main
hgkim 6 months ago
parent 19f5c68ac4
commit 2839a55803

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import argparse
import os
import cv2
import numpy as np
import onnxruntime
from paddleocr.ppocr.data.imaug.operators import (
E2EResizeForTest, KeepKeys, NormalizeImage, ToCHWImage
)
# from ppocr.data.imaug.operators import (
# E2EResizeForTest, KeepKeys, NormalizeImage, ToCHWImage
# )
from paddleocr.ppocr.postprocess.pg_postprocess import PGPostProcess
# from ppocr.postprocess.pg_postprocess import PGPostProcess
from pgnet.chr_dct import chr_dct_list
class PGNetPredictor:
def __init__(self, model_path, cpu=False):
self.model_path = model_path
self.dict_path = "ic15_dict.txt"
if not os.path.exists(self.dict_path):
with open(self.dict_path, "w") as f:
f.writelines(chr_dct_list)
providers = ["CPUExecutionProvider"] if cpu else ["CUDAExecutionProvider"]
self.sess = onnxruntime.InferenceSession(model_path, providers=providers)
self.transforms = [
E2EResizeForTest(max_side_len=768, valid_set="totaltext"),
NormalizeImage(scale=1/255.0, mean=[0.485,0.456,0.406],
std=[0.229,0.224,0.225], order="hwc"),
ToCHWImage(),
KeepKeys(keep_keys=["image", "shape"]),
]
self.pgpostprocess = PGPostProcess(
character_dict_path=self.dict_path,
valid_set="totaltext",
score_thresh=0.5,
mode="fast",
)
def preprocess(self, img):
self.ori_im = img.copy()
data = {"image": img}
for transform in self.transforms:
data = transform(data)
img, shape_list = data
return np.expand_dims(img, axis=0), np.expand_dims(shape_list, axis=0)
def predict(self, img):
ort_inputs = {self.sess.get_inputs()[0].name: img}
outputs = self.sess.run(None, ort_inputs)
return {
"f_border": outputs[0],
"f_char": outputs[1],
"f_direction": outputs[2],
"f_score": outputs[3],
}
def clip_boxes(self, boxes, shape):
h, w = shape[:2]
clipped = []
for box in boxes:
box[:, 0] = np.clip(box[:, 0], 0, w - 1)
box[:, 1] = np.clip(box[:, 1], 0, h - 1)
clipped.append(box)
return np.array(clipped)
def postprocess(self, preds, shape_list):
result = self.pgpostprocess(preds, shape_list)
pts, texts = result["points"], result["texts"]
return self.clip_boxes(pts, self.ori_im.shape), texts
def infer(self, img):
img_input, shape = self.preprocess(img)
preds = self.predict(img_input)
return self.postprocess(preds, shape)
def draw_results(frame, boxes, texts):
for box, text in zip(boxes, texts):
box = box.astype(int).reshape(-1, 1, 2)
cv2.polylines(frame, [box], True, (255,255,0), 2)
cv2.putText(frame, text, tuple(box[0][0]), cv2.FONT_HERSHEY_SIMPLEX,
0.7, (0,255,0), 2)
return frame
if __name__ == "__main__":
parser = argparse.ArgumentParser(description="PGNet Video OCR")
parser.add_argument("--model", type=str, required=True)
parser.add_argument("--video", type=str, required=True)
parser.add_argument("--cpu", action="store_true")
args = parser.parse_args()
predictor = PGNetPredictor(args.model, args.cpu)
cap = cv2.VideoCapture(args.video)
width = int(cap.get(cv2.CAP_PROP_FRAME_WIDTH))
height = int(cap.get(cv2.CAP_PROP_FRAME_HEIGHT))
fps = cap.get(cv2.CAP_PROP_FPS)
out_name = os.path.splitext(os.path.basename(args.video))[0] + "_pgnet_output.mp4"
out_path = os.path.join(os.path.dirname(args.video), out_name)
writer = cv2.VideoWriter(out_path, cv2.VideoWriter_fourcc(*"mp4v"), fps, (width, height))
print(f"▶ Processing video... (Output: {out_path})")
while True:
ret, frame = cap.read()
if not ret:
break
boxes, texts = predictor.infer(frame)
frame = draw_results(frame, boxes, texts)
writer.write(frame)
cap.release()
writer.release()
print("🎉 Done! Video saved:", out_path)

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import torch
from torchvision import datasets, transforms
from torch.utils.data import DataLoader
import os
def get_face_dataloaders(data_dir, batch_size=64, num_workers=4):
"""
Input: data_dir (e.g., ~/face_exp/datasets)
Structure assumed: data_dir/CASIA-WebFace/ID/images.jpg
"""
# 1. Train Transform (Augmentation + Resize to 128x128)
train_transform = transforms.Compose([
transforms.Resize((128, 128), interpolation=transforms.InterpolationMode.BICUBIC),
transforms.RandomHorizontalFlip(p=0.5),
transforms.ColorJitter(brightness=0.1, contrast=0.1, saturation=0.1),
transforms.ToTensor(),
transforms.Normalize(mean=[0.5, 0.5, 0.5], std=[0.5, 0.5, 0.5])
])
# 2. Path Setup
train_dir = os.path.join(data_dir, 'CASIA-WebFace')
if not os.path.exists(train_dir):
raise FileNotFoundError(f"데이터셋 경로를 찾을 수 없습니다: {train_dir}\n'CASIA-WebFace' 폴더가 해당 위치에 있는지 확인해주세요.")
# 3. Dataset & Loader
train_dataset = datasets.ImageFolder(root=train_dir, transform=train_transform)
train_loader = DataLoader(
train_dataset,
batch_size=batch_size,
shuffle=True,
num_workers=num_workers,
pin_memory=True,
drop_last=True
)
return train_loader, len(train_dataset.classes)

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import torch
import argparse
import os
from model import get_face_model
def export_to_onnx(pt_path, output_path):
print(f"🔄 Loading model from: {pt_path}")
# 1. 모델 구조 불러오기 및 가중치 로드
# 보드용 모델이므로 학습용 ArcFace 헤더는 버리고, Backbone만 가져옵니다.
model = get_face_model()
# CPU로 로드 (변환은 굳이 GPU 불필요)
checkpoint = torch.load(pt_path, map_location='cpu')
# state_dict 로드 (혹시 모를 키 불일치 방지를 위해 strict=False는 선택사항이나, 여기선 구조가 같으므로 True 권장)
try:
model.load_state_dict(checkpoint)
except RuntimeError as e:
print(f"⚠️ Key mismatch detected. Trying to load with strict=False...")
model.load_state_dict(checkpoint, strict=False)
# 2. Eval 모드 전환 (매우 중요)
# 이걸 안 하면 BatchNorm, Dropout 등이pip 학습 모드로 동작하여 결과가 이상해집니다.
model.eval()
# 3. Dummy Input 생성 (Static Shape: 128x128)
# 보드 사양에 맞춰 배치 사이즈는 1로 고정합니다. [1, 3, 128, 128]
dummy_input = torch.randn(1, 3, 128, 128)
print(f"Target ONNX Path: {output_path}")
# 4. ONNX Export
# external_data=False는 PyTorch export에서 기본적으로 2GB 미만 모델에 대해 적용되어 단일 파일로 나옵니다.
# dynamic_axes 옵션을 뺌으로써 Static Shape을 강제합니다.
torch.onnx.export(
model, # 실행될 모델
dummy_input, # 모델 입력값 (차원 체크용)
output_path, # 저장될 경로
# export_params=True, # 모델 파일 안에 웨이트 저장 (external_data=False 효과)
# opset_version=11, # 임베디드 보드에서 가장 호환성 좋은 버전 (11 추천)
# do_constant_folding=True, # 상수 폴딩 최적화
input_names=['input'], # 입력 노드 이름
output_names=['output'], # 출력 노드 이름
external_data=False
# dynamic_axes={...} <-- 이 옵션을 사용하지 않음으로써 Static Shape으로 고정됨!
)
print(f"✅ Conversion Completed! Model saved at: {output_path}")
print(f" Input Shape: {dummy_input.shape} (Static)")
print(f" Please check if '{output_path}' is a single file.")
if __name__ == "__main__":
parser = argparse.ArgumentParser(description='Convert PyTorch model to ONNX')
# 입력받을 .pt 파일 경로
parser.add_argument('--input', type=str, required=True, help='Input .pt file path')
# 출력할 .onnx 파일 경로 (옵션)
parser.add_argument('--output', type=str, default=None, help='Output .onnx file path')
args = parser.parse_args()
# Output 경로가 없으면 Input 경로에서 확장자만 바꿔서 자동 지정
if args.output is None:
args.output = args.input.replace('.pt', '.onnx')
if not os.path.exists(args.input):
print(f"❌ Error: Input file not found: {args.input}")
else:
export_to_onnx(args.input, args.output)

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import torch
import torch.nn as nn
import torch.nn.functional as F
import math
# --------------------------------------------------------
# Basic Blocks (Quantization Friendly: ReLU used)
# --------------------------------------------------------
def conv3x3(in_planes, out_planes, stride=1):
return nn.Conv2d(in_planes, out_planes, kernel_size=3, stride=stride,
padding=1, bias=False)
class Bottleneck(nn.Module):
expansion = 4
def __init__(self, inplanes, planes, stride=1, downsample=None):
super(Bottleneck, self).__init__()
# Kernel size restricted to 1 and 3 for board compatibility
self.conv1 = nn.Conv2d(inplanes, planes, kernel_size=1, bias=False)
self.bn1 = nn.BatchNorm2d(planes)
self.conv2 = nn.Conv2d(planes, planes, kernel_size=3, stride=stride, padding=1, bias=False)
self.bn2 = nn.BatchNorm2d(planes)
self.conv3 = nn.Conv2d(planes, planes * self.expansion, kernel_size=1, bias=False)
self.bn3 = nn.BatchNorm2d(planes * self.expansion)
# self.relu = nn.ReLU(inplace=True) # PReLU -> ReLU
self.relu = nn.ReLU(inplace=False) # PReLU -> ReLU
self.downsample = downsample
self.stride = stride
def forward(self, x):
residual = x
out = self.conv1(x)
out = self.bn1(out)
out = self.relu(out)
out = self.conv2(out)
out = self.bn2(out)
out = self.relu(out)
out = self.conv3(out)
out = self.bn3(out)
if self.downsample is not None:
residual = self.downsample(x)
out += residual
out = self.relu(out)
return out
# --------------------------------------------------------
# Backbone: Modified ResNet-50
# --------------------------------------------------------
class ResNetFace(nn.Module):
def __init__(self, block, layers, embedding_size=128):
super(ResNetFace, self).__init__()
self.inplanes = 64
# Stem Block: 7x7 replaced by three 3x3 convs
self.stem = nn.Sequential(
nn.Conv2d(3, 64, kernel_size=3, stride=1, padding=1, bias=False),
nn.BatchNorm2d(64),
# nn.ReLU(inplace=True),
nn.ReLU(inplace=False),
nn.Conv2d(64, 64, kernel_size=3, stride=1, padding=1, bias=False),
nn.BatchNorm2d(64),
# nn.ReLU(inplace=True),
nn.ReLU(inplace=False),
nn.Conv2d(64, 64, kernel_size=3, stride=2, padding=1, bias=False),
nn.BatchNorm2d(64),
# nn.ReLU(inplace=True),
nn.ReLU(inplace=False),
)
self.maxpool = nn.MaxPool2d(kernel_size=3, stride=2, padding=1)
self.layer1 = self._make_layer(block, 64, layers[0])
self.layer2 = self._make_layer(block, 128, layers[1], stride=2)
self.layer3 = self._make_layer(block, 256, layers[2], stride=2)
self.layer4 = self._make_layer(block, 512, layers[3], stride=2)
# Output Head: 128x128 Input -> 4x4 Feature Map
self.avgpool = nn.AvgPool2d(4) # Result: 1x1
# FC layer replaced by 1x1 Conv for 128-d embedding
self.fc_conv = nn.Conv2d(512 * block.expansion, embedding_size, kernel_size=1, bias=False)
self.bn_last = nn.BatchNorm2d(embedding_size)
# Init weights
for m in self.modules():
if isinstance(m, nn.Conv2d):
nn.init.kaiming_normal_(m.weight, mode='fan_out', nonlinearity='relu')
elif isinstance(m, nn.BatchNorm2d):
nn.init.constant_(m.weight, 1)
nn.init.constant_(m.bias, 0)
def _make_layer(self, block, planes, blocks, stride=1):
downsample = None
if stride != 1 or self.inplanes != planes * block.expansion:
downsample = nn.Sequential(
nn.Conv2d(self.inplanes, planes * block.expansion,
kernel_size=1, stride=stride, bias=False),
nn.BatchNorm2d(planes * block.expansion),
)
layers = []
layers.append(block(self.inplanes, planes, stride, downsample))
self.inplanes = planes * block.expansion
for _ in range(1, blocks):
layers.append(block(self.inplanes, planes))
return nn.Sequential(*layers)
def forward(self, x):
x = self.stem(x)
x = self.maxpool(x)
x = self.layer1(x)
x = self.layer2(x)
x = self.layer3(x)
x = self.layer4(x)
x = self.avgpool(x)
x = self.fc_conv(x)
x = self.bn_last(x) # Output: [N, 128, 1, 1]
return x
# --------------------------------------------------------
# ArcFace Loss Header
# --------------------------------------------------------
class ArcFace(nn.Module):
def __init__(self, in_features, out_features, s=64.0, m=0.50):
super(ArcFace, self).__init__()
self.in_features = in_features
self.out_features = out_features
self.s = s
self.m = m
self.weight = nn.Parameter(torch.FloatTensor(out_features, in_features))
nn.init.xavier_uniform_(self.weight)
def forward(self, input, label):
# Flatten [N, 128, 1, 1] -> [N, 128] for loss calculation
embedding = input.view(input.size(0), -1)
cosine = F.linear(F.normalize(embedding), F.normalize(self.weight))
# Stable implementation of ArcFace
theta = torch.acos(torch.clamp(cosine, -1.0 + 1e-7, 1.0 - 1e-7))
target_logits = torch.cos(theta + self.m)
one_hot = torch.zeros_like(cosine)
one_hot.scatter_(1, label.view(-1, 1).long(), 1)
output = one_hot * target_logits + (1.0 - one_hot) * cosine
output *= self.s
return output
def get_face_model():
return ResNetFace(Bottleneck, [3, 4, 6, 3], embedding_size=128)

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import torch
import torch.nn as nn
import torch.optim as optim
import os
import argparse
from tqdm import tqdm
from datetime import datetime # 시간 정보를 가져오기 위해 추가
# Import our custom modules
from model import get_face_model, ArcFace
from dataset import get_face_dataloaders
def main():
# --------------------------------------------------------
# 1. Hyperparameters & Settings
# --------------------------------------------------------
parser = argparse.ArgumentParser(description='Face Recognition Training for Apache 6')
# 데이터셋 경로 (사용자 환경에 맞게 기본값 설정)
parser.add_argument('--data_dir', type=str, default='/home/cuuva/face_exp/datasets', help='Path to datasets')
# 결과 저장 최상위 경로 (여기 아래에 시간별 폴더가 생김)
parser.add_argument('--project_dir', type=str, default='./results', help='Base directory for results')
parser.add_argument('--epochs', type=int, default=20, help='Number of epochs')
parser.add_argument('--batch_size', type=int, default=64, help='Batch size')
parser.add_argument('--lr', type=float, default=0.1, help='Learning rate')
args = parser.parse_args()
device = torch.device("cuda" if torch.cuda.is_available() else "cpu")
print(f"Device: {device}")
# --------------------------------------------------------
# [수정됨] 실험 디렉토리 생성 로직 (yy-mm-dd-hour-minute)
# --------------------------------------------------------
# 현재 시간 구하기
current_time = datetime.now().strftime("%y-%m-%d-%H-%M")
# 최종 저장 경로: ./results/23-12-12-15-30/
save_dir = os.path.join(args.project_dir, current_time)
# 폴더 생성
os.makedirs(save_dir, exist_ok=True)
print(f"✅ Experiment results will be saved to: {save_dir}")
# --------------------------------------------------------
# 2. Load Data
# --------------------------------------------------------
print("Loading Data...")
try:
train_loader, num_classes = get_face_dataloaders(args.data_dir, args.batch_size)
print(f"Classes (People): {num_classes}, Batch Size: {args.batch_size}")
except Exception as e:
print(f"❌ Error loading data: {e}")
return
# --------------------------------------------------------
# 3. Initialize Model & Loss
# --------------------------------------------------------
# Backbone (보드에 배포할 모델)
backbone = get_face_model().to(device)
# ArcFace Header (학습용 Loss 계산기)
metric_fc = ArcFace(in_features=128, out_features=num_classes).to(device)
# Loss
criterion = nn.CrossEntropyLoss()
# Optimizer
optimizer = optim.SGD([
{'params': backbone.parameters()},
{'params': metric_fc.parameters()}
], lr=args.lr, momentum=0.9, weight_decay=5e-4)
# Scheduler
scheduler = optim.lr_scheduler.MultiStepLR(optimizer, milestones=[8, 14, 18], gamma=0.1)
# --------------------------------------------------------
# 4. Training Loop
# --------------------------------------------------------
print("🚀 Start Training...")
for epoch in range(args.epochs):
backbone.train()
metric_fc.train()
running_loss = 0.0
pbar = tqdm(train_loader, desc=f"Epoch {epoch+1}/{args.epochs}")
for images, labels in pbar:
images, labels = images.to(device), labels.to(device)
optimizer.zero_grad()
# Forward Pass
features = backbone(images) # [N, 128, 1, 1]
outputs = metric_fc(features, labels) # [N, Num_Classes]
# Loss Calc & Backward
loss = criterion(outputs, labels)
loss.backward()
optimizer.step()
running_loss += loss.item()
pbar.set_postfix({'loss': running_loss / (pbar.n + 1)})
scheduler.step()
# [수정됨] Save Checkpoint (.pt 확장자 사용)
# 해당 실험 폴더(save_dir) 안에 저장됨
save_path = os.path.join(save_dir, f"backbone_epoch_{epoch+1}.pt")
torch.save(backbone.state_dict(), save_path)
# 마지막 에폭일 때 로그 출력
if epoch == args.epochs - 1:
print(f"🎉 Training Finished! Final model saved at: {save_path}")
if __name__ == "__main__":
main()

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import torch
import torch.nn as nn
import torch.optim as optim
import os
import argparse
from tqdm import tqdm
from datetime import datetime
from torchvision import transforms
from torch.utils.data import DataLoader
# Import Custom Modules
from model import get_face_model, ArcFace
from dataset import get_face_dataloaders
from validation import LFWDataset, validate_lfw
def main():
# 1. Hyperparameters
parser = argparse.ArgumentParser(description='Face Recognition Training with LFW Validation')
parser.add_argument('--data_dir', type=str, default='/home/cuuva/face_exp/datasets', help='Root dataset dir')
parser.add_argument('--project_dir', type=str, default='./results', help='Save dir')
parser.add_argument('--epochs', type=int, default=20)
parser.add_argument('--batch_size', type=int, default=64)
parser.add_argument('--lr', type=float, default=0.1)
args = parser.parse_args()
device = torch.device("cuda" if torch.cuda.is_available() else "cpu")
print(f"Device: {device}")
# 디렉토리 설정
current_time = datetime.now().strftime("%y-%m-%d-%H-%M")
base_save_dir = os.path.join(args.project_dir, current_time)
best_save_dir = os.path.join(base_save_dir, 'best_model')
os.makedirs(best_save_dir, exist_ok=True)
print(f"✅ Save path: {base_save_dir}")
# 2. Train Data Loader
print("Loading Train Data...")
try:
train_loader, num_classes = get_face_dataloaders(args.data_dir, args.batch_size)
except Exception as e:
print(f"❌ Train Data Error: {e}")
return
# --------------------------------------------------------
# [수정됨] 3. LFW Validation Loader (경로 로직 개선)
# --------------------------------------------------------
print("Loading LFW Data...")
# pairs.txt가 있는 루트 경로: ~/face_exp/datasets/LFW
lfw_root = os.path.join(args.data_dir, 'LFW')
pairs_path = os.path.join(lfw_root, 'pairs.txt')
# 실제 이미지가 있는 경로 찾기
# 1순위: ~/face_exp/datasets/LFW/lfw (보여주신 구조)
# 2순위: ~/face_exp/datasets/LFW (일반적인 구조)
if os.path.exists(os.path.join(lfw_root, 'lfw')):
lfw_img_dir = os.path.join(lfw_root, 'lfw')
else:
lfw_img_dir = lfw_root
print(f" Pairs path: {pairs_path}")
print(f" Images path: {lfw_img_dir}")
if os.path.exists(pairs_path) and os.path.exists(lfw_img_dir):
lfw_transform = transforms.Compose([
transforms.Resize((128, 128), interpolation=transforms.InterpolationMode.BICUBIC),
transforms.ToTensor(),
transforms.Normalize(mean=[0.5, 0.5, 0.5], std=[0.5, 0.5, 0.5])
])
# 여기서 lfw_img_dir를 넘겨주는 것이 핵심!
lfw_dataset = LFWDataset(lfw_img_dir, pairs_path, transform=lfw_transform)
lfw_loader = DataLoader(lfw_dataset, batch_size=64, shuffle=False, num_workers=4, drop_last=False)
do_validation = True
print(f"✅ LFW Loaded. Pairs: {len(lfw_dataset)}")
else:
print(f"⚠️ Warning: 'pairs.txt' or Image dir not found. Skipping Validation.")
do_validation = False
# 4. Model & Loss
backbone = get_face_model().to(device)
metric_fc = ArcFace(in_features=128, out_features=num_classes).to(device)
criterion = nn.CrossEntropyLoss()
optimizer = optim.SGD([
{'params': backbone.parameters()},
{'params': metric_fc.parameters()}
], lr=args.lr, momentum=0.9, weight_decay=5e-4)
scheduler = optim.lr_scheduler.MultiStepLR(optimizer, milestones=[8, 14, 18], gamma=0.1)
# 5. Training Loop
print("🚀 Start Training...")
best_acc = 0.0
for epoch in range(args.epochs):
# --- TRAIN ---
backbone.train()
metric_fc.train()
running_loss = 0.0
pbar = tqdm(train_loader, desc=f"Epoch {epoch+1}/{args.epochs}")
for images, labels in pbar:
images, labels = images.to(device), labels.to(device)
optimizer.zero_grad()
features = backbone(images)
outputs = metric_fc(features, labels)
loss = criterion(outputs, labels)
loss.backward()
optimizer.step()
running_loss += loss.item()
pbar.set_postfix({'loss': f"{running_loss / (pbar.n + 1):.4f}"})
scheduler.step()
# --- VALIDATION (LFW) ---
if do_validation:
acc, th = validate_lfw(backbone, lfw_loader, device)
print(f"📊 LFW Acc: {acc*100:.2f}% (Threshold: {th:.2f})")
if acc > best_acc:
best_acc = acc
save_path = os.path.join(best_save_dir, "best_backbone.pt")
torch.save(backbone.state_dict(), save_path)
print(f"🏆 Best Model Updated! Saved to {save_path}")
else:
save_path = os.path.join(base_save_dir, f"backbone_epoch_{epoch+1}.pt")
torch.save(backbone.state_dict(), save_path)
torch.save(backbone.state_dict(), os.path.join(base_save_dir, "last_backbone.pt"))
print("\n🎉 Training Finished!")
if __name__ == "__main__":
main()

