.9989089965820312]]
766
+ Sample 191:
767
+ - True Label: AHPND (2)
768
+ - Predicted Class: AHPND (2)
769
+ - Probabilities: [[0.0007864261860959232, 8.708916539035272e-06, 0.9992049336433411]]
770
+ Sample 192:
771
+ - True Label: AHPND (2)
772
+ - Predicted Class: AHPND (2)
773
+ - Probabilities: [[0.0005522136925719678, 6.4086075326486025e-06, 0.9994413256645203]]
774
+ Sample 193:
775
+ - True Label: AHPND (2)
776
+ - Predicted Class: AHPND (2)
777
+ - Probabilities: [[0.0008842073148116469, 5.768840310338419e-06, 0.9991100430488586]]
778
+ Sample 194:
779
+ - True Label: AHPND (2)
780
+ - Predicted Class: AHPND (2)
781
+ - Probabilities: [[0.0005945506854914129, 5.846948170074029e-06, 0.9993996620178223]]
782
+ Sample 195:
783
+ - True Label: AHPND (2)
784
+ - Predicted Class: AHPND (2)
785
+ - Probabilities: [[8.877704385668039e-05, 3.2634825402055867e-06, 0.9999079704284668]]
786
+ Sample 196:
787
+ - True Label: AHPND (2)
788
+ - Predicted Class: AHPND (2)
789
+ - Probabilities: [[0.00226902449503541, 9.782233064470347e-06, 0.997721254825592]]
790
+ Sample 197:
791
+ - True Label: AHPND (2)
792
+ - Predicted Class: AHPND (2)
793
+ - Probabilities: [[2.8387315978761762e-05, 5.883741323486902e-06, 0.9999657869338989]]
794
+ Sample 198:
795
+ - True Label: AHPND (2)
796
+ - Predicted Class: AHPND (2)
797
+ - Probabilities: [[0.0006420484278351068, 6.9386233008117415e-06, 0.9993510842323303]]
798
+ Sample 199:
799
+ - True Label: AHPND (2)
800
+ - Predicted Class: AHPND (2)
801
+ - Probabilities: [[0.0030090182553976774, 7.765916052449029e-06, 0.9969832301139832]]
802
+ Sample 200:
803
+ - True Label: AHPND (2)
804
+ - Predicted Class: AHPND (2)
805
+ - Probabilities: [[0.0011591835645958781, 1.178763068310218e-05, 0.9988290667533875]]
806
+ Sample 201:
807
+ - True Label: WSSV (1)
808
+ - Predicted Class: WSSV (1)
809
+ - Probabilities: [[3.622117219492793e-05, 0.999962329864502, 1.4874958651489578e-06]]
810
+ Sample 202:
811
+ - True Label: WSSV (1)
812
+ - Predicted Class: WSSV (1)
813
+ - Probabilities: [[2.8877680961159058e-05, 0.9999700784683228, 1.058573616319336e-06]]
814
+ Sample 203:
815
+ - True Label: WSSV (1)
816
+ - Predicted Class: WSSV (1)
817
+ - Probabilities: [[4.4610307668335736e-05, 0.9999542236328125, 1.1721738246706082e-06]]
818
+ Sample 204:
819
+ - True Label: WSSV (1)
820
+ - Predicted Class: WSSV (1)
821
+ - Probabilities: [[2.686704283405561e-05, 0.9999717473983765, 1.3502892670658184e-06]]
822
+ Sample 205:
823
+ - True Label: WSSV (1)
824
+ - Predicted Class: WSSV (1)
825
+ - Probabilities: [[4.1500483348499984e-05, 0.9999572038650513, 1.2464930705391453e-06]]
826
+ Sample 206:
827
+ - True Label: WSSV (1)
828
+ - Predicted Class: WSSV (1)
829