@ -1,119 +0,0 @@
import torch
import torch.nn.functional as F
from torch.utils.data import Dataset, DataLoader
from torchvision import transforms
from PIL import Image
import os
import numpy as np
# --------------------------------------------------------
# 1. LFW Dataset Loader
# --------------------------------------------------------
class LFWDataset(Dataset):
def __init__(self, lfw_dir, pairs_path, transform=None):
self.lfw_dir = lfw_dir
self.pairs_path = pairs_path
self.transform = transform
self.validation_images = self.get_lfw_paths(lfw_dir)
def get_lfw_paths(self, lfw_dir):
# pairs.txt 파싱하여 이미지 경로 쌍과 정답(issame) 리스트 생성
pairs = []
with open(self.pairs_path, 'r') as f:
lines = f.readlines()[1:] # 첫 줄(헤더) 건너뜀
for line in lines:
p = line.strip().split('\t')
if len(p) == 3: # 같은 사람 (name, img1_num, img2_num)
name = p[0]
img1 = os.path.join(lfw_dir, name, f"{name}_{int(p[1]):04d}.jpg")
img2 = os.path.join(lfw_dir, name, f"{name}_{int(p[2]):04d}.jpg")
issame = True
pairs.append((img1, img2, issame))
elif len(p) == 4: # 다른 사람 (name1, img1_num, name2, img2_num)
name1 = p[0]
img1 = os.path.join(lfw_dir, name1, f"{name1}_{int(p[1]):04d}.jpg")
name2 = p[2]
img2 = os.path.join(lfw_dir, name2, f"{name2}_{int(p[3]):04d}.jpg")
issame = False
pairs.append((img1, img2, issame))
return pairs
def __len__(self):
return len(self.validation_images)
def __getitem__(self, index):
img1_path, img2_path, issame = self.validation_images[index]
try:
img1 = Image.open(img1_path).convert('RGB')
img2 = Image.open(img2_path).convert('RGB')
except Exception as e:
# 혹시 파일이 없을 경우를 대비한 더미 (실제론 파일 확인 필요)
print(f"File Load Error: {e}")
img1 = Image.new('RGB', (128, 128))
img2 = Image.new('RGB', (128, 128))
if self.transform:
img1 = self.transform(img1)
img2 = self.transform(img2)
return img1, img2, issame
# --------------------------------------------------------
# 2. Evaluation Function
# --------------------------------------------------------
def validate_lfw(model, lfw_loader, device):
model.eval()
similarities = []
actual_issame = []
print("🔍 Validating on LFW...")
with torch.no_grad():
for img1, img2, issame in lfw_loader:
img1, img2 = img1.to(device), img2.to(device)
# Feature Extraction
feat1 = model(img1) # [B, 128, 1, 1]
feat2 = model(img2) # [B, 128, 1, 1]
# Flatten
feat1 = feat1.view(feat1.size(0), -1)
feat2 = feat2.view(feat2.size(0), -1)
# Cosine Similarity Calculation
# 128차원 벡터의 코사인 유사도 (-1 ~ 1)
cos_sim = F.cosine_similarity(feat1, feat2)
similarities.extend(cos_sim.cpu().numpy())
actual_issame.extend(issame.numpy())
similarities = np.array(similarities)
actual_issame = np.array(actual_issame)
# ----------------------------------------------------
# Best Threshold Search (단순화된 버전)
# ----------------------------------------------------
best_acc = 0.0
best_th = 0.0
# -1.0 부터 1.0 까지 0.01 단위로 Threshold를 이동하며 정확도 측정
thresholds = np.arange(-1.0, 1.0, 0.01)
for th in thresholds:
# th보다 크면 True(동일인), 작으면 False(타인) 예측
predict_issame = np.greater(similarities, th)
# 정답과 비교
true_positives = np.sum(np.logical_and(predict_issame, actual_issame))
true_negatives = np.sum(np.logical_and(np.logical_not(predict_issame), np.logical_not(actual_issame)))
acc = (true_positives + true_negatives) / len(actual_issame)
if acc > best_acc:
best_acc = acc
best_th = th
return best_acc, best_th

@ -1,26 +1,3 @@
# # path: datasets/VisDrone # 데이터 경로
# train: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Training/image/license_plate/
# val: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Validation/image/license_plate/
# # test: images/test
# # path: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Training/
# # train:
# # - image/license_plate/ # 이미지 폴더
# # val:
# # - ../Validation/image/license_plate/
# # 각 이미지에 대응하는 라벨 경로를 직접 지정
# labels:
# train: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Training/labels/license_plate/
# val: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Validation/labels/license_plate/
# nc: 1
# names: ['lp']
# custom_LP.yaml
# 데이터셋 경로 # 데이터셋 경로
train: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Training/images/license_plate/ train: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Training/images/license_plate/
val: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Validation/images/license_plate/ val: /home/cuuva/aihub_car/CCTV_car_or_licenseplate/data/Validation/images/license_plate/

@ -1,38 +0,0 @@
import easyocr
import cv2
from matplotlib import pyplot as plt
import time # ⬅ 추가
# 1. EasyOCR Reader 생성
reader = easyocr.Reader(['ko', 'en'], gpu=False)
# 2. 이미지 불러오기
# image_path = '/home/cuuva/다운로드/test/ocr_resized.png'
image_path = '/home/cuuva/experiment/custom_LP_detect/ocr2.png'
image = cv2.imread(image_path)
image_rgb = cv2.cvtColor(image, cv2.COLOR_BGR2RGB)
# ------------------------
# 3. OCR 수행 및 시간 측정
# ------------------------
start_time = time.time()
results = reader.readtext(image_rgb, detail=1)
end_time = time.time()
print(f"Inference time: {end_time - start_time:.3f} seconds")
# 4. 결과 출력 및 시각화
for (bbox, text, prob) in results:
print(f"Detected text: {text}, Confidence: {prob:.2f}")
# 바운딩 박스
top_left = tuple(map(int, bbox[0]))
bottom_right = tuple(map(int, bbox[2]))
cv2.rectangle(image_rgb, top_left, bottom_right, (0, 255, 0), 2)
cv2.putText(image_rgb, text, (top_left[0], top_left[1]-10),
cv2.FONT_HERSHEY_SIMPLEX, 0.8, (0, 0, 255), 2)
# 5. 시각화
plt.figure(figsize=(10,6))
plt.imshow(image_rgb)
plt.axis('off')
plt.show()

File diff suppressed because one or more lines are too long

@ -0,0 +1,94 @@
import os
import glob
from tqdm.notebook import tqdm # 주피터 노트북용 진행바
# ==========================================
# 1. 절대 경로 설정 (수정된 부분)
# ==========================================
# 사용자 홈 디렉토리(/home/cuuva)를 포함한 전체 경로를 입력합니다.
SRC_ROOT = '/home/cuuva/git/Detection_Experiment/datasets/fashionpedia_yolo/labels_all_bak'
DST_ROOT = '/home/cuuva/git/Detection_Experiment/datasets/fashionpedia_yolo/labels_reduced'
# ==========================================
# 2. 클래스 매핑 규칙 (Old ID -> New ID)
# ==========================================
# 0(shirt), 1(top), 2(sweater) -> 0 (shirt)
# 3(cardigan), 4(jacket) -> 1 (jacket)
# 6(pants) -> 2 (pants)
# 13(glasses) -> 3 (glasses)
class_mapping = {
0: 0, 1: 0, 2: 0,
3: 1, 4: 1,
6: 2,
13: 3
}
print(f"원본 경로: {SRC_ROOT}")
print(f"저장 경로: {DST_ROOT}")
print("-" * 30)
# ==========================================
# 3. 데이터 변환 로직
# ==========================================
def process_yolo_labels(src_root, dst_root, mapping):
subsets = ['train', 'val']
total_files = 0
total_objects_kept = 0
for subset in subsets:
src_dir = os.path.join(src_root, subset)
dst_dir = os.path.join(dst_root, subset)
# 소스 디렉토리 존재 확인
if not os.path.exists(src_dir):
print(f"⚠️ 에러: 소스 폴더를 찾을 수 없습니다 -> {src_dir}")
continue
# 타겟 디렉토리 생성
os.makedirs(dst_dir, exist_ok=True)
# 파일 목록 로드
txt_files = glob.glob(os.path.join(src_dir, '*.txt'))
total_files += len(txt_files)
print(f"🚀 Processing [{subset}]: {len(txt_files)} files found.")
# 변환 시작
for file_path in tqdm(txt_files, desc=f"{subset} Converting"):
file_name = os.path.basename(file_path)
dst_path = os.path.join(dst_dir, file_name)
new_lines = []
with open(file_path, 'r') as f:
lines = f.readlines()
for line in lines:
parts = line.strip().split()
if not parts: continue
old_cls = int(parts[0])
coords = parts[1:] # x, y, w, h
# 매핑 규칙에 있는 클래스만 남김
if old_cls in mapping:
new_cls = mapping[old_cls]
new_line = f"{new_cls} {' '.join(coords)}\n"
new_lines.append(new_line)
total_objects_kept += 1
# 파일 쓰기 (빈 파일이라도 생성하여 구조 유지)
with open(dst_path, 'w') as f:
f.writelines(new_lines)
return total_files, total_objects_kept
# 실행
processed_cnt, kept_cnt = process_yolo_labels(SRC_ROOT, DST_ROOT, class_mapping)
print("="*30)
print("✅ 변환 완료")
print(f"총 처리된 파일: {processed_cnt}")
print(f"남은 객체 수: {kept_cnt}")
print(f"저장된 위치: {DST_ROOT}")

@ -0,0 +1,106 @@
task: detect
mode: train
model: yolov8m.pt
data: /home/cuuva/git/Detection_Experiment/datasets/fashionpedia_yolo/fashionpedia_custom.yaml
epochs: 500
time: null
patience: 50
batch: -1
imgsz: 640
save: true
save_period: -1
cache: false
device: '0'
workers: 8
project: fashionpedia_exp
name: yolov8m_fashion_4class
exist_ok: false
pretrained: true
optimizer: AdamW
verbose: true
seed: 0
deterministic: true
single_cls: false
rect: false
cos_lr: false
close_mosaic: 10
resume: false
amp: true
fraction: 1.0
profile: false
freeze: null
multi_scale: false
compile: false
overlap_mask: true
mask_ratio: 4
dropout: 0.0
val: true
split: val
save_json: false
conf: null
iou: 0.7
max_det: 300
half: false
dnn: false
plots: true
source: null
vid_stride: 1
stream_buffer: false
visualize: false
augment: false
agnostic_nms: false
classes: null
retina_masks: false
embed: null
show: false
save_frames: false
save_txt: false
save_conf: false
save_crop: false
show_labels: true
show_conf: true
show_boxes: true
line_width: null
format: torchscript
keras: false
optimize: false
int8: false
dynamic: false
simplify: true
opset: null
workspace: null
nms: false
lr0: 0.001
lrf: 0.01
momentum: 0.937
weight_decay: 0.0005
warmup_epochs: 3.0
warmup_momentum: 0.8
warmup_bias_lr: 0.1
box: 7.5
cls: 0.5
dfl: 1.5
pose: 12.0
kobj: 1.0
nbs: 64
hsv_h: 0.015
hsv_s: 0.7
hsv_v: 0.4
degrees: 0.0
translate: 0.1
scale: 0.5
shear: 0.0
perspective: 0.0
flipud: 0.0
fliplr: 0.5
bgr: 0.0
mosaic: 1.0
mixup: 0.0
cutmix: 0.0
copy_paste: 0.0
copy_paste_mode: flip
auto_augment: randaugment
erasing: 0.4
cfg: null
tracker: botsort.yaml
save_dir: /home/cuuva/git/Detection_Experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_4class