+ - Probabilities: [[2.9437422199407592e-05, 0.9999693632125854, 1.1569353546292405e-06]]
830
+ Sample 207:
831
+ - True Label: WSSV (1)
832
+ - Predicted Class: WSSV (1)
833
+ - Probabilities: [[3.37484416377265e-05, 0.9999648332595825, 1.448896000511013e-06]]
834
+ Sample 208:
835
+ - True Label: WSSV (1)
836
+ - Predicted Class: WSSV (1)
837
+ - Probabilities: [[3.133438076474704e-05, 0.9999672174453735, 1.4217074522093753e-06]]
838
+ Sample 209:
839
+ - True Label: WSSV (1)
840
+ - Predicted Class: WSSV (1)
841
+ - Probabilities: [[3.224308602511883e-05, 0.9999666213989258, 1.076571834346396e-06]]
842
+ Sample 210:
843
+ - True Label: WSSV (1)
844
+ - Predicted Class: WSSV (1)
845
+ - Probabilities: [[2.81793181784451e-05, 0.9999701976776123, 1.6142138292707386e-06]]
846
+ Sample 211:
847
+ - True Label: WSSV (1)
848
+ - Predicted Class: WSSV (1)
849
+ - Probabilities: [[4.3137712054885924e-05, 0.999955415725708, 1.4106834669291857e-06]]
850
+ Sample 212:
851
+ - True Label: WSSV (1)
852
+ - Predicted Class: WSSV (1)
853
+ - Probabilities: [[3.0053433874854818e-05, 0.9999686479568481, 1.2815700074497727e-06]]
854
+ Sample 213:
855
+ - True Label: WSSV (1)
856
+ - Predicted Class: WSSV (1)
857
+ - Probabilities: [[4.348661968833767e-05, 0.9999552965164185, 1.187238240163424e-06]]
858
+ Sample 214:
859
+ - True Label: WSSV (1)
860
+ - Predicted Class: WSSV (1)
861
+ - Probabilities: [[3.822092912741937e-05, 0.9999603033065796, 1.5177092791418545e-06]]
862
+ Sample 215:
863
+ - True Label: WSSV (1)
864
+ - Predicted Class: WSSV (1)
865
+ - Probabilities: [[3.4598459023982286e-05, 0.9999641180038452, 1.306312469750992e-06]]
866
+ Sample 216:
867
+ - True Label: WSSV (1)
868
+ - Predicted Class: WSSV (1)
869
+ - Probabilities: [[3.0478258850052953e-05, 0.9999681711196899, 1.3767156588073703e-06]]
870
+ Sample 217:
871
+ - True Label: WSSV (1)
872
+ - Predicted Class: WSSV (1)
873
+ - Probabilities: [[3.953932173317298e-05, 0.9999592304229736, 1.2249546443854342e-06]]
874
+ Sample 218:
875
+ - True Label: WSSV (1)
876
+ - Predicted Class: WSSV (1)
877
+ - Probabilities: [[3.133438076474704e-05, 0.9999672174453735, 1.4217074522093753e-06]]
878
+ Sample 219:
879
+ - True Label: WSSV (1)
880
+ - Predicted Class: WSSV (1)
881
+ - Probabilities: [[4.0507289668312296e-05, 0.9999583959579468, 1.1241481843171641e-06]]
882
+ Sample 220:
883
+ - True Label: WSSV (1)
884
+ - Predicted Class: WSSV (1)
885
+ - Probabilities: [[2.6601184799801558e-05, 0.9999719858169556, 1.372663405163621e-06]]
886
+ Sample 221:
887
+ - True Label: WSSV (1)
888
+ - Predicted Class: WSSV (1)
889
+ - Probabilities: [[4.109598012291826e-05, 0.9999575614929199, 1.313414259129786e-06]]
890
+ Sample 222:
891
+ - True Label: WSSV (1)
892
+ - Predicted Class: WSSV (1)
893
+ - Probabilities: [[2.5012361220433377e-05, 0.9999736547470093, 1.3586286513600498e-06]]
894
+ Sample 223:
895
+ - True Label: WSSV (1)
896
+ - Predicted Class: WSSV (1)
897
+ - Probabilities: [[4.8402038373751566e-05, 0.9999501705169678, 1.4163580317472224e-06]]
898
+ Sample 224:
899
+ - True Label: WSSV (1)
900
+ - Predicted Class: WSSV (1)
901
+ - Probabilities: [[3.650045255199075e-05, 0.9999604225158691, 3.0624473765783478e-06]]
902
+ Sample 225:
903
+ - True Label: WSSV (1)
904
+ - Predicted Class: WSSV (1)
905
+ - Probabilities: [[2.6811210773303173e-05, 0.9999723434448242, 8.919316201172478e-07]]
906
+ Sample 226:
907
+ - True Label: WSSV (1)
908
+ - Predicted Class: WSSV (1)
909
+ - Probabilities: [[2.613304604892619e-05, 0.9999724626541138, 1.3487973546943977e-06]]
910
+ Sample 227:
911
+ - True Label: WSSV (1)
912
+ - Predicted Class: WSSV (1)
913
+ - Probabilities: [[4.4319498556433246e-05, 0.999954342842102, 1.3687279079022119e-06]]
914
+ Sample 228:
915
+ - True Label: WSSV (1)
916
+ - Predicted Class: WSSV (1)
917
+ - Probabilities: [[2.7296950065647252e-05, 0.9999713897705078, 1.2571765637403587e-06]]
918
+ Sample 229:
919
+ - True Label: WSSV (1)
920
+ - Predicted Class: WSSV (1)
921
+ - Probabilities: [[3.670794467325322e-05, 0.9999622106552124, 1.1350338127158466e-06]]
922
+ Sample 230:
923
+ - True Label: WSSV (1)
924
+ - Predicted Class: WSSV (1)
925
+ - Probabilities: [[2.9174623705330305e-05, 0.9999693632125854, 1.5124592209758703e-06]]
926
+ Sample 231:
927
+ - True Label: WSSV (1)
928
+ - Predicted Class: WSSV (1)
929
+ - Probabilities: [[5.95519995840732e-05, 0.9999388456344604, 1.611257857803139e-06]]
930
+ Sample 232:
931
+ - True Label: WSSV (1)
932
+ - Predicted Class: WSSV (1)
933
+ - Probabilities: [[2.4596565708634444e-05, 0.9999741315841675, 1.2436262295523193e-06]]
934
+ Sample 233:
935
+ - True Label: WSSV (1)
936
+ - Predicted Class: WSSV (1)
937
+ - Probabilities: [[4.868218456977047e-05, 0.9999498128890991, 1.4745735370524926e-06]]
938
+ Sample 234:
939
+ - True Label: WSSV (1)
940
+ - Predicted Class: WSSV (1)
941
+ - Probabilities: [[3.3265256206505e-05, 0.9999637603759766, 2.973499704239657e-06]]
942
+ Sample 235:
943
+ - True Label: WSSV (1)
944
+ - Predicted Class: WSSV (1)
945
+ - Probabilities: [[4.6817847760394216e-05, 0.9999520778656006, 1.0822590184034198e-06]]
946
+ Sample 236:
947
+ - True Label: WSSV (1)
948
+ - Predicted Class: WSSV (1)
949
+ - Probabilities: [[3.931677929358557e-05, 0.9999576807022095, 2.9523291686928133e-06]]
950
+ Sample 237:
951
+ - True Label: WSSV (1)
952
+ - Predicted Class: WSSV (1)
953
+ - Probabilities: [[3.879490395775065e-05, 0.9999600648880005, 1.1136427247038228e-06]]
954
+ Sample 238:
955
+ - True Label: WSSV (1)
956
+ - Predicted Class: WSSV (1)
957