@ -0,0 +1,119 @@
epoch,time,train/box_loss,train/cls_loss,train/dfl_loss,metrics/precision(B),metrics/recall(B),metrics/mAP50(B),metrics/mAP50-95(B),val/box_loss,val/cls_loss,val/dfl_loss,lr/pg0,lr/pg1,lr/pg2
1,474.596,0.93903,1.41545,1.28627,0.61587,0.56472,0.58086,0.39693,1.0572,1.75433,1.3424,0.067021,0.000333122,0.000333122
2,945.472,0.92099,1.26934,1.27601,0.65767,0.66997,0.70237,0.52208,0.87901,1.11222,1.22253,0.0340196,0.000665135,0.000665135
3,1415.01,0.88692,1.19259,1.25441,0.69552,0.68564,0.72146,0.53996,0.85246,1.07178,1.18507,0.00101701,0.000995829,0.000995829
4,1884.52,0.83982,1.12034,1.21812,0.7636,0.69239,0.76012,0.59898,0.75789,0.91664,1.14181,0.00099406,0.00099406,0.00099406
5,2354.23,0.79317,1.04793,1.18944,0.77686,0.72369,0.79517,0.63704,0.70919,0.82991,1.09923,0.00099208,0.00099208,0.00099208
6,2823.81,0.76062,0.99744,1.16595,0.79611,0.75397,0.81301,0.66144,0.68034,0.79346,1.09095,0.0009901,0.0009901,0.0009901
7,3293.38,0.73424,0.95944,1.14808,0.77811,0.77505,0.82129,0.66934,0.6387,0.76163,1.05014,0.00098812,0.00098812,0.00098812
8,3762.86,0.72051,0.93364,1.14222,0.8307,0.75062,0.83974,0.68937,0.62044,0.70965,1.05224,0.00098614,0.00098614,0.00098614
9,4232.56,0.69741,0.89999,1.12531,0.80277,0.78105,0.84217,0.7019,0.58509,0.68064,1.02066,0.00098416,0.00098416,0.00098416
10,4701.9,0.68169,0.87808,1.11663,0.82917,0.79387,0.85449,0.71584,0.58173,0.65823,1.02224,0.00098218,0.00098218,0.00098218
11,5171.66,0.67499,0.86255,1.11537,0.84073,0.77441,0.86241,0.72051,0.57155,0.65323,1.02392,0.0009802,0.0009802,0.0009802
12,5641.02,0.66595,0.845,1.10818,0.83944,0.78124,0.86142,0.72778,0.55057,0.63859,1.00338,0.00097822,0.00097822,0.00097822
13,6110.43,0.65533,0.82281,1.0977,0.85016,0.7874,0.86618,0.73724,0.54842,0.62593,1.00401,0.00097624,0.00097624,0.00097624
14,6579.99,0.64797,0.81258,1.09286,0.83547,0.80285,0.87085,0.7376,0.53801,0.61695,0.99101,0.00097426,0.00097426,0.00097426
15,7049.65,0.63715,0.7988,1.08595,0.85961,0.79098,0.87703,0.74884,0.52471,0.59811,0.98177,0.00097228,0.00097228,0.00097228
16,7519.23,0.62896,0.78492,1.07928,0.82386,0.83591,0.87836,0.75043,0.52344,0.58876,0.98531,0.0009703,0.0009703,0.0009703
17,7988.97,0.62132,0.77465,1.07472,0.86651,0.79318,0.87996,0.75302,0.51632,0.58756,0.981,0.00096832,0.00096832,0.00096832
18,8458.46,0.61949,0.76321,1.07346,0.83482,0.82578,0.88359,0.76031,0.51302,0.57436,0.97926,0.00096634,0.00096634,0.00096634
19,8927.76,0.61162,0.75548,1.07409,0.82063,0.84553,0.8846,0.76373,0.5105,0.57243,0.97865,0.00096436,0.00096436,0.00096436
20,9397.56,0.60103,0.73727,1.06316,0.82508,0.84635,0.88487,0.76434,0.50517,0.57093,0.97495,0.00096238,0.00096238,0.00096238
21,9865.46,0.59967,0.7298,1.05932,0.82435,0.84601,0.88509,0.76508,0.50255,0.56891,0.97282,0.0009604,0.0009604,0.0009604
22,10328.2,0.59422,0.71917,1.05554,0.82421,0.84651,0.88646,0.7666,0.50108,0.56414,0.97365,0.00095842,0.00095842,0.00095842
23,10790.8,0.58961,0.71019,1.0554,0.82674,0.8483,0.8881,0.76783,0.49758,0.5603,0.97092,0.00095644,0.00095644,0.00095644
24,11253.8,0.58536,0.69729,1.05217,0.83952,0.84128,0.8886,0.76988,0.49635,0.55862,0.96996,0.00095446,0.00095446,0.00095446
25,11716.2,0.58278,0.69802,1.04804,0.84234,0.84168,0.89132,0.771,0.49616,0.55391,0.96949,0.00095248,0.00095248,0.00095248
26,12178.8,0.57886,0.6897,1.04566,0.85293,0.83682,0.89182,0.77091,0.49339,0.55123,0.96775,0.0009505,0.0009505,0.0009505
27,12644.5,0.57424,0.67772,1.04268,0.85141,0.83998,0.8931,0.77282,0.49124,0.54865,0.96604,0.00094852,0.00094852,0.00094852
28,13106.9,0.56989,0.67106,1.0427,0.86569,0.82599,0.89423,0.77372,0.49094,0.54527,0.96495,0.00094654,0.00094654,0.00094654
29,13569.2,0.56663,0.66424,1.03633,0.87071,0.82732,0.89425,0.77436,0.48888,0.54221,0.96293,0.00094456,0.00094456,0.00094456
30,14031.5,0.56491,0.65945,1.03474,0.87416,0.82633,0.89702,0.77712,0.4861,0.53997,0.96035,0.00094258,0.00094258,0.00094258
31,14493.8,0.56111,0.65743,1.03186,0.8724,0.83137,0.8973,0.77804,0.48532,0.53786,0.95917,0.0009406,0.0009406,0.0009406
32,14955.6,0.55913,0.64898,1.03113,0.87391,0.83375,0.90035,0.77864,0.48281,0.5347,0.95652,0.00093862,0.00093862,0.00093862
33,15418,0.55545,0.64385,1.03113,0.869,0.83874,0.89926,0.78037,0.48235,0.53183,0.95659,0.00093664,0.00093664,0.00093664
34,15880.4,0.5508,0.63619,1.03102,0.84745,0.86771,0.90212,0.78125,0.48295,0.52968,0.95805,0.00093466,0.00093466,0.00093466
35,16342.6,0.54993,0.63723,1.03125,0.85849,0.85634,0.90134,0.78232,0.48162,0.5297,0.95724,0.00093268,0.00093268,0.00093268
36,16804.7,0.54702,0.62535,1.02967,0.8581,0.85719,0.90146,0.78197,0.4813,0.52816,0.95727,0.0009307,0.0009307,0.0009307
37,17266.8,0.54243,0.6199,1.02472,0.8606,0.8609,0.90413,0.78324,0.4812,0.52925,0.95703,0.00092872,0.00092872,0.00092872
38,17729.1,0.54064,0.61272,1.02264,0.86105,0.85965,0.90422,0.78307,0.48115,0.52784,0.9567,0.00092674,0.00092674,0.00092674
39,18191.2,0.53887,0.60931,1.02123,0.86174,0.85766,0.90456,0.78337,0.48029,0.52615,0.95549,0.00092476,0.00092476,0.00092476
40,18653.8,0.53139,0.6029,1.01607,0.86435,0.8555,0.90432,0.78401,0.47858,0.52491,0.95361,0.00092278,0.00092278,0.00092278
41,19116.1,0.53408,0.60101,1.01962,0.86674,0.84936,0.90463,0.78439,0.4777,0.52527,0.95235,0.0009208,0.0009208,0.0009208
42,19578.3,0.53145,0.59632,1.01591,0.86103,0.85381,0.90495,0.78501,0.47736,0.52465,0.95138,0.00091882,0.00091882,0.00091882
43,20040.4,0.52868,0.5836,1.01494,0.86249,0.85859,0.90549,0.78575,0.47668,0.5248,0.95091,0.00091684,0.00091684,0.00091684
44,20504.6,0.52763,0.58484,1.01133,0.86715,0.85773,0.90553,0.78649,0.47562,0.52416,0.94888,0.00091486,0.00091486,0.00091486
45,20966.7,0.52374,0.57922,1.0097,0.86496,0.85779,0.90613,0.78685,0.4756,0.52425,0.94903,0.00091288,0.00091288,0.00091288
46,21428.4,0.52154,0.57403,1.01045,0.88001,0.8417,0.90694,0.7888,0.47492,0.5229,0.94851,0.0009109,0.0009109,0.0009109
47,21890.3,0.52137,0.57439,1.01062,0.88246,0.83694,0.90708,0.79087,0.47572,0.52306,0.94903,0.00090892,0.00090892,0.00090892
48,22352.5,0.5195,0.56909,1.00541,0.88115,0.83611,0.90723,0.79012,0.47556,0.52117,0.94869,0.00090694,0.00090694,0.00090694
49,22814.5,0.5188,0.56325,1.00381,0.85185,0.8671,0.90743,0.79159,0.47566,0.51901,0.94893,0.00090496,0.00090496,0.00090496
50,23276.6,0.51374,0.56129,1.00363,0.88405,0.83195,0.90687,0.79149,0.4756,0.51964,0.94916,0.00090298,0.00090298,0.00090298
51,23738.5,0.51755,0.55828,1.00527,0.8467,0.86476,0.90715,0.7924,0.47551,0.51703,0.94833,0.000901,0.000901,0.000901
52,24200.6,0.51481,0.55834,1.00436,0.88885,0.82982,0.90788,0.79203,0.47542,0.51624,0.9479,0.00089902,0.00089902,0.00089902
53,24662.5,0.5114,0.55254,1.00007,0.88054,0.83439,0.90827,0.79284,0.47445,0.51568,0.94597,0.00089704,0.00089704,0.00089704
54,25124.8,0.50896,0.54342,0.99716,0.87957,0.8351,0.90828,0.79291,0.47506,0.51621,0.94556,0.00089506,0.00089506,0.00089506
55,25587.1,0.50462,0.54098,0.99649,0.8772,0.83601,0.90827,0.79414,0.47565,0.51515,0.94563,0.00089308,0.00089308,0.00089308
56,26049.3,0.50612,0.54491,0.99887,0.88427,0.83355,0.9092,0.79486,0.47587,0.5137,0.94622,0.0008911,0.0008911,0.0008911
57,26511.4,0.5033,0.53839,0.9971,0.885,0.83479,0.90968,0.79483,0.4749,0.51298,0.94539,0.00088912,0.00088912,0.00088912
58,26973.4,0.50054,0.53574,0.99372,0.87954,0.83854,0.91048,0.79524,0.47489,0.51276,0.94537,0.00088714,0.00088714,0.00088714
59,27435.5,0.50108,0.53197,0.99693,0.87807,0.84162,0.91123,0.79554,0.47397,0.51264,0.94511,0.00088516,0.00088516,0.00088516
60,27897.8,0.50193,0.52879,0.9968,0.87571,0.84718,0.91163,0.79605,0.47396,0.51248,0.94587,0.00088318,0.00088318,0.00088318
61,28360,0.49687,0.5238,0.99059,0.87557,0.84413,0.91078,0.79437,0.47423,0.51271,0.9461,0.0008812,0.0008812,0.0008812
62,28822,0.49674,0.51739,0.98821,0.87378,0.84612,0.91117,0.79382,0.47465,0.51305,0.94589,0.00087922,0.00087922,0.00087922
63,29286.3,0.49831,0.52129,0.99287,0.86326,0.85898,0.91142,0.79623,0.47311,0.51108,0.94409,0.00087724,0.00087724,0.00087724
64,29748.5,0.49168,0.51482,0.98801,0.86212,0.86008,0.91188,0.79452,0.47257,0.51118,0.94373,0.00087526,0.00087526,0.00087526
65,30210.8,0.49093,0.51166,0.99064,0.86393,0.85755,0.91178,0.79483,0.47126,0.51308,0.94309,0.00087328,0.00087328,0.00087328
66,30673.4,0.48996,0.50964,0.98871,0.86439,0.85836,0.9118,0.79626,0.47112,0.51114,0.94228,0.0008713,0.0008713,0.0008713
67,31135.8,0.48725,0.50594,0.98582,0.86643,0.85344,0.91203,0.79811,0.4705,0.50867,0.94157,0.00086932,0.00086932,0.00086932
68,31597.9,0.48673,0.5033,0.988,0.89025,0.83037,0.9119,0.79859,0.47006,0.50904,0.94153,0.00086734,0.00086734,0.00086734
69,32060.2,0.48656,0.50139,0.98504,0.88768,0.83192,0.91147,0.79808,0.4689,0.50962,0.94109,0.00086536,0.00086536,0.00086536
70,32522.4,0.48348,0.50085,0.98434,0.89171,0.82874,0.9115,0.79799,0.46792,0.5102,0.94141,0.00086338,0.00086338,0.00086338
71,32984.4,0.4847,0.49669,0.98437,0.886,0.82957,0.91131,0.79849,0.46777,0.51222,0.94197,0.0008614,0.0008614,0.0008614
72,33446.5,0.48186,0.49734,0.98176,0.8758,0.84131,0.91079,0.79711,0.46655,0.51396,0.941,0.00085942,0.00085942,0.00085942
73,33908.6,0.48037,0.49197,0.98147,0.87872,0.84683,0.91038,0.79767,0.46532,0.5139,0.94027,0.00085744,0.00085744,0.00085744
74,34370.7,0.48222,0.49279,0.9825,0.87941,0.8471,0.91026,0.79635,0.46446,0.51482,0.93941,0.00085546,0.00085546,0.00085546
75,34833,0.47775,0.48748,0.97907,0.87694,0.84631,0.91041,0.79614,0.46376,0.51531,0.93964,0.00085348,0.00085348,0.00085348
76,35295.1,0.47712,0.48701,0.97857,0.87412,0.84681,0.91055,0.79561,0.46292,0.51465,0.93928,0.0008515,0.0008515,0.0008515
77,35757.2,0.47445,0.47909,0.97752,0.87748,0.83806,0.91043,0.79662,0.46253,0.51421,0.93939,0.00084952,0.00084952,0.00084952
78,36219.4,0.47499,0.47603,0.97722,0.8833,0.83726,0.90997,0.79638,0.46193,0.51479,0.93871,0.00084754,0.00084754,0.00084754
79,36681.7,0.47372,0.47831,0.9738,0.87848,0.83876,0.90969,0.79656,0.46402,0.5171,0.93979,0.00084556,0.00084556,0.00084556
80,37146.3,0.47188,0.4755,0.97527,0.88542,0.83955,0.90996,0.7963,0.46453,0.52173,0.94004,0.00084358,0.00084358,0.00084358
81,37608.1,0.47261,0.47433,0.97704,0.88365,0.83769,0.90964,0.79562,0.46532,0.52287,0.94027,0.0008416,0.0008416,0.0008416
82,38069.9,0.47042,0.47008,0.97466,0.88444,0.83781,0.91002,0.79564,0.46497,0.52616,0.94048,0.00083962,0.00083962,0.00083962
83,38531.6,0.46762,0.46805,0.97435,0.88983,0.83006,0.90899,0.7961,0.46381,0.52777,0.94002,0.00083764,0.00083764,0.00083764
84,38993.3,0.4676,0.46594,0.97384,0.88759,0.82934,0.90852,0.79404,0.46423,0.52943,0.94102,0.00083566,0.00083566,0.00083566
85,39455,0.46796,0.46293,0.97068,0.8893,0.83036,0.90833,0.79482,0.46383,0.53027,0.94096,0.00083368,0.00083368,0.00083368
86,39916.8,0.46728,0.46179,0.9702,0.88996,0.83023,0.90837,0.79495,0.46383,0.53168,0.9396,0.0008317,0.0008317,0.0008317
87,40378.8,0.46298,0.46029,0.9684,0.88906,0.82899,0.90866,0.795,0.46383,0.53253,0.93945,0.00082972,0.00082972,0.00082972
88,40840.9,0.46303,0.45772,0.96827,0.88776,0.82946,0.90865,0.7949,0.46352,0.53185,0.93884,0.00082774,0.00082774,0.00082774
89,41303.3,0.46176,0.45664,0.97013,0.88792,0.82978,0.90767,0.79487,0.46435,0.53372,0.93888,0.00082576,0.00082576,0.00082576
90,41765.4,0.46083,0.45357,0.97121,0.89043,0.82816,0.90783,0.79412,0.46422,0.53632,0.93912,0.00082378,0.00082378,0.00082378
91,42228,0.46107,0.45139,0.96927,0.86802,0.84779,0.90782,0.79372,0.46463,0.539,0.93956,0.0008218,0.0008218,0.0008218
92,42690,0.45929,0.45307,0.96682,0.86522,0.85161,0.90737,0.79374,0.46378,0.5376,0.93943,0.00081982,0.00081982,0.00081982
93,43152,0.46016,0.45065,0.96842,0.87161,0.84493,0.90652,0.79386,0.46465,0.5382,0.94029,0.00081784,0.00081784,0.00081784
94,43613.9,0.45718,0.44908,0.96704,0.86077,0.85589,0.90606,0.79442,0.46348,0.53736,0.94013,0.00081586,0.00081586,0.00081586
95,44076,0.45887,0.44694,0.96849,0.86092,0.85986,0.90599,0.79477,0.46362,0.53655,0.93988,0.00081388,0.00081388,0.00081388
96,44538.2,0.45504,0.44399,0.96595,0.8591,0.85556,0.90346,0.793,0.46296,0.53809,0.93997,0.0008119,0.0008119,0.0008119
97,45000.2,0.45516,0.44315,0.96648,0.85801,0.85308,0.90244,0.79305,0.46338,0.53927,0.94173,0.00080992,0.00080992,0.00080992
98,45462.4,0.45233,0.43965,0.96518,0.86607,0.84775,0.90176,0.79221,0.46451,0.53978,0.94244,0.00080794,0.00080794,0.00080794
99,45927,0.45221,0.43739,0.96207,0.86603,0.85345,0.90164,0.79354,0.46665,0.54085,0.94437,0.00080596,0.00080596,0.00080596
100,46389,0.44955,0.43427,0.96153,0.86753,0.8577,0.90403,0.79507,0.46633,0.53894,0.94464,0.00080398,0.00080398,0.00080398
101,46851,0.44909,0.43242,0.96049,0.87025,0.8561,0.90428,0.79425,0.46643,0.5384,0.94503,0.000802,0.000802,0.000802
102,47313.1,0.44779,0.42907,0.95638,0.87006,0.86017,0.9048,0.79615,0.46807,0.54049,0.94549,0.00080002,0.00080002,0.00080002
103,47775.2,0.45088,0.43586,0.96374,0.86912,0.86268,0.90498,0.79514,0.46953,0.54258,0.94677,0.00079804,0.00079804,0.00079804
104,48237.2,0.4486,0.43123,0.95881,0.88179,0.84919,0.90513,0.79491,0.47222,0.54326,0.94855,0.00079606,0.00079606,0.00079606
105,48699.2,0.44872,0.42823,0.95905,0.87909,0.84653,0.90294,0.79446,0.47171,0.54543,0.9477,0.00079408,0.00079408,0.00079408
106,49161.5,0.44819,0.42853,0.96006,0.88599,0.84255,0.90283,0.79375,0.47042,0.54522,0.94576,0.0007921,0.0007921,0.0007921
107,49623.6,0.44441,0.426,0.95773,0.87972,0.84742,0.90296,0.79553,0.4701,0.54547,0.94559,0.00079012,0.00079012,0.00079012
108,50085.9,0.44308,0.42388,0.95475,0.8702,0.85277,0.90206,0.79537,0.46946,0.54852,0.94544,0.00078814,0.00078814,0.00078814
109,50547.5,0.44443,0.4185,0.95548,0.8828,0.83732,0.90172,0.7944,0.46905,0.5499,0.94529,0.00078616,0.00078616,0.00078616
110,51010.2,0.44387,0.42138,0.95435,0.86257,0.86004,0.90129,0.79357,0.46927,0.55072,0.94507,0.00078418,0.00078418,0.00078418
111,51472.4,0.44359,0.42036,0.95318,0.88122,0.84597,0.90106,0.79301,0.46768,0.55016,0.9435,0.0007822,0.0007822,0.0007822
112,51934.3,0.44207,0.41848,0.95537,0.88093,0.84526,0.90148,0.7944,0.46795,0.54995,0.94429,0.00078022,0.00078022,0.00078022
113,52397.2,0.44164,0.41628,0.95591,0.87769,0.84522,0.90114,0.79354,0.46791,0.55027,0.9454,0.00077824,0.00077824,0.00077824
114,52859.2,0.44109,0.41413,0.95581,0.8781,0.84457,0.90005,0.79341,0.4674,0.55128,0.94613,0.00077626,0.00077626,0.00077626
115,53321.7,0.4415,0.41856,0.95716,0.88507,0.83603,0.90013,0.79336,0.46945,0.55186,0.94752,0.00077428,0.00077428,0.00077428
116,53783.6,0.43807,0.41112,0.9522,0.89038,0.83195,0.89959,0.7949,0.4693,0.55269,0.94728,0.0007723,0.0007723,0.0007723
117,54247.7,0.4357,0.41175,0.95447,0.88819,0.83169,0.89862,0.7935,0.46842,0.55237,0.94603,0.00077032,0.00077032,0.00077032
118,54709.8,0.43707,0.41214,0.95187,0.87947,0.84319,0.89929,0.79291,0.46871,0.5529,0.94508,0.00076834,0.00076834,0.00076834
1 epoch time train/box_loss train/cls_loss train/dfl_loss metrics/precision(B) metrics/recall(B) metrics/mAP50(B) metrics/mAP50-95(B) val/box_loss val/cls_loss val/dfl_loss lr/pg0 lr/pg1 lr/pg2
2 1 474.596 0.93903 1.41545 1.28627 0.61587 0.56472 0.58086 0.39693 1.0572 1.75433 1.3424 0.067021 0.000333122 0.000333122
3 2 945.472 0.92099 1.26934 1.27601 0.65767 0.66997 0.70237 0.52208 0.87901 1.11222 1.22253 0.0340196 0.000665135 0.000665135
4 3 1415.01 0.88692 1.19259 1.25441 0.69552 0.68564 0.72146 0.53996 0.85246 1.07178 1.18507 0.00101701 0.000995829 0.000995829
5 4 1884.52 0.83982 1.12034 1.21812 0.7636 0.69239 0.76012 0.59898 0.75789 0.91664 1.14181 0.00099406 0.00099406 0.00099406
6 5 2354.23 0.79317 1.04793 1.18944 0.77686 0.72369 0.79517 0.63704 0.70919 0.82991 1.09923 0.00099208 0.00099208 0.00099208
7 6 2823.81 0.76062 0.99744 1.16595 0.79611 0.75397 0.81301 0.66144 0.68034 0.79346 1.09095 0.0009901 0.0009901 0.0009901
8 7 3293.38 0.73424 0.95944 1.14808 0.77811 0.77505 0.82129 0.66934 0.6387 0.76163 1.05014 0.00098812 0.00098812 0.00098812
9 8 3762.86 0.72051 0.93364 1.14222 0.8307 0.75062 0.83974 0.68937 0.62044 0.70965 1.05224 0.00098614 0.00098614 0.00098614
10 9 4232.56 0.69741 0.89999 1.12531 0.80277 0.78105 0.84217 0.7019 0.58509 0.68064 1.02066 0.00098416 0.00098416 0.00098416
11 10 4701.9 0.68169 0.87808 1.11663 0.82917 0.79387 0.85449 0.71584 0.58173 0.65823 1.02224 0.00098218 0.00098218 0.00098218
12 11 5171.66 0.67499 0.86255 1.11537 0.84073 0.77441 0.86241 0.72051 0.57155 0.65323 1.02392 0.0009802 0.0009802 0.0009802
13 12 5641.02 0.66595 0.845 1.10818 0.83944 0.78124 0.86142 0.72778 0.55057 0.63859 1.00338 0.00097822 0.00097822 0.00097822
14 13 6110.43 0.65533 0.82281 1.0977 0.85016 0.7874 0.86618 0.73724 0.54842 0.62593 1.00401 0.00097624 0.00097624 0.00097624
15 14 6579.99 0.64797 0.81258 1.09286 0.83547 0.80285 0.87085 0.7376 0.53801 0.61695 0.99101 0.00097426 0.00097426 0.00097426
16 15 7049.65 0.63715 0.7988 1.08595 0.85961 0.79098 0.87703 0.74884 0.52471 0.59811 0.98177 0.00097228 0.00097228 0.00097228
17 16 7519.23 0.62896 0.78492 1.07928 0.82386 0.83591 0.87836 0.75043 0.52344 0.58876 0.98531 0.0009703 0.0009703 0.0009703
18 17 7988.97 0.62132 0.77465 1.07472 0.86651 0.79318 0.87996 0.75302 0.51632 0.58756 0.981 0.00096832 0.00096832 0.00096832
19 18 8458.46 0.61949 0.76321 1.07346 0.83482 0.82578 0.88359 0.76031 0.51302 0.57436 0.97926 0.00096634 0.00096634 0.00096634
20 19 8927.76 0.61162 0.75548 1.07409 0.82063 0.84553 0.8846 0.76373 0.5105 0.57243 0.97865 0.00096436 0.00096436 0.00096436
21 20 9397.56 0.60103 0.73727 1.06316 0.82508 0.84635 0.88487 0.76434 0.50517 0.57093 0.97495 0.00096238 0.00096238 0.00096238
22 21 9865.46 0.59967 0.7298 1.05932 0.82435 0.84601 0.88509 0.76508 0.50255 0.56891 0.97282 0.0009604 0.0009604 0.0009604
23 22 10328.2 0.59422 0.71917 1.05554 0.82421 0.84651 0.88646 0.7666 0.50108 0.56414 0.97365 0.00095842 0.00095842 0.00095842
24 23 10790.8 0.58961 0.71019 1.0554 0.82674 0.8483 0.8881 0.76783 0.49758 0.5603 0.97092 0.00095644 0.00095644 0.00095644
25 24 11253.8 0.58536 0.69729 1.05217 0.83952 0.84128 0.8886 0.76988 0.49635 0.55862 0.96996 0.00095446 0.00095446 0.00095446
26 25 11716.2 0.58278 0.69802 1.04804 0.84234 0.84168 0.89132 0.771 0.49616 0.55391 0.96949 0.00095248 0.00095248 0.00095248
27 26 12178.8 0.57886 0.6897 1.04566 0.85293 0.83682 0.89182 0.77091 0.49339 0.55123 0.96775 0.0009505 0.0009505 0.0009505
28 27 12644.5 0.57424 0.67772 1.04268 0.85141 0.83998 0.8931 0.77282 0.49124 0.54865 0.96604 0.00094852 0.00094852 0.00094852
29 28 13106.9 0.56989 0.67106 1.0427 0.86569 0.82599 0.89423 0.77372 0.49094 0.54527 0.96495 0.00094654 0.00094654 0.00094654
30 29 13569.2 0.56663 0.66424 1.03633 0.87071 0.82732 0.89425 0.77436 0.48888 0.54221 0.96293 0.00094456 0.00094456 0.00094456
31 30 14031.5 0.56491 0.65945 1.03474 0.87416 0.82633 0.89702 0.77712 0.4861 0.53997 0.96035 0.00094258 0.00094258 0.00094258
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@ -567,28 +567,28 @@
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"Ultralytics 8.3.225 🚀 Python-3.10.18 torch-2.9.1+cu128 CUDA:0 (NVIDIA GeForce RTX 5090, 32109MiB)\n", "Ultralytics 8.3.225 🚀 Python-3.10.18 torch-2.9.1+cu128 CUDA:0 (NVIDIA GeForce RTX 5090, 32109MiB)\n",
"Model summary (fused): 92 layers, 25,849,024 parameters, 0 gradients, 78.7 GFLOPs\n", "Model summary (fused): 92 layers, 25,842,076 parameters, 0 gradients, 78.7 GFLOPs\n",
"\n", "\n",
"\u001b[34m\u001b[1mPyTorch:\u001b[0m starting from '/home/cuuva/experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final2/weights/best_fashion_16class.pt' with input shape (1, 3, 640, 640) BCHW and output shape(s) (1, 20, 8400) (49.6 MB)\n", "\u001b[34m\u001b[1mPyTorch:\u001b[0m starting from '/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_4class/weights/best_finetuned_clothes.pt' with input shape (1, 3, 640, 640) BCHW and output shape(s) (1, 8, 8400) (49.6 MB)\n",
"\n", "\n",
"\u001b[34m\u001b[1mONNX:\u001b[0m starting export with onnx 1.19.1 opset 20...\n", "\u001b[34m\u001b[1mONNX:\u001b[0m starting export with onnx 1.19.1 opset 20...\n",
"\u001b[34m\u001b[1mONNX:\u001b[0m slimming with onnxslim 0.1.71...\n", "\u001b[34m\u001b[1mONNX:\u001b[0m slimming with onnxslim 0.1.71...\n",
"\u001b[34m\u001b[1mONNX:\u001b[0m export success ✅ 0.8s, saved as '/home/cuuva/experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final2/weights/best_fashion_16class.onnx' (98.9 MB)\n", "\u001b[34m\u001b[1mONNX:\u001b[0m export success ✅ 0.6s, saved as '/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_4class/weights/best_finetuned_clothes.onnx' (98.8 MB)\n",
"\n", "\n",
"Export complete (1.1s)\n", "Export complete (0.7s)\n",
"Results saved to \u001b[1m/home/cuuva/experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final2/weights\u001b[0m\n", "Results saved to \u001b[1m/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_4class/weights\u001b[0m\n",
"Predict: yolo predict task=detect model=/home/cuuva/experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final2/weights/best_fashion_16class.onnx imgsz=640 \n", "Predict: yolo predict task=detect model=/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_4class/weights/best_finetuned_clothes.onnx imgsz=640 \n",
"Validate: yolo val task=detect model=/home/cuuva/experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final2/weights/best_fashion_16class.onnx imgsz=640 data=/home/cuuva/experiment/datasets/fashionpedia_yolo/fashionpedia_reduced.yaml \n", "Validate: yolo val task=detect model=/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_4class/weights/best_finetuned_clothes.onnx imgsz=640 data=/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuning_dataset.yaml \n",
"Visualize: https://netron.app\n" "Visualize: https://netron.app\n"
] ]
}, },
{ {
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"text/plain": [ "text/plain": [
"'/home/cuuva/experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final2/weights/best_fashion_16class.onnx'" "'/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_4class/weights/best_finetuned_clothes.onnx'"
] ]
}, },
"execution_count": 1, "execution_count": 2,
"metadata": {}, "metadata": {},
"output_type": "execute_result" "output_type": "execute_result"
} }

@ -0,0 +1,106 @@
task: detect
mode: train
model: yolov8m.pt
data: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuning_dataset.yaml
epochs: 200
time: null
patience: 50
batch: -1
imgsz: 640
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save_period: -1
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device: '0'
workers: 8
project: finetuned_exp
name: yolov8m_finetuned_16class
exist_ok: false
pretrained: true
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seed: 0
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amp: true
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mask_ratio: 4
dropout: 0.0
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split: val
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iou: 0.7
max_det: 300
half: false
dnn: false
plots: true
source: null
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embed: null
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format: torchscript
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dynamic: false
simplify: true
opset: null
workspace: null
nms: false
lr0: 0.001
lrf: 0.01
momentum: 0.937
weight_decay: 0.0005
warmup_epochs: 3.0
warmup_momentum: 0.8
warmup_bias_lr: 0.1
box: 7.5
cls: 0.5
dfl: 1.5
pose: 12.0
kobj: 1.0
nbs: 64
hsv_h: 0.015
hsv_s: 0.7
hsv_v: 0.4
degrees: 0.0
translate: 0.1
scale: 0.5
shear: 0.0
perspective: 0.0
flipud: 0.0
fliplr: 0.5
bgr: 0.0
mosaic: 1.0
mixup: 0.0
cutmix: 0.0
copy_paste: 0.0
copy_paste_mode: flip
auto_augment: randaugment
erasing: 0.4
cfg: null
tracker: botsort.yaml
save_dir: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_16class