+ - Probabilities: [[2.7120684535475448e-05, 0.9999715089797974, 1.3392699429459753e-06]]
958
+ Sample 239:
959
+ - True Label: WSSV (1)
960
+ - Predicted Class: WSSV (1)
961
+ - Probabilities: [[3.622117219492793e-05, 0.999962329864502, 1.4874958651489578e-06]]
962
+ Sample 240:
963
+ - True Label: WSSV (1)
964
+ - Predicted Class: WSSV (1)
965
+ - Probabilities: [[2.8877680961159058e-05, 0.9999700784683228, 1.058573616319336e-06]]
966
+ Sample 241:
967
+ - True Label: WSSV (1)
968
+ - Predicted Class: WSSV (1)
969
+ - Probabilities: [[3.43744941346813e-05, 0.9999643564224243, 1.2212772162456531e-06]]
970
+ Sample 242:
971
+ - True Label: WSSV (1)
972
+ - Predicted Class: WSSV (1)
973
+ - Probabilities: [[2.8426124117686413e-05, 0.9999700784683228, 1.5033862155178213e-06]]
974
+ Sample 243:
975
+ - True Label: WSSV (1)
976
+ - Predicted Class: WSSV (1)
977
+ - Probabilities: [[3.346175071783364e-05, 0.9999653100967407, 1.2628513559320709e-06]]
978
+ Sample 244:
979
+ - True Label: WSSV (1)
980
+ - Predicted Class: WSSV (1)
981
+ - Probabilities: [[2.8426124117686413e-05, 0.9999700784683228, 1.5033862155178213e-06]]
982
+ Sample 245:
983
+ - True Label: WSSV (1)
984
+ - Predicted Class: WSSV (1)
985
+ - Probabilities: [[3.7288435123628005e-05, 0.9999614953994751, 1.1615628636718611e-06]]
986
+ Sample 246:
987
+ - True Label: WSSV (1)
988
+ - Predicted Class: WSSV (1)
989
+ - Probabilities: [[3.423645466682501e-05, 0.9999641180038452, 1.6147166661539814e-06]]
990
+ Sample 247:
991
+ - True Label: WSSV (1)
992
+ - Predicted Class: WSSV (1)
993
+ - Probabilities: [[2.9630973585881293e-05, 0.9999692440032959, 1.11327710783371e-06]]
994
+ Sample 248:
995
+ - True Label: WSSV (1)
996
+ - Predicted Class: WSSV (1)
997
+ - Probabilities: [[2.9512468245229684e-05, 0.9999691247940063, 1.41492807870236e-06]]
998
+ Sample 249:
999
+ - True Label: WSSV (1)
1000
+ - Predicted Class: WSSV (1)
1001
+ - Probabilities: [[4.8402038373751566e-05, 0.9999501705169678, 1.4163580317472224e-06]]
1002
+ Sample 250:
1003
+ - True Label: WSSV (1)
1004
+ - Predicted Class: WSSV (1)
1005
+ - Probabilities: [[3.650045255199075e-05, 0.9999604225158691, 3.0624473765783478e-06]]
1006
+ Sample 251:
1007
+ - True Label: WSSV (1)
1008
+ - Predicted Class: WSSV (1)
1009
+ - Probabilities: [[5.531785427592695e-05, 0.9999427795410156, 1.8807286323863082e-06]]
1010
+ Sample 252:
1011
+ - True Label: WSSV (1)
1012
+ - Predicted Class: WSSV (1)
1013
+ - Probabilities: [[2.779801798169501e-05, 0.9999707937240601, 1.3865976598026464e-06]]
1014
+ Sample 253:
1015
+ - True Label: WSSV (1)
1016
+ - Predicted Class: WSSV (1)
1017
+ - Probabilities: [[4.151034590904601e-05, 0.9999574422836304, 1.070972871275444e-06]]
1018
+ Sample 254:
1019
+ - True Label: WSSV (1)
1020