@ -0,0 +1,64 @@
epoch,time,train/box_loss,train/cls_loss,train/dfl_loss,metrics/precision(B),metrics/recall(B),metrics/mAP50(B),metrics/mAP50-95(B),val/box_loss,val/cls_loss,val/dfl_loss,lr/pg0,lr/pg1,lr/pg2
1,3.78148,1.33469,3.80034,1.63059,0.73796,0.29947,0.37698,0.31586,0.52953,2.60886,1.0286,0.08911,0.00011,0.00011
2,7.56087,0.60945,0.99123,0.97196,0.68549,0.36595,0.43755,0.32073,0.70291,3.06519,1.10377,0.0772289,0.000228861,0.000228861
3,11.4202,0.51229,0.67713,0.90343,0.71504,0.3875,0.44526,0.29532,0.6803,10.726,1.0683,0.0653465,0.000346535,0.000346535
4,15.1807,0.52074,0.63101,0.90427,0.65366,0.60284,0.48227,0.29742,0.60168,3.51049,1.04707,0.053463,0.00046302,0.00046302
5,18.9709,0.50722,0.61079,0.90078,0.73198,0.57424,0.49323,0.44174,0.39059,1.28564,0.86867,0.0415783,0.000578318,0.000578318
6,22.8854,0.49552,0.60369,0.89034,0.66355,0.59467,0.52354,0.41981,0.42398,1.57978,0.89592,0.0296924,0.000692427,0.000692427
7,26.6285,0.46947,0.55428,0.87874,0.61267,0.6248,0.43648,0.35161,0.44943,1.45805,0.92086,0.0178053,0.000805349,0.000805349
8,30.3691,0.45534,0.52409,0.88231,0.6246,0.63572,0.45639,0.33998,0.44835,1.93294,0.95281,0.00591708,0.000917082,0.000917082
9,34.1485,0.48601,0.56182,0.89716,0.59408,0.61932,0.4629,0.32455,0.45378,1.53813,0.95085,0.0009604,0.0009604,0.0009604
10,37.921,0.48816,0.5445,0.89966,0.63695,0.63235,0.49343,0.39283,0.48469,3.00655,0.96584,0.00095545,0.00095545,0.00095545
11,41.6616,0.47282,0.52913,0.884,0.70406,0.69102,0.48837,0.37312,0.45323,2.1499,0.94868,0.0009505,0.0009505,0.0009505
12,45.4309,0.47726,0.51821,0.88777,0.67332,0.63697,0.55051,0.43409,0.42691,1.43266,0.8991,0.00094555,0.00094555,0.00094555
13,49.3216,0.47322,0.50814,0.87982,0.69371,0.70732,0.5492,0.50737,0.39498,1.77262,0.92069,0.0009406,0.0009406,0.0009406
14,53.1589,0.45547,0.48886,0.87557,0.65904,0.66094,0.52163,0.47477,0.37669,1.23177,0.87385,0.00093565,0.00093565,0.00093565
15,56.9039,0.44566,0.48189,0.87569,0.60504,0.54129,0.43602,0.38708,0.41243,1.03501,0.89825,0.0009307,0.0009307,0.0009307
16,60.6523,0.44933,0.502,0.88999,0.37379,0.62594,0.43582,0.34925,0.42962,1.78191,0.91027,0.00092575,0.00092575,0.00092575
17,64.4368,0.43722,0.48608,0.8777,0.63457,0.64845,0.4299,0.32622,0.37782,1.73409,0.86714,0.0009208,0.0009208,0.0009208
18,68.1841,0.42233,0.46144,0.8685,0.69631,0.66645,0.49723,0.42279,0.37372,1.10271,0.87895,0.00091585,0.00091585,0.00091585
19,71.9377,0.40829,0.4449,0.86003,0.66101,0.60477,0.48363,0.40767,0.39504,1.1244,0.89122,0.0009109,0.0009109,0.0009109
20,75.6855,0.409,0.45819,0.8668,0.70192,0.61673,0.54394,0.46983,0.39188,0.93353,0.88193,0.00090595,0.00090595,0.00090595
21,79.5951,0.40671,0.44567,0.8634,0.74314,0.50871,0.54476,0.47298,0.44147,0.96029,0.90582,0.000901,0.000901,0.000901
22,83.361,0.41313,0.45403,0.87557,0.4601,0.47457,0.45017,0.33278,0.53013,1.32302,0.96023,0.00089605,0.00089605,0.00089605
23,87.1423,0.41917,0.45142,0.86546,0.38438,0.60481,0.46156,0.42506,0.37881,0.90096,0.87146,0.0008911,0.0008911,0.0008911
24,90.9445,0.4293,0.4509,0.8811,0.72349,0.55997,0.49705,0.3744,0.42867,1.08573,0.91291,0.00088615,0.00088615,0.00088615
25,94.7317,0.41275,0.45251,0.86412,0.6813,0.62841,0.46227,0.37507,0.38894,1.02401,0.89599,0.0008812,0.0008812,0.0008812
26,98.5067,0.40656,0.43857,0.86411,0.69541,0.62841,0.4795,0.409,0.38527,1.14159,0.87603,0.00087625,0.00087625,0.00087625
27,102.282,0.4068,0.44555,0.86759,0.71762,0.55763,0.48642,0.39518,0.35101,1.24645,0.86887,0.0008713,0.0008713,0.0008713
28,106.172,0.39003,0.42322,0.85955,0.46189,0.69735,0.50023,0.34984,0.42298,1.1147,0.91119,0.00086635,0.00086635,0.00086635
29,109.981,0.39569,0.44981,0.85652,0.76322,0.64827,0.55903,0.40588,0.37011,0.86242,0.88865,0.0008614,0.0008614,0.0008614
30,113.742,0.39019,0.41622,0.8555,0.4939,0.58227,0.50257,0.37889,0.37393,1.15246,0.89575,0.00085645,0.00085645,0.00085645
31,117.525,0.37475,0.41644,0.84947,0.39663,0.59492,0.4467,0.33685,0.40234,1.25879,0.93017,0.0008515,0.0008515,0.0008515
32,121.325,0.37289,0.40073,0.84581,0.69496,0.62941,0.4938,0.36733,0.39513,1.27688,0.93298,0.00084655,0.00084655,0.00084655
33,125.089,0.3722,0.42107,0.85543,0.75471,0.64346,0.52761,0.39675,0.36185,1.056,0.90608,0.0008416,0.0008416,0.0008416
34,128.849,0.37924,0.41992,0.84365,0.7313,0.66103,0.52418,0.42032,0.31768,0.9188,0.87799,0.00083665,0.00083665,0.00083665
35,132.714,0.36662,0.38708,0.83892,0.73818,0.52841,0.47963,0.39382,0.33542,1.05785,0.86738,0.0008317,0.0008317,0.0008317
36,136.535,0.37632,0.38432,0.8546,0.66502,0.59938,0.51885,0.40912,0.34029,0.97035,0.87475,0.00082675,0.00082675,0.00082675
37,140.338,0.37271,0.38587,0.84571,0.5174,0.63531,0.52793,0.43814,0.36554,1.07988,0.88498,0.0008218,0.0008218,0.0008218
38,144.134,0.36901,0.40024,0.85047,0.71707,0.59129,0.56226,0.42374,0.40125,0.99763,0.9244,0.00081685,0.00081685,0.00081685
39,147.934,0.39434,0.43089,0.8593,0.55562,0.55194,0.40805,0.34409,0.44815,1.09204,0.95664,0.0008119,0.0008119,0.0008119
40,151.698,0.37155,0.38967,0.84658,0.68503,0.54394,0.52193,0.41761,0.47835,1.08346,0.97604,0.00080695,0.00080695,0.00080695
41,155.498,0.36644,0.38629,0.84955,0.67577,0.54583,0.50672,0.42354,0.40004,0.98989,0.93725,0.000802,0.000802,0.000802
42,159.415,0.35604,0.38401,0.84641,0.60819,0.56554,0.41907,0.34978,0.37567,0.99076,0.91391,0.00079705,0.00079705,0.00079705
43,163.217,0.35579,0.37579,0.85306,0.61134,0.62386,0.47743,0.37828,0.45271,1.08443,0.93421,0.0007921,0.0007921,0.0007921
44,166.984,0.35405,0.37357,0.83472,0.75872,0.4296,0.47769,0.34909,0.46733,1.45015,0.94675,0.00078715,0.00078715,0.00078715
45,170.756,0.3442,0.36419,0.84202,0.65868,0.56114,0.45587,0.37317,0.37198,1.31101,0.89396,0.0007822,0.0007822,0.0007822
46,174.56,0.35409,0.35863,0.83752,0.61909,0.56445,0.41229,0.35977,0.36592,1.14361,0.86921,0.00077725,0.00077725,0.00077725
47,178.339,0.35101,0.37277,0.83852,0.62703,0.55114,0.43938,0.38073,0.3484,1.08414,0.85939,0.0007723,0.0007723,0.0007723
48,182.107,0.36916,0.36519,0.84566,0.71307,0.48674,0.46579,0.38478,0.36118,1.03343,0.8817,0.00076735,0.00076735,0.00076735
49,185.88,0.34978,0.35519,0.83506,0.71914,0.36925,0.43888,0.34882,0.37716,1.13054,0.90382,0.0007624,0.0007624,0.0007624
50,189.752,0.36345,0.3697,0.8442,0.69832,0.43709,0.44508,0.36078,0.37054,1.12954,0.89464,0.00075745,0.00075745,0.00075745
51,193.558,0.35846,0.36267,0.84488,0.6433,0.60038,0.46064,0.34586,0.39035,1.20544,0.9171,0.0007525,0.0007525,0.0007525
52,197.33,0.35449,0.37803,0.84451,0.63339,0.58406,0.44893,0.33556,0.40868,1.02716,0.92945,0.00074755,0.00074755,0.00074755
53,201.139,0.35648,0.36618,0.84817,0.63325,0.55909,0.44089,0.3366,0.42693,1.2246,0.9431,0.0007426,0.0007426,0.0007426
54,204.91,0.35324,0.36185,0.84395,0.42795,0.53118,0.44295,0.32709,0.39309,1.33043,0.92094,0.00073765,0.00073765,0.00073765
55,208.677,0.34405,0.35182,0.84253,0.7537,0.48704,0.51626,0.39089,0.39022,0.98264,0.91645,0.0007327,0.0007327,0.0007327
56,212.481,0.32941,0.34251,0.83695,0.61177,0.52932,0.45094,0.34772,0.37838,1.08123,0.88894,0.00072775,0.00072775,0.00072775
57,216.394,0.3348,0.33981,0.83636,0.71788,0.45155,0.4911,0.40562,0.33227,0.97807,0.86522,0.0007228,0.0007228,0.0007228
58,220.183,0.34344,0.34474,0.84528,0.61592,0.58481,0.44577,0.38492,0.32137,1.06028,0.86325,0.00071785,0.00071785,0.00071785
59,223.99,0.33839,0.34634,0.8355,0.62415,0.53198,0.43579,0.3386,0.36025,1.21482,0.88833,0.0007129,0.0007129,0.0007129
60,227.795,0.33307,0.33585,0.83415,0.72749,0.50856,0.47991,0.37027,0.37971,1.17272,0.91263,0.00070795,0.00070795,0.00070795
61,231.601,0.32663,0.32414,0.83285,0.69812,0.5339,0.41448,0.32622,0.38985,1.3369,0.91243,0.000703,0.000703,0.000703
62,235.371,0.33762,0.33916,0.83625,0.69725,0.47572,0.46259,0.36795,0.34215,1.2375,0.88089,0.00069805,0.00069805,0.00069805
63,239.185,0.33312,0.33786,0.83502,0.67084,0.49598,0.49992,0.43129,0.34499,1.09861,0.8657,0.0006931,0.0006931,0.0006931
1 epoch time train/box_loss train/cls_loss train/dfl_loss metrics/precision(B) metrics/recall(B) metrics/mAP50(B) metrics/mAP50-95(B) val/box_loss val/cls_loss val/dfl_loss lr/pg0 lr/pg1 lr/pg2
2 1 3.78148 1.33469 3.80034 1.63059 0.73796 0.29947 0.37698 0.31586 0.52953 2.60886 1.0286 0.08911 0.00011 0.00011
3 2 7.56087 0.60945 0.99123 0.97196 0.68549 0.36595 0.43755 0.32073 0.70291 3.06519 1.10377 0.0772289 0.000228861 0.000228861
4 3 11.4202 0.51229 0.67713 0.90343 0.71504 0.3875 0.44526 0.29532 0.6803 10.726 1.0683 0.0653465 0.000346535 0.000346535
5 4 15.1807 0.52074 0.63101 0.90427 0.65366 0.60284 0.48227 0.29742 0.60168 3.51049 1.04707 0.053463 0.00046302 0.00046302
6 5 18.9709 0.50722 0.61079 0.90078 0.73198 0.57424 0.49323 0.44174 0.39059 1.28564 0.86867 0.0415783 0.000578318 0.000578318
7 6 22.8854 0.49552 0.60369 0.89034 0.66355 0.59467 0.52354 0.41981 0.42398 1.57978 0.89592 0.0296924 0.000692427 0.000692427
8 7 26.6285 0.46947 0.55428 0.87874 0.61267 0.6248 0.43648 0.35161 0.44943 1.45805 0.92086 0.0178053 0.000805349 0.000805349
9 8 30.3691 0.45534 0.52409 0.88231 0.6246 0.63572 0.45639 0.33998 0.44835 1.93294 0.95281 0.00591708 0.000917082 0.000917082
10 9 34.1485 0.48601 0.56182 0.89716 0.59408 0.61932 0.4629 0.32455 0.45378 1.53813 0.95085 0.0009604 0.0009604 0.0009604
11 10 37.921 0.48816 0.5445 0.89966 0.63695 0.63235 0.49343 0.39283 0.48469 3.00655 0.96584 0.00095545 0.00095545 0.00095545
12 11 41.6616 0.47282 0.52913 0.884 0.70406 0.69102 0.48837 0.37312 0.45323 2.1499 0.94868 0.0009505 0.0009505 0.0009505
13 12 45.4309 0.47726 0.51821 0.88777 0.67332 0.63697 0.55051 0.43409 0.42691 1.43266 0.8991 0.00094555 0.00094555 0.00094555
14 13 49.3216 0.47322 0.50814 0.87982 0.69371 0.70732 0.5492 0.50737 0.39498 1.77262 0.92069 0.0009406 0.0009406 0.0009406
15 14 53.1589 0.45547 0.48886 0.87557 0.65904 0.66094 0.52163 0.47477 0.37669 1.23177 0.87385 0.00093565 0.00093565 0.00093565
16 15 56.9039 0.44566 0.48189 0.87569 0.60504 0.54129 0.43602 0.38708 0.41243 1.03501 0.89825 0.0009307 0.0009307 0.0009307
17 16 60.6523 0.44933 0.502 0.88999 0.37379 0.62594 0.43582 0.34925 0.42962 1.78191 0.91027 0.00092575 0.00092575 0.00092575
18 17 64.4368 0.43722 0.48608 0.8777 0.63457 0.64845 0.4299 0.32622 0.37782 1.73409 0.86714 0.0009208 0.0009208 0.0009208
19 18 68.1841 0.42233 0.46144 0.8685 0.69631 0.66645 0.49723 0.42279 0.37372 1.10271 0.87895 0.00091585 0.00091585 0.00091585
20 19 71.9377 0.40829 0.4449 0.86003 0.66101 0.60477 0.48363 0.40767 0.39504 1.1244 0.89122 0.0009109 0.0009109 0.0009109
21 20 75.6855 0.409 0.45819 0.8668 0.70192 0.61673 0.54394 0.46983 0.39188 0.93353 0.88193 0.00090595 0.00090595 0.00090595
22 21 79.5951 0.40671 0.44567 0.8634 0.74314 0.50871 0.54476 0.47298 0.44147 0.96029 0.90582 0.000901 0.000901 0.000901
23 22 83.361 0.41313 0.45403 0.87557 0.4601 0.47457 0.45017 0.33278 0.53013 1.32302 0.96023 0.00089605 0.00089605 0.00089605
24 23 87.1423 0.41917 0.45142 0.86546 0.38438 0.60481 0.46156 0.42506 0.37881 0.90096 0.87146 0.0008911 0.0008911 0.0008911
25 24 90.9445 0.4293 0.4509 0.8811 0.72349 0.55997 0.49705 0.3744 0.42867 1.08573 0.91291 0.00088615 0.00088615 0.00088615
26 25 94.7317 0.41275 0.45251 0.86412 0.6813 0.62841 0.46227 0.37507 0.38894 1.02401 0.89599 0.0008812 0.0008812 0.0008812
27 26 98.5067 0.40656 0.43857 0.86411 0.69541 0.62841 0.4795 0.409 0.38527 1.14159 0.87603 0.00087625 0.00087625 0.00087625
28 27 102.282 0.4068 0.44555 0.86759 0.71762 0.55763 0.48642 0.39518 0.35101 1.24645 0.86887 0.0008713 0.0008713 0.0008713
29 28 106.172 0.39003 0.42322 0.85955 0.46189 0.69735 0.50023 0.34984 0.42298 1.1147 0.91119 0.00086635 0.00086635 0.00086635
30 29 109.981 0.39569 0.44981 0.85652 0.76322 0.64827 0.55903 0.40588 0.37011 0.86242 0.88865 0.0008614 0.0008614 0.0008614
31 30 113.742 0.39019 0.41622 0.8555 0.4939 0.58227 0.50257 0.37889 0.37393 1.15246 0.89575 0.00085645 0.00085645 0.00085645
32 31 117.525 0.37475 0.41644 0.84947 0.39663 0.59492 0.4467 0.33685 0.40234 1.25879 0.93017 0.0008515 0.0008515 0.0008515
33 32 121.325 0.37289 0.40073 0.84581 0.69496 0.62941 0.4938 0.36733 0.39513 1.27688 0.93298 0.00084655 0.00084655 0.00084655
34 33 125.089 0.3722 0.42107 0.85543 0.75471 0.64346 0.52761 0.39675 0.36185 1.056 0.90608 0.0008416 0.0008416 0.0008416
35 34 128.849 0.37924 0.41992 0.84365 0.7313 0.66103 0.52418 0.42032 0.31768 0.9188 0.87799 0.00083665 0.00083665 0.00083665
36 35 132.714 0.36662 0.38708 0.83892 0.73818 0.52841 0.47963 0.39382 0.33542 1.05785 0.86738 0.0008317 0.0008317 0.0008317
37 36 136.535 0.37632 0.38432 0.8546 0.66502 0.59938 0.51885 0.40912 0.34029 0.97035 0.87475 0.00082675 0.00082675 0.00082675
38 37 140.338 0.37271 0.38587 0.84571 0.5174 0.63531 0.52793 0.43814 0.36554 1.07988 0.88498 0.0008218 0.0008218 0.0008218
39 38 144.134 0.36901 0.40024 0.85047 0.71707 0.59129 0.56226 0.42374 0.40125 0.99763 0.9244 0.00081685 0.00081685 0.00081685
40 39 147.934 0.39434 0.43089 0.8593 0.55562 0.55194 0.40805 0.34409 0.44815 1.09204 0.95664 0.0008119 0.0008119 0.0008119
41 40 151.698 0.37155 0.38967 0.84658 0.68503 0.54394 0.52193 0.41761 0.47835 1.08346 0.97604 0.00080695 0.00080695 0.00080695
42 41 155.498 0.36644 0.38629 0.84955 0.67577 0.54583 0.50672 0.42354 0.40004 0.98989 0.93725 0.000802 0.000802 0.000802
43 42 159.415 0.35604 0.38401 0.84641 0.60819 0.56554 0.41907 0.34978 0.37567 0.99076 0.91391 0.00079705 0.00079705 0.00079705
44 43 163.217 0.35579 0.37579 0.85306 0.61134 0.62386 0.47743 0.37828 0.45271 1.08443 0.93421 0.0007921 0.0007921 0.0007921
45 44 166.984 0.35405 0.37357 0.83472 0.75872 0.4296 0.47769 0.34909 0.46733 1.45015 0.94675 0.00078715 0.00078715 0.00078715
46 45 170.756 0.3442 0.36419 0.84202 0.65868 0.56114 0.45587 0.37317 0.37198 1.31101 0.89396 0.0007822 0.0007822 0.0007822
47 46 174.56 0.35409 0.35863 0.83752 0.61909 0.56445 0.41229 0.35977 0.36592 1.14361 0.86921 0.00077725 0.00077725 0.00077725
48 47 178.339 0.35101 0.37277 0.83852 0.62703 0.55114 0.43938 0.38073 0.3484 1.08414 0.85939 0.0007723 0.0007723 0.0007723
49 48 182.107 0.36916 0.36519 0.84566 0.71307 0.48674 0.46579 0.38478 0.36118 1.03343 0.8817 0.00076735 0.00076735 0.00076735
50 49 185.88 0.34978 0.35519 0.83506 0.71914 0.36925 0.43888 0.34882 0.37716 1.13054 0.90382 0.0007624 0.0007624 0.0007624
51 50 189.752 0.36345 0.3697 0.8442 0.69832 0.43709 0.44508 0.36078 0.37054 1.12954 0.89464 0.00075745 0.00075745 0.00075745
52 51 193.558 0.35846 0.36267 0.84488 0.6433 0.60038 0.46064 0.34586 0.39035 1.20544 0.9171 0.0007525 0.0007525 0.0007525
53 52 197.33 0.35449 0.37803 0.84451 0.63339 0.58406 0.44893 0.33556 0.40868 1.02716 0.92945 0.00074755 0.00074755 0.00074755
54 53 201.139 0.35648 0.36618 0.84817 0.63325 0.55909 0.44089 0.3366 0.42693 1.2246 0.9431 0.0007426 0.0007426 0.0007426
55 54 204.91 0.35324 0.36185 0.84395 0.42795 0.53118 0.44295 0.32709 0.39309 1.33043 0.92094 0.00073765 0.00073765 0.00073765
56 55 208.677 0.34405 0.35182 0.84253 0.7537 0.48704 0.51626 0.39089 0.39022 0.98264 0.91645 0.0007327 0.0007327 0.0007327
57 56 212.481 0.32941 0.34251 0.83695 0.61177 0.52932 0.45094 0.34772 0.37838 1.08123 0.88894 0.00072775 0.00072775 0.00072775
58 57 216.394 0.3348 0.33981 0.83636 0.71788 0.45155 0.4911 0.40562 0.33227 0.97807 0.86522 0.0007228 0.0007228 0.0007228
59 58 220.183 0.34344 0.34474 0.84528 0.61592 0.58481 0.44577 0.38492 0.32137 1.06028 0.86325 0.00071785 0.00071785 0.00071785
60 59 223.99 0.33839 0.34634 0.8355 0.62415 0.53198 0.43579 0.3386 0.36025 1.21482 0.88833 0.0007129 0.0007129 0.0007129
61 60 227.795 0.33307 0.33585 0.83415 0.72749 0.50856 0.47991 0.37027 0.37971 1.17272 0.91263 0.00070795 0.00070795 0.00070795
62 61 231.601 0.32663 0.32414 0.83285 0.69812 0.5339 0.41448 0.32622 0.38985 1.3369 0.91243 0.000703 0.000703 0.000703
63 62 235.371 0.33762 0.33916 0.83625 0.69725 0.47572 0.46259 0.36795 0.34215 1.2375 0.88089 0.00069805 0.00069805 0.00069805
64 63 239.185 0.33312 0.33786 0.83502 0.67084 0.49598 0.49992 0.43129 0.34499 1.09861 0.8657 0.0006931 0.0006931 0.0006931