+ - Predicted Class: WSSV (1)
1021
+ - Probabilities: [[2.779801798169501e-05, 0.9999707937240601, 1.3865976598026464e-06]]
1022
+ Sample 255:
1023
+ - True Label: WSSV (1)
1024
+ - Predicted Class: WSSV (1)
1025
+ - Probabilities: [[3.2698393624741584e-05, 0.9999661445617676, 1.1713027561199851e-06]]
1026
+ Sample 256:
1027
+ - True Label: WSSV (1)
1028
+ - Predicted Class: WSSV (1)
1029
+ - Probabilities: [[3.014806679857429e-05, 0.9999682903289795, 1.5535160855506547e-06]]
1030
+ Sample 257:
1031
+ - True Label: WSSV (1)
1032
+ - Predicted Class: WSSV (1)
1033
+ - Probabilities: [[3.3612137485761195e-05, 0.9999653100967407, 1.1340105174895143e-06]]
1034
+ Sample 258:
1035
+ - True Label: WSSV (1)
1036
+ - Predicted Class: WSSV (1)
1037
+ - Probabilities: [[3.883989847963676e-05, 0.9999586343765259, 2.4756598122621654e-06]]
1038
+ Sample 259:
1039
+ - True Label: WSSV (1)
1040
+ - Predicted Class: WSSV (1)
1041
+ - Probabilities: [[4.111939779249951e-05, 0.9999579191207886, 9.546496357870637e-07]]
1042
+ Sample 260:
1043
+ - True Label: WSSV (1)
1044
+ - Predicted Class: WSSV (1)
1045
+ - Probabilities: [[3.9907696191221476e-05, 0.9999572038650513, 2.856727633115952e-06]]
1046
+ Sample 261:
1047
+ - True Label: WSSV (1)
1048
+ - Predicted Class: WSSV (1)
1049
+ - Probabilities: [[4.3137712054885924e-05, 0.999955415725708, 1.4106834669291857e-06]]
1050
+ Sample 262:
1051
+ - True Label: WSSV (1)
1052
+ - Predicted Class: WSSV (1)
1053
+ - Probabilities: [[3.0053433874854818e-05, 0.9999686479568481, 1.2815700074497727e-06]]
1054
+ Sample 263:
1055
+ - True Label: WSSV (1)
1056
+ - Predicted Class: WSSV (1)
1057
+ - Probabilities: [[4.119620280107483e-05, 0.9999576807022095, 1.0711927416195977e-06]]
1058
+ Sample 264:
1059
+ - True Label: WSSV (1)
1060
+ - Predicted Class: WSSV (1)
1061
+ - Probabilities: [[3.339670001878403e-05, 0.9999648332595825, 1.7862391814560397e-06]]
1062
+ Sample 265:
1063
+ - True Label: WSSV (1)
1064
+ - Predicted Class: WSSV (1)
1065
+ - Probabilities: [[4.868218456977047e-05, 0.9999498128890991, 1.4745735370524926e-06]]
1066
+ Sample 266:
1067
+ - True Label: WSSV (1)
1068
+ - Predicted Class: WSSV (1)
1069
+ - Probabilities: [[3.3265256206505e-05, 0.9999637603759766, 2.973499704239657e-06]]
1070
+ Sample 267:
1071
+ - True Label: WSSV (1)
1072
+ - Predicted Class: WSSV (1)
1073
+ - Probabilities: [[4.420739060151391e-05, 0.9999545812606812, 1.2481775684136664e-06]]
1074
+ Sample 268:
1075
+ - True Label: WSSV (1)
1076
+ - Predicted Class: WSSV (1)
1077
+ - Probabilities: [[3.5817076422972605e-05, 0.9999613761901855, 2.764804548860411e-06]]
1078
+ Sample 269:
1079
+ - True Label: WSSV (1)
1080
+ - Predicted Class: WSSV (1)
1081
+ - Probabilities: [[4.868218456977047e-05, 0.9999498128890991, 1.4745735370524926e-06]]
1082
+ Sample 270:
1083
+ - True Label: WSSV (1)
1084
+ - Predicted Class: WSSV (1)
1085
+ - Probabilities: [[3.3671654819045216e-05, 0.9999635219573975, 2.8087947612220887e-06]]
1086
+ Sample 271:
1087
+ - True Label: WSSV (1)
1088
+ - Predicted Class: WSSV (1)
1089
+ - Probabilities: [[3.346175071783364e-05, 0.9999653100967407, 1.2628513559320709e-06]]
1090
+ Sample 272:
1091
+ - True Label: WSSV (1)
1092
+ - Predicted Class: WSSV (1)
1093
+ - Probabilities: [[2.9528961022151634e-05, 0.9999690055847168, 1.4984491372160846e-06]]
1094
+ Sample 273:
1095
+ - True Label: WSSV (1)
1096
+ - Predicted Class: WSSV (1)
1097
+ - Probabilities: [[3.1947478419169784e-05, 0.9999668598175049, 1.2148703945058514e-06]]
1098
+ Sample 274:
1099
+ - True Label: WSSV (1)
1100
+ - Predicted Class: WSSV (1)
1101
+ - Probabilities: [[2.9174623705330305e-05, 0.9999693632125854, 1.5124592209758703e-06]]
1102
+ Sample 275:
1103
+ - True Label: WSSV (1)
1104
+ - Predicted Class: WSSV (1)
1105
+ - Probabilities: [[3.358013418619521e-05, 0.9999654293060303, 1.0489634405530524e-06]]
1106
+ Sample 276:
1107
+ - True Label: WSSV (1)
1108
+ - Predicted Class: WSSV (1)
1109
+ - Probabilities: [[2.8426124117686413e-05, 0.9999700784683228, 1.5033862155178213e-06]]
1110
+ Sample 277:
1111
+ - True Label: WSSV (1)
1112
+ - Predicted Class: WSSV (1)
1113
+ - Probabilities: [[3.862933226628229e-05, 0.9999603033065796, 1.107916318687785e-06]]
1114
+ Sample 278:
1115
+ - True Label: WSSV (1)
1116
+ - Predicted Class: WSSV (1)
1117
+ - Probabilities: [[3.014806679857429e-05, 0.9999682903289795, 1.5535160855506547e-06]]
1118
+ Sample 279:
1119
+ - True Label: WSSV (1)
1120
+ - Predicted Class: WSSV (1)
1121
+ - Probabilities: [[3.875520997098647e-05, 0.9999597072601318, 1.5737799685666687e-06]]
1122
+ Sample 280:
1123
+ - True Label: WSSV (1)
1124
+ - Predicted Class: WSSV (1)
1125
+ - Probabilities: [[2.744913763308432e-05, 0.9999712705612183, 1.3091765822537127e-06]]
1126
+ Sample 281:
1127
+ - True Label: WSSV (1)
1128
+ - Predicted Class: WSSV (1)
1129
+ - Probabilities: [[2.889371353376191e-05, 0.9999700784683228, 1.0367198228777852e-06]]
1130
+ Sample 282:
1131
+ - True Label: WSSV (1)
1132
+ - Predicted Class: WSSV (1)
1133
+ - Probabilities: [[2.8426124117686413e-05, 0.9999700784683228, 1.5033862155178213e-06]]
1134
+ Sample 283:
1135
+ - True Label: WSSV (1)
1136
+ - Predicted Class: WSSV (1)
1137
+ - Probabilities: [[3.372440914972685e-05, 0.9999649524688721, 1.373299255646998e-06]]
1138
+ Sample 284:
1139
+ - True Label: WSSV (1)
1140
+ - Predicted Class: WSSV (1)
1141
+ - Probabilities: [[2.8342370569589548e-05, 0.9999700784683228, 1.5365169474534923e-06]]
1142
+ Sample 285:
1143
+ - True Label: WSSV (1)
1144
+ - Predicted Class: WSSV (1)