@ -0,0 +1,106 @@
task: detect
mode: train
model: /home/cuuva/git/Detection_Experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final/weights/best_fashion_16class.pt
data: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuning_dataset.yaml
epochs: 200
time: null
patience: 50
batch: -1
imgsz: 640
save: true
save_period: -1
cache: false
device: '0'
workers: 8
project: finetuned_exp
name: yolov8m_finetuned_16class2
exist_ok: false
pretrained: true
optimizer: AdamW
verbose: true
seed: 0
deterministic: true
single_cls: false
rect: false
cos_lr: false
close_mosaic: 10
resume: false
amp: true
fraction: 1.0
profile: false
freeze: null
multi_scale: false
compile: false
overlap_mask: true
mask_ratio: 4
dropout: 0.0
val: true
split: val
save_json: false
conf: null
iou: 0.7
max_det: 300
half: false
dnn: false
plots: true
source: null
vid_stride: 1
stream_buffer: false
visualize: false
augment: false
agnostic_nms: false
classes: null
retina_masks: false
embed: null
show: false
save_frames: false
save_txt: false
save_conf: false
save_crop: false
show_labels: true
show_conf: true
show_boxes: true
line_width: null
format: torchscript
keras: false
optimize: false
int8: false
dynamic: false
simplify: true
opset: null
workspace: null
nms: false
lr0: 0.001
lrf: 0.01
momentum: 0.937
weight_decay: 0.0005
warmup_epochs: 3.0
warmup_momentum: 0.8
warmup_bias_lr: 0.1
box: 7.5
cls: 0.5
dfl: 1.5
pose: 12.0
kobj: 1.0
nbs: 64
hsv_h: 0.015
hsv_s: 0.7
hsv_v: 0.4
degrees: 0.0
translate: 0.1
scale: 0.5
shear: 0.0
perspective: 0.0
flipud: 0.0
fliplr: 0.5
bgr: 0.0
mosaic: 1.0
mixup: 0.0
cutmix: 0.0
copy_paste: 0.0
copy_paste_mode: flip
auto_augment: randaugment
erasing: 0.4
cfg: null
tracker: botsort.yaml
save_dir: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_16class2

@ -0,0 +1,52 @@
epoch,time,train/box_loss,train/cls_loss,train/dfl_loss,metrics/precision(B),metrics/recall(B),metrics/mAP50(B),metrics/mAP50-95(B),val/box_loss,val/cls_loss,val/dfl_loss,lr/pg0,lr/pg1,lr/pg2
1,3.77833,0.79471,2.21157,1.07614,0.82283,0.67952,0.65168,0.58361,0.2879,0.81676,0.80504,0.09307,7e-05,7e-05
2,7.58108,0.48038,0.64049,0.89175,0.23706,0.15,0.18257,0.16018,1.40033,5.81627,1.69739,0.0851493,0.000149257,0.000149257
3,11.3715,0.44208,0.54362,0.8741,0.44318,0.15,0.21877,0.18264,1.00022,6.42565,1.30708,0.0772277,0.000227723,0.000227723
4,15.1751,0.43437,0.50955,0.86559,0.60381,0.22004,0.44609,0.41531,0.40947,3.81086,0.99871,0.0693054,0.000305396,0.000305396
5,19.007,0.4183,0.48185,0.85746,0.48998,0.45297,0.52371,0.45405,0.30928,1.71318,0.88152,0.0613823,0.000382278,0.000382278
6,22.831,0.39603,0.45766,0.85549,0.4776,0.52709,0.51232,0.41371,0.31855,1.30563,0.87961,0.0534584,0.000458368,0.000458368
7,26.6293,0.39399,0.44335,0.85925,0.71274,0.56236,0.51689,0.43259,0.30069,1.20965,0.85695,0.0455337,0.000533665,0.000533665
8,30.4355,0.37853,0.42514,0.85528,0.73366,0.69107,0.53786,0.48311,0.27062,0.88329,0.83511,0.0376082,0.00060817,0.00060817
9,34.2788,0.3629,0.41388,0.84647,0.75546,0.59562,0.55273,0.52939,0.27376,0.98462,0.8318,0.0296819,0.000681884,0.000681884
10,38.0895,0.36652,0.40245,0.85834,0.73261,0.7107,0.53099,0.51115,0.25461,0.82192,0.81761,0.0217548,0.000754805,0.000754805
11,41.8874,0.37154,0.39447,0.84666,0.76387,0.72008,0.57501,0.56018,0.23619,0.80714,0.81105,0.0138269,0.000826935,0.000826935
12,45.7351,0.35457,0.38923,0.8447,0.75858,0.68199,0.55223,0.52836,0.24854,0.83378,0.81443,0.00589827,0.000898272,0.000898272
13,49.5798,0.35328,0.37496,0.84146,0.77044,0.60038,0.59242,0.55918,0.22654,0.82054,0.81329,0.0009406,0.0009406,0.0009406
14,53.3884,0.34215,0.36192,0.84175,0.77595,0.61781,0.57172,0.50778,0.24315,0.84383,0.81304,0.00093565,0.00093565,0.00093565
15,57.2074,0.34514,0.36506,0.84374,0.7598,0.59745,0.57575,0.51644,0.23654,0.81983,0.7962,0.0009307,0.0009307,0.0009307
16,61.0579,0.34922,0.36886,0.84357,0.72997,0.57645,0.58202,0.52647,0.24789,0.86689,0.78555,0.00092575,0.00092575,0.00092575
17,64.904,0.33659,0.35582,0.84074,0.74304,0.5353,0.53709,0.4965,0.23814,0.89671,0.78294,0.0009208,0.0009208,0.0009208
18,68.7503,0.33479,0.35639,0.83934,0.73251,0.54903,0.52264,0.49088,0.25039,0.88331,0.78314,0.00091585,0.00091585,0.00091585
19,72.5669,0.32219,0.34158,0.83553,0.76031,0.57904,0.54172,0.5014,0.23453,0.87966,0.7813,0.0009109,0.0009109,0.0009109
20,76.386,0.31115,0.33391,0.82998,0.82936,0.58105,0.59831,0.54499,0.23444,0.88116,0.78877,0.00090595,0.00090595,0.00090595
21,80.2292,0.30777,0.32447,0.82886,0.77372,0.63129,0.60019,0.55856,0.2424,0.95364,0.79713,0.000901,0.000901,0.000901
22,84.0425,0.31715,0.32831,0.82225,0.77087,0.64659,0.59484,0.55514,0.23616,0.93773,0.79265,0.00089605,0.00089605,0.00089605
23,87.872,0.32344,0.33185,0.83772,0.76405,0.62121,0.58662,0.54822,0.22635,0.86867,0.78582,0.0008911,0.0008911,0.0008911
24,91.6934,0.29904,0.30918,0.82789,0.75365,0.65785,0.56653,0.54192,0.2256,1.02833,0.78277,0.00088615,0.00088615,0.00088615
25,95.5542,0.30904,0.3227,0.83325,0.72991,0.58674,0.52557,0.49026,0.23207,1.07519,0.77621,0.0008812,0.0008812,0.0008812
26,99.4246,0.31439,0.32609,0.83633,0.67262,0.65758,0.51495,0.48505,0.23068,1.05546,0.77321,0.00087625,0.00087625,0.00087625
27,103.252,0.32393,0.31774,0.83351,0.72833,0.63511,0.54074,0.50772,0.2415,1.11905,0.77226,0.0008713,0.0008713,0.0008713
28,107.072,0.3126,0.30388,0.82889,0.74399,0.62573,0.57397,0.54305,0.23596,1.01647,0.79593,0.00086635,0.00086635,0.00086635
29,110.932,0.30688,0.32481,0.82411,0.7982,0.57745,0.562,0.51721,0.2412,0.8918,0.80653,0.0008614,0.0008614,0.0008614
30,114.748,0.31745,0.30503,0.82192,0.7413,0.59721,0.5606,0.52255,0.24307,1.00615,0.81755,0.00085645,0.00085645,0.00085645
31,118.605,0.30967,0.30679,0.83172,0.74443,0.58319,0.51612,0.4751,0.24831,1.12382,0.82134,0.0008515,0.0008515,0.0008515
32,122.437,0.29943,0.29849,0.82889,0.72564,0.60961,0.52207,0.48467,0.24063,1.0824,0.82329,0.00084655,0.00084655,0.00084655
33,126.296,0.29808,0.29118,0.82238,0.68827,0.62049,0.54917,0.49879,0.25117,1.16063,0.83648,0.0008416,0.0008416,0.0008416
34,130.158,0.30958,0.30369,0.82733,0.74312,0.575,0.52697,0.48449,0.23925,1.16246,0.84003,0.00083665,0.00083665,0.00083665
35,134.022,0.29217,0.30036,0.82236,0.74019,0.62576,0.5455,0.50497,0.23662,1.12651,0.8294,0.0008317,0.0008317,0.0008317
36,137.857,0.30496,0.29963,0.82871,0.77746,0.61902,0.54974,0.50864,0.23983,1.13266,0.82649,0.00082675,0.00082675,0.00082675
37,141.675,0.29652,0.28504,0.83423,0.76224,0.61966,0.54832,0.51254,0.23244,1.10152,0.82014,0.0008218,0.0008218,0.0008218
38,145.544,0.29316,0.29352,0.82902,0.77191,0.59872,0.54528,0.48635,0.24638,1.15076,0.83673,0.00081685,0.00081685,0.00081685
39,149.389,0.29163,0.29201,0.82565,0.77629,0.60478,0.53634,0.47925,0.2394,1.16222,0.83068,0.0008119,0.0008119,0.0008119
40,153.23,0.28631,0.2953,0.82819,0.7648,0.59892,0.55013,0.50008,0.24854,1.16313,0.83741,0.00080695,0.00080695,0.00080695
41,157.077,0.29419,0.29807,0.82685,0.75683,0.59863,0.54184,0.4959,0.2474,1.24443,0.83277,0.000802,0.000802,0.000802
42,160.942,0.29756,0.28626,0.82306,0.75421,0.57682,0.54342,0.49727,0.2331,1.17565,0.82465,0.00079705,0.00079705,0.00079705
43,164.81,0.2871,0.28713,0.81764,0.74553,0.59723,0.53672,0.50959,0.23344,1.1223,0.81151,0.0007921,0.0007921,0.0007921
44,168.676,0.2771,0.29087,0.82059,0.76691,0.56335,0.54888,0.49446,0.24563,1.0691,0.81451,0.00078715,0.00078715,0.00078715
45,172.514,0.29064,0.28331,0.82157,0.7249,0.59497,0.54521,0.50336,0.23342,1.0906,0.81361,0.0007822,0.0007822,0.0007822
46,176.387,0.2885,0.28109,0.82382,0.72961,0.60313,0.54047,0.49478,0.25753,1.13492,0.82459,0.00077725,0.00077725,0.00077725
47,180.253,0.29194,0.28328,0.82439,0.7383,0.58453,0.53567,0.49367,0.26183,1.13942,0.82808,0.0007723,0.0007723,0.0007723
48,184.123,0.28052,0.27973,0.81483,0.74037,0.58509,0.53808,0.48299,0.26022,1.17242,0.82552,0.00076735,0.00076735,0.00076735
49,187.962,0.2843,0.27279,0.82323,0.74705,0.5827,0.52754,0.45222,0.27769,1.08989,0.83224,0.0007624,0.0007624,0.0007624
50,191.822,0.27583,0.27387,0.81463,0.77078,0.51457,0.52907,0.45994,0.26412,1.02878,0.83126,0.00075745,0.00075745,0.00075745
51,195.695,0.28481,0.27865,0.8206,0.77605,0.52752,0.52099,0.45608,0.26288,1.09543,0.8257,0.0007525,0.0007525,0.0007525
1 epoch time train/box_loss train/cls_loss train/dfl_loss metrics/precision(B) metrics/recall(B) metrics/mAP50(B) metrics/mAP50-95(B) val/box_loss val/cls_loss val/dfl_loss lr/pg0 lr/pg1 lr/pg2
2 1 3.77833 0.79471 2.21157 1.07614 0.82283 0.67952 0.65168 0.58361 0.2879 0.81676 0.80504 0.09307 7e-05 7e-05
3 2 7.58108 0.48038 0.64049 0.89175 0.23706 0.15 0.18257 0.16018 1.40033 5.81627 1.69739 0.0851493 0.000149257 0.000149257
4 3 11.3715 0.44208 0.54362 0.8741 0.44318 0.15 0.21877 0.18264 1.00022 6.42565 1.30708 0.0772277 0.000227723 0.000227723
5 4 15.1751 0.43437 0.50955 0.86559 0.60381 0.22004 0.44609 0.41531 0.40947 3.81086 0.99871 0.0693054 0.000305396 0.000305396
6 5 19.007 0.4183 0.48185 0.85746 0.48998 0.45297 0.52371 0.45405 0.30928 1.71318 0.88152 0.0613823 0.000382278 0.000382278
7 6 22.831 0.39603 0.45766 0.85549 0.4776 0.52709 0.51232 0.41371 0.31855 1.30563 0.87961 0.0534584 0.000458368 0.000458368
8 7 26.6293 0.39399 0.44335 0.85925 0.71274 0.56236 0.51689 0.43259 0.30069 1.20965 0.85695 0.0455337 0.000533665 0.000533665
9 8 30.4355 0.37853 0.42514 0.85528 0.73366 0.69107 0.53786 0.48311 0.27062 0.88329 0.83511 0.0376082 0.00060817 0.00060817
10 9 34.2788 0.3629 0.41388 0.84647 0.75546 0.59562 0.55273 0.52939 0.27376 0.98462 0.8318 0.0296819 0.000681884 0.000681884
11 10 38.0895 0.36652 0.40245 0.85834 0.73261 0.7107 0.53099 0.51115 0.25461 0.82192 0.81761 0.0217548 0.000754805 0.000754805
12 11 41.8874 0.37154 0.39447 0.84666 0.76387 0.72008 0.57501 0.56018 0.23619 0.80714 0.81105 0.0138269 0.000826935 0.000826935
13 12 45.7351 0.35457 0.38923 0.8447 0.75858 0.68199 0.55223 0.52836 0.24854 0.83378 0.81443 0.00589827 0.000898272 0.000898272
14 13 49.5798 0.35328 0.37496 0.84146 0.77044 0.60038 0.59242 0.55918 0.22654 0.82054 0.81329 0.0009406 0.0009406 0.0009406
15 14 53.3884 0.34215 0.36192 0.84175 0.77595 0.61781 0.57172 0.50778 0.24315 0.84383 0.81304 0.00093565 0.00093565 0.00093565
16 15 57.2074 0.34514 0.36506 0.84374 0.7598 0.59745 0.57575 0.51644 0.23654 0.81983 0.7962 0.0009307 0.0009307 0.0009307
17 16 61.0579 0.34922 0.36886 0.84357 0.72997 0.57645 0.58202 0.52647 0.24789 0.86689 0.78555 0.00092575 0.00092575 0.00092575
18 17 64.904 0.33659 0.35582 0.84074 0.74304 0.5353 0.53709 0.4965 0.23814 0.89671 0.78294 0.0009208 0.0009208 0.0009208
19 18 68.7503 0.33479 0.35639 0.83934 0.73251 0.54903 0.52264 0.49088 0.25039 0.88331 0.78314 0.00091585 0.00091585 0.00091585
20 19 72.5669 0.32219 0.34158 0.83553 0.76031 0.57904 0.54172 0.5014 0.23453 0.87966 0.7813 0.0009109 0.0009109 0.0009109
21 20 76.386 0.31115 0.33391 0.82998 0.82936 0.58105 0.59831 0.54499 0.23444 0.88116 0.78877 0.00090595 0.00090595 0.00090595
22 21 80.2292 0.30777 0.32447 0.82886 0.77372 0.63129 0.60019 0.55856 0.2424 0.95364 0.79713 0.000901 0.000901 0.000901
23 22 84.0425 0.31715 0.32831 0.82225 0.77087 0.64659 0.59484 0.55514 0.23616 0.93773 0.79265 0.00089605 0.00089605 0.00089605
24 23 87.872 0.32344 0.33185 0.83772 0.76405 0.62121 0.58662 0.54822 0.22635 0.86867 0.78582 0.0008911 0.0008911 0.0008911
25 24 91.6934 0.29904 0.30918 0.82789 0.75365 0.65785 0.56653 0.54192 0.2256 1.02833 0.78277 0.00088615 0.00088615 0.00088615
26 25 95.5542 0.30904 0.3227 0.83325 0.72991 0.58674 0.52557 0.49026 0.23207 1.07519 0.77621 0.0008812 0.0008812 0.0008812
27 26 99.4246 0.31439 0.32609 0.83633 0.67262 0.65758 0.51495 0.48505 0.23068 1.05546 0.77321 0.00087625 0.00087625 0.00087625
28 27 103.252 0.32393 0.31774 0.83351 0.72833 0.63511 0.54074 0.50772 0.2415 1.11905 0.77226 0.0008713 0.0008713 0.0008713
29 28 107.072 0.3126 0.30388 0.82889 0.74399 0.62573 0.57397 0.54305 0.23596 1.01647 0.79593 0.00086635 0.00086635 0.00086635
30 29 110.932 0.30688 0.32481 0.82411 0.7982 0.57745 0.562 0.51721 0.2412 0.8918 0.80653 0.0008614 0.0008614 0.0008614
31 30 114.748 0.31745 0.30503 0.82192 0.7413 0.59721 0.5606 0.52255 0.24307 1.00615 0.81755 0.00085645 0.00085645 0.00085645
32 31 118.605 0.30967 0.30679 0.83172 0.74443 0.58319 0.51612 0.4751 0.24831 1.12382 0.82134 0.0008515 0.0008515 0.0008515
33 32 122.437 0.29943 0.29849 0.82889 0.72564 0.60961 0.52207 0.48467 0.24063 1.0824 0.82329 0.00084655 0.00084655 0.00084655
34 33 126.296 0.29808 0.29118 0.82238 0.68827 0.62049 0.54917 0.49879 0.25117 1.16063 0.83648 0.0008416 0.0008416 0.0008416
35 34 130.158 0.30958 0.30369 0.82733 0.74312 0.575 0.52697 0.48449 0.23925 1.16246 0.84003 0.00083665 0.00083665 0.00083665
36 35 134.022 0.29217 0.30036 0.82236 0.74019 0.62576 0.5455 0.50497 0.23662 1.12651 0.8294 0.0008317 0.0008317 0.0008317
37 36 137.857 0.30496 0.29963 0.82871 0.77746 0.61902 0.54974 0.50864 0.23983 1.13266 0.82649 0.00082675 0.00082675 0.00082675
38 37 141.675 0.29652 0.28504 0.83423 0.76224 0.61966 0.54832 0.51254 0.23244 1.10152 0.82014 0.0008218 0.0008218 0.0008218
39 38 145.544 0.29316 0.29352 0.82902 0.77191 0.59872 0.54528 0.48635 0.24638 1.15076 0.83673 0.00081685 0.00081685 0.00081685
40 39 149.389 0.29163 0.29201 0.82565 0.77629 0.60478 0.53634 0.47925 0.2394 1.16222 0.83068 0.0008119 0.0008119 0.0008119
41 40 153.23 0.28631 0.2953 0.82819 0.7648 0.59892 0.55013 0.50008 0.24854 1.16313 0.83741 0.00080695 0.00080695 0.00080695
42 41 157.077 0.29419 0.29807 0.82685 0.75683 0.59863 0.54184 0.4959 0.2474 1.24443 0.83277 0.000802 0.000802 0.000802
43 42 160.942 0.29756 0.28626 0.82306 0.75421 0.57682 0.54342 0.49727 0.2331 1.17565 0.82465 0.00079705 0.00079705 0.00079705
44 43 164.81 0.2871 0.28713 0.81764 0.74553 0.59723 0.53672 0.50959 0.23344 1.1223 0.81151 0.0007921 0.0007921 0.0007921
45 44 168.676 0.2771 0.29087 0.82059 0.76691 0.56335 0.54888 0.49446 0.24563 1.0691 0.81451 0.00078715 0.00078715 0.00078715
46 45 172.514 0.29064 0.28331 0.82157 0.7249 0.59497 0.54521 0.50336 0.23342 1.0906 0.81361 0.0007822 0.0007822 0.0007822
47 46 176.387 0.2885 0.28109 0.82382 0.72961 0.60313 0.54047 0.49478 0.25753 1.13492 0.82459 0.00077725 0.00077725 0.00077725
48 47 180.253 0.29194 0.28328 0.82439 0.7383 0.58453 0.53567 0.49367 0.26183 1.13942 0.82808 0.0007723 0.0007723 0.0007723
49 48 184.123 0.28052 0.27973 0.81483 0.74037 0.58509 0.53808 0.48299 0.26022 1.17242 0.82552 0.00076735 0.00076735 0.00076735
50 49 187.962 0.2843 0.27279 0.82323 0.74705 0.5827 0.52754 0.45222 0.27769 1.08989 0.83224 0.0007624 0.0007624 0.0007624
51 50 191.822 0.27583 0.27387 0.81463 0.77078 0.51457 0.52907 0.45994 0.26412 1.02878 0.83126 0.00075745 0.00075745 0.00075745
52 51 195.695 0.28481 0.27865 0.8206 0.77605 0.52752 0.52099 0.45608 0.26288 1.09543 0.8257 0.0007525 0.0007525 0.0007525

@ -0,0 +1,106 @@
task: detect
mode: train
model: yolov8m.pt
data: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuning_dataset.yaml
epochs: 200
time: null
patience: 50
batch: -1
imgsz: 640
save: true
save_period: -1
cache: false
device: '0'
workers: 8
project: finetuned_exp
name: yolov8m_finetuned_16class2
exist_ok: false
pretrained: true
optimizer: AdamW
verbose: true
seed: 0
deterministic: true
single_cls: false
rect: false
cos_lr: false
close_mosaic: 10
resume: false
amp: true
fraction: 1.0
profile: false
freeze: null
multi_scale: false
compile: false
overlap_mask: true
mask_ratio: 4
dropout: 0.0
val: true
split: val
save_json: false
conf: null
iou: 0.7
max_det: 300
half: false
dnn: false
plots: true
source: null
vid_stride: 1
stream_buffer: false
visualize: false
augment: false
agnostic_nms: false
classes: null
retina_masks: false
embed: null
show: false
save_frames: false
save_txt: false
save_conf: false
save_crop: false
show_labels: true
show_conf: true
show_boxes: true
line_width: null
format: torchscript
keras: false
optimize: false
int8: false
dynamic: false
simplify: true
opset: null
workspace: null
nms: false
lr0: 0.001
lrf: 0.01
momentum: 0.937
weight_decay: 0.0005
warmup_epochs: 3.0
warmup_momentum: 0.8
warmup_bias_lr: 0.1
box: 7.5
cls: 0.5
dfl: 1.5
pose: 12.0
kobj: 1.0
nbs: 64
hsv_h: 0.015
hsv_s: 0.7
hsv_v: 0.4
degrees: 0.0
translate: 0.1
scale: 0.5
shear: 0.0
perspective: 0.0
flipud: 0.0
fliplr: 0.5
bgr: 0.0
mosaic: 1.0
mixup: 0.0
cutmix: 0.0
copy_paste: 0.0
copy_paste_mode: flip
auto_augment: randaugment
erasing: 0.4
cfg: null
tracker: botsort.yaml
save_dir: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_16class2

@ -0,0 +1,201 @@
epoch,time,train/box_loss,train/cls_loss,train/dfl_loss,metrics/precision(B),metrics/recall(B),metrics/mAP50(B),metrics/mAP50-95(B),val/box_loss,val/cls_loss,val/dfl_loss,lr/pg0,lr/pg1,lr/pg2
1,4.28543,1.65329,4.70774,1.93232,0.55379,0.62841,0.38518,0.26619,1.20824,2.31443,1.66836,0.09208,8e-05,8e-05
2,8.54589,0.60909,1.19382,1.00586,0.56835,0.37769,0.317,0.23683,0.65806,2.90476,1.06487,0.0831692,0.000169158,0.000169158
3,12.8001,0.51406,0.74646,0.91683,0.39877,0.45534,0.34991,0.27053,0.7152,1.47092,1.18814,0.0742574,0.000257426,0.000257426
4,17.1085,0.50935,0.65683,0.90693,0.29185,0.68435,0.35795,0.28151,0.44693,2.14368,0.89714,0.0653448,0.000344802,0.000344802
5,21.4268,0.49961,0.67146,0.90504,0.52561,0.53864,0.56972,0.45648,0.46344,1.63025,0.90896,0.0564313,0.000431288,0.000431288
6,25.7708,0.47671,0.62084,0.89061,0.80651,0.56621,0.60681,0.55763,0.41707,1.67674,0.90167,0.0475169,0.000516883,0.000516883
7,30.1356,0.4827,0.57954,0.89412,0.71877,0.6295,0.6163,0.50227,0.39606,2.18887,0.88696,0.0386016,0.000601586,0.000601586
8,34.3853,0.50058,0.57879,0.90453,0.78319,0.64458,0.56321,0.52137,0.31404,1.18172,0.8507,0.0296854,0.000685398,0.000685398
9,38.636,0.48863,0.58284,0.8889,0.54497,0.54017,0.38706,0.33093,0.5133,2.48353,0.92821,0.0207683,0.00076832,0.00076832
10,42.885,0.51538,0.6252,0.91273,0.38568,0.61523,0.43533,0.36232,0.50516,1.49371,0.9343,0.0118504,0.00085035,0.00085035
11,47.1388,0.51593,0.59906,0.90275,0.58358,0.46257,0.36506,0.31172,0.52138,1.42125,0.98901,0.00293149,0.00093149,0.00093149
12,51.3864,0.53071,0.59235,0.90451,0.46905,0.45114,0.27714,0.22731,0.47681,1.51678,0.91254,0.00094555,0.00094555,0.00094555
13,55.6696,0.51302,0.58747,0.90491,0.62926,0.39357,0.22728,0.20392,0.91744,6.46639,1.29086,0.0009406,0.0009406,0.0009406
14,59.9581,0.49596,0.55809,0.89526,0.72468,0.25307,0.19564,0.16913,0.83195,4.17386,1.27834,0.00093565,0.00093565,0.00093565
15,64.2461,0.47345,0.55318,0.89335,0.66879,0.40682,0.37083,0.27735,1.11479,2.11375,1.57138,0.0009307,0.0009307,0.0009307
16,68.5313,0.47408,0.54535,0.88864,0.72928,0.27538,0.36783,0.27617,1.09593,2.60619,1.34331,0.00092575,0.00092575,0.00092575
17,72.819,0.48671,0.55072,0.89224,0.74597,0.5832,0.58541,0.51619,0.47841,1.54962,0.92983,0.0009208,0.0009208,0.0009208
18,77.0734,0.46808,0.53394,0.88852,0.64165,0.34351,0.3874,0.32198,0.73906,1.59411,1.28145,0.00091585,0.00091585,0.00091585
19,81.3668,0.45283,0.53056,0.8899,0.67527,0.54147,0.50275,0.44812,0.427,0.99522,0.90487,0.0009109,0.0009109,0.0009109
20,85.6547,0.46472,0.52678,0.89441,0.71214,0.67841,0.56492,0.52156,0.37245,0.75573,0.86661,0.00090595,0.00090595,0.00090595
21,89.9468,0.46891,0.52417,0.88574,0.72736,0.66044,0.57811,0.48184,0.37352,0.78595,0.89237,0.000901,0.000901,0.000901
22,94.2106,0.4465,0.49896,0.87858,0.74979,0.68561,0.61768,0.58342,0.34831,1.30751,0.86364,0.00089605,0.00089605,0.00089605
23,98.5348,0.43933,0.49852,0.88394,0.85443,0.51932,0.61049,0.554,0.38463,1.20985,0.88358,0.0008911,0.0008911,0.0008911
24,102.792,0.43604,0.50003,0.88906,0.86467,0.65568,0.68155,0.62936,0.35501,0.61947,0.85598,0.00088615,0.00088615,0.00088615
25,107.124,0.44841,0.50766,0.88754,0.78848,0.59659,0.64362,0.59278,0.3624,0.89102,0.86272,0.0008812,0.0008812,0.0008812
26,111.435,0.42763,0.49466,0.86851,0.72239,0.71822,0.60752,0.54966,0.39193,1.35293,0.89923,0.00087625,0.00087625,0.00087625
27,115.736,0.43199,0.47031,0.87941,0.71628,0.66098,0.64998,0.59117,0.34432,1.0775,0.85677,0.0008713,0.0008713,0.0008713
28,120.029,0.42158,0.47946,0.87222,0.82736,0.69015,0.63881,0.57956,0.3059,0.84559,0.83088,0.00086635,0.00086635,0.00086635
29,124.301,0.42462,0.48392,0.86614,0.79084,0.68054,0.63945,0.60285,0.28541,0.74616,0.82473,0.0008614,0.0008614,0.0008614
30,128.561,0.41487,0.46859,0.86652,0.8473,0.6185,0.6182,0.59573,0.2799,0.60409,0.82277,0.00085645,0.00085645,0.00085645
31,132.837,0.42476,0.45112,0.87834,0.83242,0.66539,0.64273,0.57868,0.28277,0.63505,0.81473,0.0008515,0.0008515,0.0008515
32,137.11,0.40256,0.42978,0.86946,0.86595,0.61132,0.65273,0.60448,0.29416,0.7586,0.81505,0.00084655,0.00084655,0.00084655
33,141.421,0.42254,0.49085,0.88208,0.82789,0.63615,0.66188,0.61326,0.28153,0.62772,0.81144,0.0008416,0.0008416,0.0008416
34,145.712,0.43286,0.48739,0.89036,0.83298,0.67386,0.66438,0.64412,0.27574,0.86448,0.80618,0.00083665,0.00083665,0.00083665
35,150.078,0.40767,0.45055,0.865,0.87673,0.59848,0.68492,0.65016,0.28831,0.54603,0.82598,0.0008317,0.0008317,0.0008317
36,154.433,0.40941,0.43927,0.87481,0.858,0.6278,0.68334,0.6453,0.26206,0.55396,0.80859,0.00082675,0.00082675,0.00082675
37,158.716,0.39553,0.43671,0.86734,0.83746,0.68939,0.71626,0.66796,0.27281,0.61677,0.82392,0.0008218,0.0008218,0.0008218
38,163.056,0.39026,0.4304,0.85655,0.84982,0.6324,0.69005,0.65319,0.28145,0.55189,0.83358,0.00081685,0.00081685,0.00081685
39,167.328,0.39697,0.44514,0.86036,0.88586,0.68561,0.72929,0.66609,0.29897,0.54627,0.83789,0.0008119,0.0008119,0.0008119
40,171.655,0.39548,0.4536,0.85825,0.56278,0.94735,0.81584,0.73417,0.26922,0.53472,0.82167,0.00080695,0.00080695,0.00080695
41,176.019,0.40193,0.41767,0.86015,0.88176,0.6765,0.74373,0.69085,0.27001,0.57578,0.82596,0.000802,0.000802,0.000802
42,180.299,0.37976,0.41144,0.8546,0.87817,0.65833,0.71454,0.67631,0.25682,0.47072,0.81671,0.00079705,0.00079705,0.00079705
43,184.579,0.37324,0.41658,0.85218,0.89593,0.67386,0.71199,0.66064,0.28672,0.53076,0.82679,0.0007921,0.0007921,0.0007921
44,188.872,0.3862,0.42587,0.85838,0.88063,0.67963,0.72944,0.69899,0.25952,0.4542,0.81391,0.00078715,0.00078715,0.00078715
45,193.145,0.38377,0.41995,0.85917,0.92941,0.64112,0.72157,0.67033,0.27212,0.64078,0.82381,0.0007822,0.0007822,0.0007822
46,197.452,0.37504,0.40806,0.85822,0.86094,0.70368,0.7171,0.67795,0.25614,0.74845,0.82338,0.00077725,0.00077725,0.00077725
47,201.727,0.37447,0.41709,0.85656,0.84283,0.61864,0.71093,0.65883,0.2824,0.6009,0.82634,0.0007723,0.0007723,0.0007723
48,206.039,0.3757,0.41362,0.85355,0.85214,0.67388,0.93103,0.81695,0.28495,0.49182,0.82113,0.00076735,0.00076735,0.00076735
49,210.389,0.37336,0.42715,0.85708,0.55086,0.97008,0.94319,0.83678,0.28684,0.48025,0.82525,0.0007624,0.0007624,0.0007624
50,214.759,0.36918,0.39176,0.8543,0.92588,0.66925,0.95187,0.86164,0.25244,0.44716,0.81859,0.00075745,0.00075745,0.00075745
51,219.138,0.3539,0.39374,0.84924,0.9269,0.67267,0.82204,0.74372,0.28873,0.50146,0.82173,0.0007525,0.0007525,0.0007525
52,223.437,0.37608,0.37839,0.8523,0.9374,0.66076,0.71568,0.65843,0.26263,0.42631,0.82319,0.00074755,0.00074755,0.00074755
53,227.717,0.36571,0.39501,0.85776,0.92478,0.65303,0.72564,0.66866,0.26609,0.49754,0.82106,0.0007426,0.0007426,0.0007426
54,231.999,0.368,0.38568,0.85594,0.85787,0.68877,0.69977,0.65519,0.23691,0.52451,0.81995,0.00073765,0.00073765,0.00073765
55,236.317,0.37165,0.40803,0.85439,0.8035,0.67386,0.76173,0.70748,0.25569,0.44362,0.81317,0.0007327,0.0007327,0.0007327
56,240.633,0.37852,0.40014,0.85273,0.90792,0.66397,0.76746,0.72622,0.2372,0.44036,0.81114,0.00072775,0.00072775,0.00072775
57,244.946,0.35346,0.37178,0.84849,0.84354,0.66355,0.82738,0.77069,0.24262,0.49255,0.80392,0.0007228,0.0007228,0.0007228
58,249.235,0.35021,0.36446,0.84335,0.86266,0.66098,0.74236,0.71792,0.23379,0.49133,0.80423,0.00071785,0.00071785,0.00071785
59,253.51,0.35077,0.37176,0.85222,0.94838,0.66078,0.77509,0.71456,0.24736,0.37968,0.81331,0.0007129,0.0007129,0.0007129
60,257.796,0.35622,0.3941,0.84949,0.9101,0.66228,0.75278,0.71534,0.24834,0.51509,0.79988,0.00070795,0.00070795,0.00070795
61,262.114,0.34685,0.37241,0.84552,0.96372,0.64294,0.72076,0.68883,0.22526,0.38434,0.80634,0.000703,0.000703,0.000703
62,266.44,0.34037,0.38093,0.84274,0.88242,0.652,0.70824,0.66667,0.26109,0.53399,0.83942,0.00069805,0.00069805,0.00069805
63,270.75,0.33665,0.36925,0.8426,0.90719,0.68769,0.74511,0.70897,0.2406,0.45853,0.82805,0.0006931,0.0006931,0.0006931
64,275.08,0.34441,0.38482,0.84215,0.94329,0.66758,0.821,0.7563,0.23285,0.449,0.81854,0.00068815,0.00068815,0.00068815
65,279.367,0.34313,0.38034,0.84722,0.94161,0.68295,0.77084,0.73669,0.22787,0.40201,0.81282,0.0006832,0.0006832,0.0006832
66,283.651,0.35207,0.36056,0.8525,0.87985,0.65064,0.68479,0.65578,0.2199,0.53037,0.81455,0.00067825,0.00067825,0.00067825
67,287.954,0.33612,0.35198,0.83376,0.86645,0.67772,0.6995,0.68154,0.23403,0.47777,0.80969,0.0006733,0.0006733,0.0006733
68,292.278,0.33159,0.36299,0.83649,0.90149,0.68364,0.74759,0.72412,0.22437,0.38223,0.81581,0.00066835,0.00066835,0.00066835
69,296.604,0.34118,0.35332,0.84064,0.91715,0.68419,0.71379,0.68747,0.20496,0.43167,0.8038,0.0006634,0.0006634,0.0006634
70,300.924,0.33177,0.34555,0.84348,0.96104,0.63415,0.70373,0.68437,0.21185,0.43304,0.80507,0.00065845,0.00065845,0.00065845
71,305.245,0.32953,0.35183,0.8363,0.93873,0.65744,0.706,0.68622,0.23041,0.47325,0.80616,0.0006535,0.0006535,0.0006535
72,309.533,0.32,0.33748,0.83928,0.89685,0.70764,0.71115,0.67818,0.25043,0.44521,0.82634,0.00064855,0.00064855,0.00064855
73,313.831,0.34052,0.34484,0.85154,0.96019,0.64363,0.73122,0.70664,0.228,0.41417,0.82115,0.0006436,0.0006436,0.0006436
74,318.107,0.32634,0.35581,0.83818,0.92189,0.67197,0.74703,0.71628,0.22408,0.47403,0.8108,0.00063865,0.00063865,0.00063865
75,322.441,0.32855,0.36429,0.85078,0.93739,0.70582,0.74014,0.71116,0.21411,0.38648,0.81334,0.0006337,0.0006337,0.0006337
76,326.775,0.32295,0.34231,0.83829,0.95709,0.67799,0.95758,0.90544,0.21061,0.34109,0.81508,0.00062875,0.00062875,0.00062875
77,331.157,0.32076,0.33621,0.83241,0.74961,0.95644,0.96407,0.89205,0.23334,0.39555,0.81005,0.0006238,0.0006238,0.0006238
78,335.476,0.32787,0.33604,0.83646,0.77449,0.96969,0.96826,0.89719,0.20603,0.3486,0.8054,0.00061885,0.00061885,0.00061885
79,339.784,0.33131,0.34025,0.83239,0.93983,0.84039,0.96767,0.90409,0.21413,0.39012,0.81562,0.0006139,0.0006139,0.0006139
80,344.066,0.32582,0.33691,0.84696,0.82592,0.95644,0.96471,0.9178,0.21615,0.3521,0.81822,0.00060895,0.00060895,0.00060895
81,348.411,0.32543,0.32518,0.83818,0.8178,0.95863,0.96809,0.87722,0.23237,0.35475,0.82237,0.000604,0.000604,0.000604
82,352.729,0.31963,0.31646,0.83792,0.70791,0.96045,0.95647,0.85567,0.23326,0.41919,0.81455,0.00059905,0.00059905,0.00059905
83,357.048,0.32231,0.32536,0.83148,0.70971,0.97008,0.96151,0.91001,0.21876,0.39028,0.81159,0.0005941,0.0005941,0.0005941
84,361.391,0.32808,0.33879,0.84383,0.65238,0.97008,0.96419,0.93221,0.21162,0.3588,0.81303,0.00058915,0.00058915,0.00058915
85,365.746,0.31537,0.32334,0.83886,0.79425,0.963,0.96644,0.89883,0.22393,0.34411,0.81364,0.0005842,0.0005842,0.0005842
86,370.03,0.32068,0.31532,0.83454,0.56245,0.95379,0.96666,0.88574,0.22058,0.38905,0.81247,0.00057925,0.00057925,0.00057925
87,374.311,0.32101,0.31908,0.83926,0.76162,0.72462,0.95039,0.88236,0.23339,0.36622,0.81958,0.0005743,0.0005743,0.0005743
88,378.605,0.30519,0.30833,0.83157,0.92783,0.65799,0.96228,0.89174,0.20367,0.3928,0.80613,0.00056935,0.00056935,0.00056935
89,382.927,0.30314,0.30569,0.82607,0.95232,0.68992,0.95813,0.90097,0.208,0.31056,0.80571,0.0005644,0.0005644,0.0005644
90,387.242,0.32365,0.32198,0.85116,0.65009,0.97008,0.96249,0.90673,0.20781,0.32799,0.80194,0.00055945,0.00055945,0.00055945
91,391.542,0.323,0.34086,0.84289,0.9539,0.71553,0.96769,0.90124,0.2139,0.32589,0.80636,0.0005545,0.0005545,0.0005545
92,395.837,0.30533,0.30191,0.83812,0.96256,0.69015,0.84339,0.78966,0.20946,0.36547,0.8107,0.00054955,0.00054955,0.00054955
93,400.127,0.30469,0.29959,0.82611,0.95384,0.70847,0.96747,0.89782,0.19865,0.27637,0.79993,0.0005446,0.0005446,0.0005446
94,404.44,0.31573,0.31115,0.83594,0.75591,0.97462,0.9579,0.88906,0.20908,0.31405,0.8044,0.00053965,0.00053965,0.00053965
95,408.732,0.3166,0.32196,0.83967,0.97751,0.67305,0.95825,0.88757,0.19285,0.3869,0.80232,0.0005347,0.0005347,0.0005347
96,413.065,0.31002,0.31908,0.83736,0.93007,0.72008,0.96417,0.90358,0.19903,0.3106,0.80161,0.00052975,0.00052975,0.00052975
97,417.353,0.30327,0.30042,0.83168,0.92678,0.66543,0.83016,0.80649,0.18801,0.38408,0.79687,0.0005248,0.0005248,0.0005248
98,421.689,0.3016,0.29055,0.83714,0.95264,0.64414,0.83419,0.78518,0.18983,0.32975,0.79538,0.00051985,0.00051985,0.00051985
99,425.977,0.30319,0.30273,0.83317,0.82212,0.95379,0.96095,0.89586,0.20004,0.3866,0.8043,0.0005149,0.0005149,0.0005149
100,430.266,0.30388,0.29825,0.83257,0.90006,0.68646,0.95453,0.86999,0.2074,0.41483,0.81063,0.00050995,0.00050995,0.00050995
101,434.586,0.29649,0.29365,0.82556,0.84245,0.72431,0.96205,0.91564,0.18243,0.33307,0.79535,0.000505,0.000505,0.000505
102,438.876,0.29276,0.29682,0.82893,0.83612,0.97462,0.97218,0.91231,0.18732,0.28054,0.79735,0.00050005,0.00050005,0.00050005
103,443.192,0.30473,0.29691,0.84479,0.84583,0.97008,0.97264,0.93131,0.2076,0.28394,0.7997,0.0004951,0.0004951,0.0004951
104,447.524,0.29763,0.29922,0.82446,0.90012,0.95876,0.97376,0.93627,0.18205,0.28868,0.79839,0.00049015,0.00049015,0.00049015
105,451.906,0.29631,0.29083,0.83144,0.84888,0.96553,0.97155,0.93421,0.18822,0.2643,0.79615,0.0004852,0.0004852,0.0004852
106,456.237,0.29928,0.30125,0.8366,0.67106,0.97462,0.97338,0.90661,0.18997,0.24255,0.79768,0.00048025,0.00048025,0.00048025
107,460.522,0.29511,0.29164,0.83173,0.65779,0.97462,0.97187,0.90609,0.18033,0.29786,0.79276,0.0004753,0.0004753,0.0004753
108,464.818,0.2789,0.29004,0.82999,0.97567,0.71626,0.97433,0.90612,0.18339,0.25326,0.79549,0.00047035,0.00047035,0.00047035
109,469.11,0.28188,0.28147,0.82904,0.70615,0.97462,0.97366,0.94265,0.18238,0.25242,0.79368,0.0004654,0.0004654,0.0004654
110,473.483,0.29345,0.28236,0.826,0.8821,0.96553,0.97163,0.95003,0.19111,0.33093,0.79519,0.00046045,0.00046045,0.00046045
111,477.837,0.28831,0.27292,0.82335,0.81456,0.96553,0.96544,0.95911,0.17687,0.28484,0.7967,0.0004555,0.0004555,0.0004555
112,482.191,0.29585,0.29073,0.83274,0.84611,0.93628,0.95716,0.92482,0.18754,0.29666,0.80057,0.00045055,0.00045055,0.00045055
113,486.502,0.2982,0.29575,0.8267,0.85615,0.95553,0.95728,0.9483,0.19339,0.39318,0.80616,0.0004456,0.0004456,0.0004456
114,490.79,0.28435,0.28632,0.81795,0.93313,0.95189,0.97191,0.96235,0.17436,0.29192,0.79601,0.00044065,0.00044065,0.00044065
115,495.182,0.29767,0.27911,0.83392,0.8966,0.95352,0.96931,0.96098,0.18414,0.29926,0.79933,0.0004357,0.0004357,0.0004357
116,499.51,0.27586,0.27774,0.82536,0.89243,0.96466,0.96956,0.96463,0.18766,0.3335,0.79988,0.00043075,0.00043075,0.00043075
117,503.871,0.28466,0.26873,0.83141,0.77551,0.97008,0.96877,0.93379,0.18778,0.31004,0.79862,0.0004258,0.0004258,0.0004258
118,508.204,0.27684,0.27792,0.82939,0.87693,0.97008,0.96288,0.90259,0.1863,0.45805,0.79516,0.00042085,0.00042085,0.00042085
119,512.503,0.27553,0.27752,0.82132,0.92584,0.96098,0.97189,0.9063,0.18499,0.25587,0.79907,0.0004159,0.0004159,0.0004159
120,516.785,0.27542,0.26814,0.83313,0.87093,0.97008,0.97053,0.93002,0.1754,0.29144,0.7979,0.00041095,0.00041095,0.00041095
121,521.101,0.27132,0.2561,0.81791,0.92567,0.96098,0.97137,0.91018,0.19108,0.29594,0.79978,0.000406,0.000406,0.000406
122,525.422,0.26509,0.25866,0.81853,0.90199,0.96098,0.97352,0.90916,0.18136,0.24954,0.79734,0.00040105,0.00040105,0.00040105
123,529.718,0.28063,0.26065,0.81698,0.81092,0.97462,0.9727,0.91217,0.17841,0.24652,0.79399,0.0003961,0.0003961,0.0003961
124,534.013,0.26959,0.26148,0.83041,0.84504,0.97462,0.96756,0.90897,0.17546,0.23145,0.79512,0.00039115,0.00039115,0.00039115
125,538.299,0.2785,0.26648,0.82962,0.86591,0.97462,0.97436,0.9154,0.16593,0.19827,0.79506,0.0003862,0.0003862,0.0003862