1145
+ - Probabilities: [[3.4609507565619424e-05, 0.9999639987945557, 1.3777488447885844e-06]]
1146
+ Sample 286:
1147
+ - True Label: WSSV (1)
1148
+ - Predicted Class: WSSV (1)
1149
+ - Probabilities: [[3.0434483051067218e-05, 0.9999680519104004, 1.5313324865928735e-06]]
1150
+ Sample 287:
1151
+ - True Label: WSSV (1)
1152
+ - Predicted Class: WSSV (1)
1153
+ - Probabilities: [[4.757812348543666e-05, 0.9999512434005737, 1.1939723663090263e-06]]
1154
+ Sample 288:
1155
+ - True Label: WSSV (1)
1156
+ - Predicted Class: WSSV (1)
1157
+ - Probabilities: [[3.07087684632279e-05, 0.9999679327011108, 1.337371145382349e-06]]
1158
+ Sample 289:
1159
+ - True Label: WSSV (1)
1160
+ - Predicted Class: WSSV (1)
1161
+ - Probabilities: [[2.9438573619700037e-05, 0.9999693632125854, 1.178267325485649e-06]]
1162
+ Sample 290:
1163
+ - True Label: WSSV (1)
1164
+ - Predicted Class: WSSV (1)
1165
+ - Probabilities: [[2.6862864615395665e-05, 0.9999716281890869, 1.4858111399007612e-06]]
1166
+ Sample 291:
1167
+ - True Label: WSSV (1)
1168
+ - Predicted Class: WSSV (1)
1169
+ - Probabilities: [[3.346175071783364e-05, 0.9999653100967407, 1.2628513559320709e-06]]
1170
+ Sample 292:
1171
+ - True Label: WSSV (1)
1172
+ - Predicted Class: WSSV (1)
1173
+ - Probabilities: [[2.779801798169501e-05, 0.9999707937240601, 1.3865976598026464e-06]]
1174
+ Sample 293:
1175
+ - True Label: WSSV (1)
1176
+ - Predicted Class: WSSV (1)
1177
+ - Probabilities: [[3.875520997098647e-05, 0.9999597072601318, 1.5737799685666687e-06]]
1178
+ Sample 294:
1179
+ - True Label: WSSV (1)
1180
+ - Predicted Class: WSSV (1)
1181
+ - Probabilities: [[2.744913763308432e-05, 0.9999712705612183, 1.3091765822537127e-06]]
1182
+ Sample 295:
1183
+ - True Label: WSSV (1)
1184
+ - Predicted Class: WSSV (1)
1185
+ - Probabilities: [[4.4275391701376066e-05, 0.999954342842102, 1.3397043403529096e-06]]
1186
+ Sample 296:
1187
+ - True Label: WSSV (1)
1188
+ - Predicted Class: WSSV (1)
1189
+ - Probabilities: [[3.264245970058255e-05, 0.9999659061431885, 1.4519130218104692e-06]]
1190
+ Sample 297:
1191
+ - True Label: WSSV (1)
1192
+ - Predicted Class: WSSV (1)
1193
+ - Probabilities: [[3.622117219492793e-05, 0.999962329864502, 1.4874958651489578e-06]]
1194
+ Sample 298:
1195
+ - True Label: WSSV (1)
1196
+ - Predicted Class: WSSV (1)
1197
+ - Probabilities: [[2.8877680961159058e-05, 0.9999700784683228, 1.058573616319336e-06]]
1198
+ Sample 299:
1199
+ - True Label: WSSV (1)
1200
+ - Predicted Class: WSSV (1)
1201
+ - Probabilities: [[4.4275391701376066e-05, 0.999954342842102, 1.3397043403529096e-06]]
1202
+ Sample 300:
1203
+ - True Label: WSSV (1)
1204
+ - Predicted Class: WSSV (1)
1205
+ - Probabilities: [[2.7120684535475448e-05, 0.9999715089797974, 1.3392699429459753e-06]]