126,542.626,0.27278,0.25455,0.82567,0.8759,0.97462,0.97258,0.90767,0.16722,0.21979,0.79325,0.00038125,0.00038125,0.00038125
127,546.945,0.26655,0.24821,0.81653,0.8409,0.97462,0.97292,0.93896,0.16524,0.21884,0.79287,0.0003763,0.0003763,0.0003763
128,551.242,0.26137,0.24664,0.82216,0.90076,0.96868,0.9695,0.92962,0.18153,0.20633,0.79503,0.00037135,0.00037135,0.00037135
129,555.54,0.26889,0.25579,0.8275,0.89604,0.97008,0.97382,0.94517,0.16841,0.20242,0.7942,0.0003664,0.0003664,0.0003664
130,559.823,0.27153,0.25214,0.82088,0.95901,0.96073,0.97636,0.96652,0.16974,0.19452,0.79431,0.00036145,0.00036145,0.00036145
131,564.188,0.27584,0.26728,0.82943,0.9668,0.95836,0.97728,0.94103,0.17023,0.19748,0.79211,0.0003565,0.0003565,0.0003565
132,568.512,0.26903,0.25414,0.83224,0.90101,0.97008,0.97383,0.9695,0.16216,0.22065,0.79097,0.00035155,0.00035155,0.00035155
133,572.901,0.25954,0.25001,0.81623,0.92189,0.95644,0.96823,0.95222,0.16911,0.26631,0.79164,0.0003466,0.0003466,0.0003466
134,577.225,0.25502,0.25049,0.82106,0.94679,0.95644,0.97495,0.93015,0.1677,0.2006,0.79421,0.00034165,0.00034165,0.00034165
135,581.51,0.26729,0.25724,0.82081,0.95692,0.95613,0.97552,0.96289,0.17356,0.1896,0.79329,0.0003367,0.0003367,0.0003367
136,585.795,0.26559,0.25837,0.82502,0.93999,0.96553,0.97528,0.93348,0.16785,0.17389,0.79263,0.00033175,0.00033175,0.00033175
137,590.084,0.26478,0.25906,0.8187,0.96728,0.95443,0.9742,0.93189,0.15991,0.3405,0.79021,0.0003268,0.0003268,0.0003268
138,594.425,0.26044,0.23131,0.81842,0.97404,0.93774,0.97656,0.93271,0.16447,0.21099,0.79091,0.00032185,0.00032185,0.00032185
139,598.754,0.25589,0.23997,0.8166,0.96069,0.95973,0.97645,0.94019,0.16396,0.16737,0.78957,0.0003169,0.0003169,0.0003169
140,603.052,0.26577,0.23646,0.82005,0.97855,0.96072,0.9767,0.93968,0.17007,0.16758,0.78916,0.00031195,0.00031195,0.00031195
141,607.374,0.26244,0.23761,0.8199,0.94171,0.97008,0.97518,0.93338,0.16998,0.15943,0.78875,0.000307,0.000307,0.000307
142,611.683,0.25333,0.22862,0.81463,0.93562,0.97008,0.97451,0.96451,0.16112,0.16873,0.78851,0.00030205,0.00030205,0.00030205
143,615.969,0.24801,0.24092,0.81858,0.97665,0.95973,0.97608,0.94219,0.16409,0.15063,0.7881,0.0002971,0.0002971,0.0002971
144,620.262,0.26638,0.24675,0.82719,0.9337,0.97008,0.97679,0.94269,0.16296,0.18705,0.79056,0.00029215,0.00029215,0.00029215
145,624.585,0.25794,0.24589,0.81336,0.90296,0.97008,0.97718,0.94789,0.15475,0.16331,0.78891,0.0002872,0.0002872,0.0002872
146,628.92,0.25254,0.24709,0.82283,0.96564,0.96098,0.97536,0.96445,0.15514,0.16403,0.78554,0.00028225,0.00028225,0.00028225
147,633.212,0.25929,0.23812,0.82427,0.96594,0.96416,0.97597,0.96736,0.1603,0.15395,0.78752,0.0002773,0.0002773,0.0002773
148,637.509,0.2536,0.23606,0.81486,0.97062,0.96403,0.97667,0.94672,0.15692,0.16712,0.78897,0.00027235,0.00027235,0.00027235
149,641.804,0.24436,0.2252,0.81162,0.97313,0.96693,0.97619,0.94203,0.15185,0.17111,0.78554,0.0002674,0.0002674,0.0002674
150,646.093,0.25437,0.23935,0.82815,0.97207,0.96805,0.97809,0.94901,0.14466,0.1587,0.77975,0.00026245,0.00026245,0.00026245
151,650.341,0.25438,0.24148,0.82491,0.95852,0.9656,0.9782,0.94813,0.14126,0.15164,0.78076,0.0002575,0.0002575,0.0002575
152,654.629,0.25356,0.22954,0.82656,0.95484,0.96553,0.97668,0.9717,0.14693,0.16615,0.7831,0.00025255,0.00025255,0.00025255
153,659.013,0.24174,0.21109,0.82237,0.98303,0.95495,0.97584,0.93056,0.15264,0.16628,0.78287,0.0002476,0.0002476,0.0002476
154,663.339,0.24187,0.22267,0.8136,0.97049,0.96052,0.973,0.93441,0.15029,0.18946,0.78053,0.00024265,0.00024265,0.00024265
155,667.645,0.24514,0.21244,0.81664,0.96083,0.96175,0.97359,0.93551,0.1552,0.20072,0.78392,0.0002377,0.0002377,0.0002377
156,671.947,0.24136,0.22267,0.81732,0.97031,0.95858,0.97369,0.9302,0.14873,0.16372,0.78197,0.00023275,0.00023275,0.00023275
157,676.234,0.24092,0.21925,0.8157,0.97283,0.96872,0.97365,0.93757,0.14744,0.14907,0.78168,0.0002278,0.0002278,0.0002278
158,680.566,0.23119,0.21237,0.81421,0.95689,0.97008,0.97325,0.96185,0.15194,0.15399,0.78306,0.00022285,0.00022285,0.00022285
159,684.863,0.23864,0.21986,0.81152,0.94659,0.97008,0.97796,0.96675,0.14937,0.15875,0.78363,0.0002179,0.0002179,0.0002179
160,689.196,0.23941,0.21688,0.81236,0.97344,0.96098,0.97858,0.96591,0.14238,0.15135,0.78583,0.00021295,0.00021295,0.00021295
161,693.482,0.23887,0.21348,0.8104,0.98114,0.96098,0.9792,0.96705,0.14299,0.14865,0.78734,0.000208,0.000208,0.000208
162,697.773,0.24129,0.22085,0.81968,0.97226,0.95379,0.97929,0.96816,0.14543,0.1689,0.78859,0.00020305,0.00020305,0.00020305
163,702.094,0.23091,0.19975,0.80896,0.98381,0.95692,0.97922,0.96797,0.1414,0.15383,0.78656,0.0001981,0.0001981,0.0001981
164,706.41,0.23283,0.20863,0.8117,0.98479,0.95609,0.97984,0.96134,0.14242,0.15036,0.78555,0.00019315,0.00019315,0.00019315
165,710.73,0.22825,0.209,0.80686,0.98698,0.95644,0.97951,0.96741,0.13915,0.1512,0.78437,0.0001882,0.0001882,0.0001882
166,715.059,0.23329,0.21597,0.80918,0.98638,0.95758,0.97757,0.94845,0.14553,0.15108,0.78464,0.00018325,0.00018325,0.00018325
167,719.382,0.24392,0.20815,0.81207,0.98704,0.96563,0.97833,0.94933,0.14141,0.13066,0.78342,0.0001783,0.0001783,0.0001783
168,723.697,0.23426,0.20962,0.81154,0.98724,0.96803,0.97924,0.9752,0.14035,0.11908,0.78182,0.00017335,0.00017335,0.00017335
169,728.067,0.22972,0.20038,0.81226,0.98839,0.96443,0.98075,0.96908,0.13934,0.13037,0.78139,0.0001684,0.0001684,0.0001684
170,732.366,0.22821,0.20397,0.81283,0.98645,0.96163,0.98178,0.96961,0.13915,0.12869,0.78066,0.00016345,0.00016345,0.00016345
171,736.651,0.2318,0.20327,0.81026,0.98765,0.96701,0.98181,0.97026,0.14202,0.1267,0.78175,0.0001585,0.0001585,0.0001585
172,740.954,0.22318,0.19867,0.80688,0.98381,0.96553,0.98021,0.97133,0.13056,0.12134,0.77829,0.00015355,0.00015355,0.00015355
173,745.296,0.23076,0.19951,0.8109,0.98667,0.96869,0.97958,0.97501,0.12693,0.10893,0.77733,0.0001486,0.0001486,0.0001486
174,749.622,0.23074,0.20295,0.81441,0.98812,0.96462,0.97972,0.97518,0.12908,0.10939,0.77696,0.00014365,0.00014365,0.00014365
175,753.956,0.22397,0.19379,0.81298,0.98634,0.96492,0.98004,0.97562,0.13043,0.11054,0.77545,0.0001387,0.0001387,0.0001387
176,758.354,0.22645,0.20291,0.81623,0.98819,0.96635,0.98259,0.97828,0.1277,0.11343,0.77592,0.00013375,0.00013375,0.00013375
177,762.712,0.22742,0.19383,0.81473,0.98874,0.96452,0.98188,0.97757,0.13073,0.11041,0.77685,0.0001288,0.0001288,0.0001288
178,767.024,0.21928,0.19457,0.80982,0.98891,0.96104,0.98209,0.9778,0.12701,0.11237,0.77573,0.00012385,0.00012385,0.00012385
179,771.303,0.22433,0.19704,0.80745,0.98842,0.95599,0.98282,0.97858,0.12645,0.11494,0.7749,0.0001189,0.0001189,0.0001189
180,775.687,0.20776,0.18235,0.80641,0.98888,0.96556,0.98206,0.97763,0.13294,0.1055,0.77661,0.00011395,0.00011395,0.00011395
181,779.981,0.2189,0.19182,0.81262,0.98881,0.96707,0.98142,0.97737,0.12598,0.09987,0.77617,0.000109,0.000109,0.000109
182,784.315,0.22136,0.19491,0.81348,0.98736,0.96564,0.9809,0.97701,0.12663,0.10497,0.77466,0.00010405,0.00010405,0.00010405
183,788.612,0.21699,0.18694,0.80382,0.98633,0.9668,0.98049,0.97718,0.12245,0.11063,0.7726,9.91e-05,9.91e-05,9.91e-05
184,792.903,0.21566,0.18789,0.81539,0.98744,0.96622,0.98203,0.97888,0.12273,0.10585,0.77174,9.415e-05,9.415e-05,9.415e-05
185,797.252,0.2225,0.20242,0.81146,0.98731,0.96639,0.98203,0.95382,0.12596,0.10258,0.77216,8.92e-05,8.92e-05,8.92e-05
186,801.573,0.21533,0.18832,0.80837,0.98818,0.96335,0.982,0.95612,0.1204,0.10072,0.77252,8.425e-05,8.425e-05,8.425e-05
187,805.922,0.21941,0.19119,0.81246,0.98891,0.9638,0.98199,0.98098,0.11741,0.10284,0.77271,7.93e-05,7.93e-05,7.93e-05
188,810.32,0.20607,0.1758,0.80048,0.98916,0.96044,0.9834,0.98239,0.11773,0.10092,0.77243,7.435e-05,7.435e-05,7.435e-05
189,814.679,0.21303,0.18249,0.81172,0.98792,0.96252,0.9809,0.97987,0.12036,0.10688,0.77235,6.94e-05,6.94e-05,6.94e-05
190,819.005,0.21523,0.19032,0.80994,0.98535,0.96667,0.98006,0.97903,0.12079,0.11722,0.77234,6.445e-05,6.445e-05,6.445e-05
191,824.131,0.17859,0.15079,0.77278,0.98483,0.96815,0.98004,0.97557,0.12125,0.11329,0.7713,5.95e-05,5.95e-05,5.95e-05
192,828.427,0.16988,0.15478,0.77117,0.98842,0.96693,0.9808,0.97639,0.12617,0.12272,0.77194,5.455e-05,5.455e-05,5.455e-05
193,832.715,0.16965,0.13842,0.77254,0.98698,0.96907,0.97997,0.9755,0.1252,0.12012,0.77159,4.96e-05,4.96e-05,4.96e-05
194,837.009,0.16504,0.13941,0.76016,0.98632,0.97008,0.97906,0.97474,0.12319,0.11815,0.76822,4.465e-05,4.465e-05,4.465e-05
195,841.306,0.17513,0.14421,0.76998,0.98673,0.97462,0.97881,0.97443,0.12223,0.11097,0.76854,3.97e-05,3.97e-05,3.97e-05
196,845.603,0.16749,0.13142,0.76763,0.98737,0.97375,0.9791,0.96817,0.12256,0.10862,0.76863,3.475e-05,3.475e-05,3.475e-05
197,849.94,0.16698,0.13151,0.76674,0.98714,0.97462,0.97936,0.96888,0.12197,0.11223,0.76827,2.98e-05,2.98e-05,2.98e-05
198,854.255,0.16759,0.13356,0.75944,0.98635,0.97462,0.97938,0.96875,0.12325,0.11181,0.76908,2.485e-05,2.485e-05,2.485e-05
199,858.569,0.16581,0.13187,0.7688,0.98672,0.97462,0.97935,0.97535,0.12359,0.11041,0.76875,1.99e-05,1.99e-05,1.99e-05
200,862.844,0.16452,0.13386,0.77479,0.98704,0.97462,0.97935,0.97535,0.12094,0.11219,0.76702,1.495e-05,1.495e-05,1.495e-05
1 epoch time train/box_loss train/cls_loss train/dfl_loss metrics/precision(B) metrics/recall(B) metrics/mAP50(B) metrics/mAP50-95(B) val/box_loss val/cls_loss val/dfl_loss lr/pg0 lr/pg1 lr/pg2
2 1 4.28543 1.65329 4.70774 1.93232 0.55379 0.62841 0.38518 0.26619 1.20824 2.31443 1.66836 0.09208 8e-05 8e-05
3 2 8.54589 0.60909 1.19382 1.00586 0.56835 0.37769 0.317 0.23683 0.65806 2.90476 1.06487 0.0831692 0.000169158 0.000169158
4 3 12.8001 0.51406 0.74646 0.91683 0.39877 0.45534 0.34991 0.27053 0.7152 1.47092 1.18814 0.0742574 0.000257426 0.000257426
5 4 17.1085 0.50935 0.65683 0.90693 0.29185 0.68435 0.35795 0.28151 0.44693 2.14368 0.89714 0.0653448 0.000344802 0.000344802
6 5 21.4268 0.49961 0.67146 0.90504 0.52561 0.53864 0.56972 0.45648 0.46344 1.63025 0.90896 0.0564313 0.000431288 0.000431288
7 6 25.7708 0.47671 0.62084 0.89061 0.80651 0.56621 0.60681 0.55763 0.41707 1.67674 0.90167 0.0475169 0.000516883 0.000516883
8 7 30.1356 0.4827 0.57954 0.89412 0.71877 0.6295 0.6163 0.50227 0.39606 2.18887 0.88696 0.0386016 0.000601586 0.000601586
9 8 34.3853 0.50058 0.57879 0.90453 0.78319 0.64458 0.56321 0.52137 0.31404 1.18172 0.8507 0.0296854 0.000685398 0.000685398
10 9 38.636 0.48863 0.58284 0.8889 0.54497 0.54017 0.38706 0.33093 0.5133 2.48353 0.92821 0.0207683 0.00076832 0.00076832
11 10 42.885 0.51538 0.6252 0.91273 0.38568 0.61523 0.43533 0.36232 0.50516 1.49371 0.9343 0.0118504 0.00085035 0.00085035
12 11 47.1388 0.51593 0.59906 0.90275 0.58358 0.46257 0.36506 0.31172 0.52138 1.42125 0.98901 0.00293149 0.00093149 0.00093149
13 12 51.3864 0.53071 0.59235 0.90451 0.46905 0.45114 0.27714 0.22731 0.47681 1.51678 0.91254 0.00094555 0.00094555 0.00094555
14 13 55.6696 0.51302 0.58747 0.90491 0.62926 0.39357 0.22728 0.20392 0.91744 6.46639 1.29086 0.0009406 0.0009406 0.0009406
15 14 59.9581 0.49596 0.55809 0.89526 0.72468 0.25307 0.19564 0.16913 0.83195 4.17386 1.27834 0.00093565 0.00093565 0.00093565
16 15 64.2461 0.47345 0.55318 0.89335 0.66879 0.40682 0.37083 0.27735 1.11479 2.11375 1.57138 0.0009307 0.0009307 0.0009307
17 16 68.5313 0.47408 0.54535 0.88864 0.72928 0.27538 0.36783 0.27617 1.09593 2.60619 1.34331 0.00092575 0.00092575 0.00092575
18 17 72.819 0.48671 0.55072 0.89224 0.74597 0.5832 0.58541 0.51619 0.47841 1.54962 0.92983 0.0009208 0.0009208 0.0009208
19 18 77.0734 0.46808 0.53394 0.88852 0.64165 0.34351 0.3874 0.32198 0.73906 1.59411 1.28145 0.00091585 0.00091585 0.00091585
20 19 81.3668 0.45283 0.53056 0.8899 0.67527 0.54147 0.50275 0.44812 0.427 0.99522 0.90487 0.0009109 0.0009109 0.0009109
21 20 85.6547 0.46472 0.52678 0.89441 0.71214 0.67841 0.56492 0.52156 0.37245 0.75573 0.86661 0.00090595 0.00090595 0.00090595
22 21 89.9468 0.46891 0.52417 0.88574 0.72736 0.66044 0.57811 0.48184 0.37352 0.78595 0.89237 0.000901 0.000901 0.000901
23 22 94.2106 0.4465 0.49896 0.87858 0.74979 0.68561 0.61768 0.58342 0.34831 1.30751 0.86364 0.00089605 0.00089605 0.00089605
24 23 98.5348 0.43933 0.49852 0.88394 0.85443 0.51932 0.61049 0.554 0.38463 1.20985 0.88358 0.0008911 0.0008911 0.0008911
25 24 102.792 0.43604 0.50003 0.88906 0.86467 0.65568 0.68155 0.62936 0.35501 0.61947 0.85598 0.00088615 0.00088615 0.00088615
26 25 107.124 0.44841 0.50766 0.88754 0.78848 0.59659 0.64362 0.59278 0.3624 0.89102 0.86272 0.0008812 0.0008812 0.0008812
27 26 111.435 0.42763 0.49466 0.86851 0.72239 0.71822 0.60752 0.54966 0.39193 1.35293 0.89923 0.00087625 0.00087625 0.00087625
28 27 115.736 0.43199 0.47031 0.87941 0.71628 0.66098 0.64998 0.59117 0.34432 1.0775 0.85677 0.0008713 0.0008713 0.0008713
29 28 120.029 0.42158 0.47946 0.87222 0.82736 0.69015 0.63881 0.57956 0.3059 0.84559 0.83088 0.00086635 0.00086635 0.00086635
30 29 124.301 0.42462 0.48392 0.86614 0.79084 0.68054 0.63945 0.60285 0.28541 0.74616 0.82473 0.0008614 0.0008614 0.0008614
31 30 128.561 0.41487 0.46859 0.86652 0.8473 0.6185 0.6182 0.59573 0.2799 0.60409 0.82277 0.00085645 0.00085645 0.00085645
32 31 132.837 0.42476 0.45112 0.87834 0.83242 0.66539 0.64273 0.57868 0.28277 0.63505 0.81473 0.0008515 0.0008515 0.0008515
33 32 137.11 0.40256 0.42978 0.86946 0.86595 0.61132 0.65273 0.60448 0.29416 0.7586 0.81505 0.00084655 0.00084655 0.00084655
34 33 141.421 0.42254 0.49085 0.88208 0.82789 0.63615 0.66188 0.61326 0.28153 0.62772 0.81144 0.0008416 0.0008416 0.0008416
35 34 145.712 0.43286 0.48739 0.89036 0.83298 0.67386 0.66438 0.64412 0.27574 0.86448 0.80618 0.00083665 0.00083665 0.00083665
36 35 150.078 0.40767 0.45055 0.865 0.87673 0.59848 0.68492 0.65016 0.28831 0.54603 0.82598 0.0008317 0.0008317 0.0008317
37 36 154.433 0.40941 0.43927 0.87481 0.858 0.6278 0.68334 0.6453 0.26206 0.55396 0.80859 0.00082675 0.00082675 0.00082675
38 37 158.716 0.39553 0.43671 0.86734 0.83746 0.68939 0.71626 0.66796 0.27281 0.61677 0.82392 0.0008218 0.0008218 0.0008218
39 38 163.056 0.39026 0.4304 0.85655 0.84982 0.6324 0.69005 0.65319 0.28145 0.55189 0.83358 0.00081685 0.00081685 0.00081685
40 39 167.328 0.39697 0.44514 0.86036 0.88586 0.68561 0.72929 0.66609 0.29897 0.54627 0.83789 0.0008119 0.0008119 0.0008119
41 40 171.655 0.39548 0.4536 0.85825 0.56278 0.94735 0.81584 0.73417 0.26922 0.53472 0.82167 0.00080695 0.00080695 0.00080695
42 41 176.019 0.40193 0.41767 0.86015 0.88176 0.6765 0.74373 0.69085 0.27001 0.57578 0.82596 0.000802 0.000802 0.000802
43 42 180.299 0.37976 0.41144 0.8546 0.87817 0.65833 0.71454 0.67631 0.25682 0.47072 0.81671 0.00079705 0.00079705 0.00079705
44 43 184.579 0.37324 0.41658 0.85218 0.89593 0.67386 0.71199 0.66064 0.28672 0.53076 0.82679 0.0007921 0.0007921 0.0007921
45 44 188.872 0.3862 0.42587 0.85838 0.88063 0.67963 0.72944 0.69899 0.25952 0.4542 0.81391 0.00078715 0.00078715 0.00078715
46 45 193.145 0.38377 0.41995 0.85917 0.92941 0.64112 0.72157 0.67033 0.27212 0.64078 0.82381 0.0007822 0.0007822 0.0007822
47 46 197.452 0.37504 0.40806 0.85822 0.86094 0.70368 0.7171 0.67795 0.25614 0.74845 0.82338 0.00077725 0.00077725 0.00077725
48 47 201.727 0.37447 0.41709 0.85656 0.84283 0.61864 0.71093 0.65883 0.2824 0.6009 0.82634 0.0007723 0.0007723 0.0007723
49 48 206.039 0.3757 0.41362 0.85355 0.85214 0.67388 0.93103 0.81695 0.28495 0.49182 0.82113 0.00076735 0.00076735 0.00076735
50 49 210.389 0.37336 0.42715 0.85708 0.55086 0.97008 0.94319 0.83678 0.28684 0.48025 0.82525 0.0007624 0.0007624 0.0007624
51 50 214.759 0.36918 0.39176 0.8543 0.92588 0.66925 0.95187 0.86164 0.25244 0.44716 0.81859 0.00075745 0.00075745 0.00075745
52 51 219.138 0.3539 0.39374 0.84924 0.9269 0.67267 0.82204 0.74372 0.28873 0.50146 0.82173 0.0007525 0.0007525 0.0007525
53 52 223.437 0.37608 0.37839 0.8523 0.9374 0.66076 0.71568 0.65843 0.26263 0.42631 0.82319 0.00074755 0.00074755 0.00074755
54 53 227.717 0.36571 0.39501 0.85776 0.92478 0.65303 0.72564 0.66866 0.26609 0.49754 0.82106 0.0007426 0.0007426 0.0007426
55 54 231.999 0.368 0.38568 0.85594 0.85787 0.68877 0.69977 0.65519 0.23691 0.52451 0.81995 0.00073765 0.00073765 0.00073765
56 55 236.317 0.37165 0.40803 0.85439 0.8035 0.67386 0.76173 0.70748 0.25569 0.44362 0.81317 0.0007327 0.0007327 0.0007327
57 56 240.633 0.37852 0.40014 0.85273 0.90792 0.66397 0.76746 0.72622 0.2372 0.44036 0.81114 0.00072775 0.00072775 0.00072775
58 57 244.946 0.35346 0.37178 0.84849 0.84354 0.66355 0.82738 0.77069 0.24262 0.49255 0.80392 0.0007228 0.0007228 0.0007228
59 58 249.235 0.35021 0.36446 0.84335 0.86266 0.66098 0.74236 0.71792 0.23379 0.49133 0.80423 0.00071785 0.00071785 0.00071785
60 59 253.51 0.35077 0.37176 0.85222 0.94838 0.66078 0.77509 0.71456 0.24736 0.37968 0.81331 0.0007129 0.0007129 0.0007129
61 60 257.796 0.35622 0.3941 0.84949 0.9101 0.66228 0.75278 0.71534 0.24834 0.51509 0.79988 0.00070795 0.00070795 0.00070795
62 61 262.114 0.34685 0.37241 0.84552 0.96372 0.64294 0.72076 0.68883 0.22526 0.38434 0.80634 0.000703 0.000703 0.000703
63 62 266.44 0.34037 0.38093 0.84274 0.88242 0.652 0.70824 0.66667 0.26109 0.53399 0.83942 0.00069805 0.00069805 0.00069805
64 63 270.75 0.33665 0.36925 0.8426 0.90719 0.68769 0.74511 0.70897 0.2406 0.45853 0.82805 0.0006931 0.0006931 0.0006931
65 64 275.08 0.34441 0.38482 0.84215 0.94329 0.66758 0.821 0.7563 0.23285 0.449 0.81854 0.00068815 0.00068815 0.00068815
66 65 279.367 0.34313 0.38034 0.84722 0.94161 0.68295 0.77084 0.73669 0.22787 0.40201 0.81282 0.0006832 0.0006832 0.0006832
67 66 283.651 0.35207 0.36056 0.8525 0.87985 0.65064 0.68479 0.65578 0.2199 0.53037 0.81455 0.00067825 0.00067825 0.00067825
68 67 287.954 0.33612 0.35198 0.83376 0.86645 0.67772 0.6995 0.68154 0.23403 0.47777 0.80969 0.0006733 0.0006733 0.0006733
69 68 292.278 0.33159 0.36299 0.83649 0.90149 0.68364 0.74759 0.72412 0.22437 0.38223 0.81581 0.00066835 0.00066835 0.00066835
70 69 296.604 0.34118 0.35332 0.84064 0.91715 0.68419 0.71379 0.68747 0.20496 0.43167 0.8038 0.0006634 0.0006634 0.0006634
71 70 300.924 0.33177 0.34555 0.84348 0.96104 0.63415 0.70373 0.68437 0.21185 0.43304 0.80507 0.00065845 0.00065845 0.00065845
72 71 305.245 0.32953 0.35183 0.8363 0.93873 0.65744 0.706 0.68622 0.23041 0.47325 0.80616 0.0006535 0.0006535 0.0006535
73 72 309.533 0.32 0.33748 0.83928 0.89685 0.70764 0.71115 0.67818 0.25043 0.44521 0.82634 0.00064855 0.00064855 0.00064855
74 73 313.831 0.34052 0.34484 0.85154 0.96019 0.64363 0.73122 0.70664 0.228 0.41417 0.82115 0.0006436 0.0006436 0.0006436
75 74 318.107 0.32634 0.35581 0.83818 0.92189 0.67197 0.74703 0.71628 0.22408 0.47403 0.8108 0.00063865 0.00063865 0.00063865
76 75 322.441 0.32855 0.36429 0.85078 0.93739 0.70582 0.74014 0.71116 0.21411 0.38648 0.81334 0.0006337 0.0006337 0.0006337
77 76 326.775 0.32295 0.34231 0.83829 0.95709 0.67799 0.95758 0.90544 0.21061 0.34109 0.81508 0.00062875 0.00062875 0.00062875
78 77 331.157 0.32076 0.33621 0.83241 0.74961 0.95644 0.96407 0.89205 0.23334 0.39555 0.81005 0.0006238 0.0006238 0.0006238
79 78 335.476 0.32787 0.33604 0.83646 0.77449 0.96969 0.96826 0.89719 0.20603 0.3486 0.8054 0.00061885 0.00061885 0.00061885
80 79 339.784 0.33131 0.34025 0.83239 0.93983 0.84039 0.96767 0.90409 0.21413 0.39012 0.81562 0.0006139 0.0006139 0.0006139
81 80 344.066 0.32582 0.33691 0.84696 0.82592 0.95644 0.96471 0.9178 0.21615 0.3521 0.81822 0.00060895 0.00060895 0.00060895
82 81 348.411 0.32543 0.32518 0.83818 0.8178 0.95863 0.96809 0.87722 0.23237 0.35475 0.82237 0.000604 0.000604 0.000604
83 82 352.729 0.31963 0.31646 0.83792 0.70791 0.96045 0.95647 0.85567 0.23326 0.41919 0.81455 0.00059905 0.00059905 0.00059905
84 83 357.048 0.32231 0.32536 0.83148 0.70971 0.97008 0.96151 0.91001 0.21876 0.39028 0.81159 0.0005941 0.0005941 0.0005941
85 84 361.391 0.32808 0.33879 0.84383 0.65238 0.97008 0.96419 0.93221 0.21162 0.3588 0.81303 0.00058915 0.00058915 0.00058915
86 85 365.746 0.31537 0.32334 0.83886 0.79425 0.963 0.96644 0.89883 0.22393 0.34411 0.81364 0.0005842 0.0005842 0.0005842
87 86 370.03 0.32068 0.31532 0.83454 0.56245 0.95379 0.96666 0.88574 0.22058 0.38905 0.81247 0.00057925 0.00057925 0.00057925
88 87 374.311 0.32101 0.31908 0.83926 0.76162 0.72462 0.95039 0.88236 0.23339 0.36622 0.81958 0.0005743 0.0005743 0.0005743
89 88 378.605 0.30519 0.30833 0.83157 0.92783 0.65799 0.96228 0.89174 0.20367 0.3928 0.80613 0.00056935 0.00056935 0.00056935
90 89 382.927 0.30314 0.30569 0.82607 0.95232 0.68992 0.95813 0.90097 0.208 0.31056 0.80571 0.0005644 0.0005644 0.0005644
91 90 387.242 0.32365 0.32198 0.85116 0.65009 0.97008 0.96249 0.90673 0.20781 0.32799 0.80194 0.00055945 0.00055945 0.00055945
92 91 391.542 0.323 0.34086 0.84289 0.9539 0.71553 0.96769 0.90124 0.2139 0.32589 0.80636 0.0005545 0.0005545 0.0005545
93 92 395.837 0.30533 0.30191 0.83812 0.96256 0.69015 0.84339 0.78966 0.20946 0.36547 0.8107 0.00054955 0.00054955 0.00054955
94 93 400.127 0.30469 0.29959 0.82611 0.95384 0.70847 0.96747 0.89782 0.19865 0.27637 0.79993 0.0005446 0.0005446 0.0005446
95 94 404.44 0.31573 0.31115 0.83594 0.75591 0.97462 0.9579 0.88906 0.20908 0.31405 0.8044 0.00053965 0.00053965 0.00053965
96 95 408.732 0.3166 0.32196 0.83967 0.97751 0.67305 0.95825 0.88757 0.19285 0.3869 0.80232 0.0005347 0.0005347 0.0005347
97 96 413.065 0.31002 0.31908 0.83736 0.93007 0.72008 0.96417 0.90358 0.19903 0.3106 0.80161 0.00052975 0.00052975 0.00052975
98 97 417.353 0.30327 0.30042 0.83168 0.92678 0.66543 0.83016 0.80649 0.18801 0.38408 0.79687 0.0005248 0.0005248 0.0005248
99 98 421.689 0.3016 0.29055 0.83714 0.95264 0.64414 0.83419 0.78518 0.18983 0.32975 0.79538 0.00051985 0.00051985 0.00051985
100 99 425.977 0.30319 0.30273 0.83317 0.82212 0.95379 0.96095 0.89586 0.20004 0.3866 0.8043 0.0005149 0.0005149 0.0005149
101 100 430.266 0.30388 0.29825 0.83257 0.90006 0.68646 0.95453 0.86999 0.2074 0.41483 0.81063 0.00050995 0.00050995 0.00050995
102 101 434.586 0.29649 0.29365 0.82556 0.84245 0.72431 0.96205 0.91564 0.18243 0.33307 0.79535 0.000505 0.000505 0.000505
103 102 438.876 0.29276 0.29682 0.82893 0.83612 0.97462 0.97218 0.91231 0.18732 0.28054 0.79735 0.00050005 0.00050005 0.00050005
104 103 443.192 0.30473 0.29691 0.84479 0.84583 0.97008 0.97264 0.93131 0.2076 0.28394 0.7997 0.0004951 0.0004951 0.0004951
105 104 447.524 0.29763 0.29922 0.82446 0.90012 0.95876 0.97376 0.93627 0.18205 0.28868 0.79839 0.00049015 0.00049015 0.00049015
106 105 451.906 0.29631 0.29083 0.83144 0.84888 0.96553 0.97155 0.93421 0.18822 0.2643 0.79615 0.0004852 0.0004852 0.0004852
107 106 456.237 0.29928 0.30125 0.8366 0.67106 0.97462 0.97338 0.90661 0.18997 0.24255 0.79768 0.00048025 0.00048025 0.00048025
108 107 460.522 0.29511 0.29164 0.83173 0.65779 0.97462 0.97187 0.90609 0.18033 0.29786 0.79276 0.0004753 0.0004753 0.0004753
109 108 464.818 0.2789 0.29004 0.82999 0.97567 0.71626 0.97433 0.90612 0.18339 0.25326 0.79549 0.00047035 0.00047035 0.00047035
110 109 469.11 0.28188 0.28147 0.82904 0.70615 0.97462 0.97366 0.94265 0.18238 0.25242 0.79368 0.0004654 0.0004654 0.0004654
111 110 473.483 0.29345 0.28236 0.826 0.8821 0.96553 0.97163 0.95003 0.19111 0.33093 0.79519 0.00046045 0.00046045 0.00046045
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128 127 546.945 0.26655 0.24821 0.81653 0.8409 0.97462 0.97292 0.93896 0.16524 0.21884 0.79287 0.0003763 0.0003763 0.0003763
129 128 551.242 0.26137 0.24664 0.82216 0.90076 0.96868 0.9695 0.92962 0.18153 0.20633 0.79503 0.00037135 0.00037135 0.00037135
130 129 555.54 0.26889 0.25579 0.8275 0.89604 0.97008 0.97382 0.94517 0.16841 0.20242 0.7942 0.0003664 0.0003664 0.0003664
131 130 559.823 0.27153 0.25214 0.82088 0.95901 0.96073 0.97636 0.96652 0.16974 0.19452 0.79431 0.00036145 0.00036145 0.00036145
132 131 564.188 0.27584 0.26728 0.82943 0.9668 0.95836 0.97728 0.94103 0.17023 0.19748 0.79211 0.0003565 0.0003565 0.0003565
133 132 568.512 0.26903 0.25414 0.83224 0.90101 0.97008 0.97383 0.9695 0.16216 0.22065 0.79097 0.00035155 0.00035155 0.00035155
134 133 572.901 0.25954 0.25001 0.81623 0.92189 0.95644 0.96823 0.95222 0.16911 0.26631 0.79164 0.0003466 0.0003466 0.0003466
135 134 577.225 0.25502 0.25049 0.82106 0.94679 0.95644 0.97495 0.93015 0.1677 0.2006 0.79421 0.00034165 0.00034165 0.00034165
136 135 581.51 0.26729 0.25724 0.82081 0.95692 0.95613 0.97552 0.96289 0.17356 0.1896 0.79329 0.0003367 0.0003367 0.0003367
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138 137 590.084 0.26478 0.25906 0.8187 0.96728 0.95443 0.9742 0.93189 0.15991 0.3405 0.79021 0.0003268 0.0003268 0.0003268
139 138 594.425 0.26044 0.23131 0.81842 0.97404 0.93774 0.97656 0.93271 0.16447 0.21099 0.79091 0.00032185 0.00032185 0.00032185
140 139 598.754 0.25589 0.23997 0.8166 0.96069 0.95973 0.97645 0.94019 0.16396 0.16737 0.78957 0.0003169 0.0003169 0.0003169
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147 146 628.92 0.25254 0.24709 0.82283 0.96564 0.96098 0.97536 0.96445 0.15514 0.16403 0.78554 0.00028225 0.00028225 0.00028225
148 147 633.212 0.25929 0.23812 0.82427 0.96594 0.96416 0.97597 0.96736 0.1603 0.15395 0.78752 0.0002773 0.0002773 0.0002773
149 148 637.509 0.2536 0.23606 0.81486 0.97062 0.96403 0.97667 0.94672 0.15692 0.16712 0.78897 0.00027235 0.00027235 0.00027235
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151 150 646.093 0.25437 0.23935 0.82815 0.97207 0.96805 0.97809 0.94901 0.14466 0.1587 0.77975 0.00026245 0.00026245 0.00026245
152 151 650.341 0.25438 0.24148 0.82491 0.95852 0.9656 0.9782 0.94813 0.14126 0.15164 0.78076 0.0002575 0.0002575 0.0002575
153 152 654.629 0.25356 0.22954 0.82656 0.95484 0.96553 0.97668 0.9717 0.14693 0.16615 0.7831 0.00025255 0.00025255 0.00025255
154 153 659.013 0.24174 0.21109 0.82237 0.98303 0.95495 0.97584 0.93056 0.15264 0.16628 0.78287 0.0002476 0.0002476 0.0002476
155 154 663.339 0.24187 0.22267 0.8136 0.97049 0.96052 0.973 0.93441 0.15029 0.18946 0.78053 0.00024265 0.00024265 0.00024265
156 155 667.645 0.24514 0.21244 0.81664 0.96083 0.96175 0.97359 0.93551 0.1552 0.20072 0.78392 0.0002377 0.0002377 0.0002377
157 156 671.947 0.24136 0.22267 0.81732 0.97031 0.95858 0.97369 0.9302 0.14873 0.16372 0.78197 0.00023275 0.00023275 0.00023275
158 157 676.234 0.24092 0.21925 0.8157 0.97283 0.96872 0.97365 0.93757 0.14744 0.14907 0.78168 0.0002278 0.0002278 0.0002278
159 158 680.566 0.23119 0.21237 0.81421 0.95689 0.97008 0.97325 0.96185 0.15194 0.15399 0.78306 0.00022285 0.00022285 0.00022285
160 159 684.863 0.23864 0.21986 0.81152 0.94659 0.97008 0.97796 0.96675 0.14937 0.15875 0.78363 0.0002179 0.0002179 0.0002179
161 160 689.196 0.23941 0.21688 0.81236 0.97344 0.96098 0.97858 0.96591 0.14238 0.15135 0.78583 0.00021295 0.00021295 0.00021295
162 161 693.482 0.23887 0.21348 0.8104 0.98114 0.96098 0.9792 0.96705 0.14299 0.14865 0.78734 0.000208 0.000208 0.000208
163 162 697.773 0.24129 0.22085 0.81968 0.97226 0.95379 0.97929 0.96816 0.14543 0.1689 0.78859 0.00020305 0.00020305 0.00020305
164 163 702.094 0.23091 0.19975 0.80896 0.98381 0.95692 0.97922 0.96797 0.1414 0.15383 0.78656 0.0001981 0.0001981 0.0001981
165 164 706.41 0.23283 0.20863 0.8117 0.98479 0.95609 0.97984 0.96134 0.14242 0.15036 0.78555 0.00019315 0.00019315 0.00019315
166 165 710.73 0.22825 0.209 0.80686 0.98698 0.95644 0.97951 0.96741 0.13915 0.1512 0.78437 0.0001882 0.0001882 0.0001882
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173 172 740.954 0.22318 0.19867 0.80688 0.98381 0.96553 0.98021 0.97133 0.13056 0.12134 0.77829 0.00015355 0.00015355 0.00015355
174 173 745.296 0.23076 0.19951 0.8109 0.98667 0.96869 0.97958 0.97501 0.12693 0.10893 0.77733 0.0001486 0.0001486 0.0001486
175 174 749.622 0.23074 0.20295 0.81441 0.98812 0.96462 0.97972 0.97518 0.12908 0.10939 0.77696 0.00014365 0.00014365 0.00014365
176 175 753.956 0.22397 0.19379 0.81298 0.98634 0.96492 0.98004 0.97562 0.13043 0.11054 0.77545 0.0001387 0.0001387 0.0001387
177 176 758.354 0.22645 0.20291 0.81623 0.98819 0.96635 0.98259 0.97828 0.1277 0.11343 0.77592 0.00013375 0.00013375 0.00013375
178 177 762.712 0.22742 0.19383 0.81473 0.98874 0.96452 0.98188 0.97757 0.13073 0.11041 0.77685 0.0001288 0.0001288 0.0001288
179 178 767.024 0.21928 0.19457 0.80982 0.98891 0.96104 0.98209 0.9778 0.12701 0.11237 0.77573 0.00012385 0.00012385 0.00012385
180 179 771.303 0.22433 0.19704 0.80745 0.98842 0.95599 0.98282 0.97858 0.12645 0.11494 0.7749 0.0001189 0.0001189 0.0001189
181 180 775.687 0.20776 0.18235 0.80641 0.98888 0.96556 0.98206 0.97763 0.13294 0.1055 0.77661 0.00011395 0.00011395 0.00011395
182 181 779.981 0.2189 0.19182 0.81262 0.98881 0.96707 0.98142 0.97737 0.12598 0.09987 0.77617 0.000109 0.000109 0.000109
183 182 784.315 0.22136 0.19491 0.81348 0.98736 0.96564 0.9809 0.97701 0.12663 0.10497 0.77466 0.00010405 0.00010405 0.00010405
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185 184 792.903 0.21566 0.18789 0.81539 0.98744 0.96622 0.98203 0.97888 0.12273 0.10585 0.77174 9.415e-05 9.415e-05 9.415e-05
186 185 797.252 0.2225 0.20242 0.81146 0.98731 0.96639 0.98203 0.95382 0.12596 0.10258 0.77216 8.92e-05 8.92e-05 8.92e-05
187 186 801.573 0.21533 0.18832 0.80837 0.98818 0.96335 0.982 0.95612 0.1204 0.10072 0.77252 8.425e-05 8.425e-05 8.425e-05
188 187 805.922 0.21941 0.19119 0.81246 0.98891 0.9638 0.98199 0.98098 0.11741 0.10284 0.77271 7.93e-05 7.93e-05 7.93e-05
189 188 810.32 0.20607 0.1758 0.80048 0.98916 0.96044 0.9834 0.98239 0.11773 0.10092 0.77243 7.435e-05 7.435e-05 7.435e-05
190 189 814.679 0.21303 0.18249 0.81172 0.98792 0.96252 0.9809 0.97987 0.12036 0.10688 0.77235 6.94e-05 6.94e-05 6.94e-05
191 190 819.005 0.21523 0.19032 0.80994 0.98535 0.96667 0.98006 0.97903 0.12079 0.11722 0.77234 6.445e-05 6.445e-05 6.445e-05
192 191 824.131 0.17859 0.15079 0.77278 0.98483 0.96815 0.98004 0.97557 0.12125 0.11329 0.7713 5.95e-05 5.95e-05 5.95e-05
193 192 828.427 0.16988 0.15478 0.77117 0.98842 0.96693 0.9808 0.97639 0.12617 0.12272 0.77194 5.455e-05 5.455e-05 5.455e-05
194 193 832.715 0.16965 0.13842 0.77254 0.98698 0.96907 0.97997 0.9755 0.1252 0.12012 0.77159 4.96e-05 4.96e-05 4.96e-05
195 194 837.009 0.16504 0.13941 0.76016 0.98632 0.97008 0.97906 0.97474 0.12319 0.11815 0.76822 4.465e-05 4.465e-05 4.465e-05
196 195 841.306 0.17513 0.14421 0.76998 0.98673 0.97462 0.97881 0.97443 0.12223 0.11097 0.76854 3.97e-05 3.97e-05 3.97e-05
197 196 845.603 0.16749 0.13142 0.76763 0.98737 0.97375 0.9791 0.96817 0.12256 0.10862 0.76863 3.475e-05 3.475e-05 3.475e-05
198 197 849.94 0.16698 0.13151 0.76674 0.98714 0.97462 0.97936 0.96888 0.12197 0.11223 0.76827 2.98e-05 2.98e-05 2.98e-05
199 198 854.255 0.16759 0.13356 0.75944 0.98635 0.97462 0.97938 0.96875 0.12325 0.11181 0.76908 2.485e-05 2.485e-05 2.485e-05
200 199 858.569 0.16581 0.13187 0.7688 0.98672 0.97462 0.97935 0.97535 0.12359 0.11041 0.76875 1.99e-05 1.99e-05 1.99e-05
201 200 862.844 0.16452 0.13386 0.77479 0.98704 0.97462 0.97935 0.97535 0.12094 0.11219 0.76702 1.495e-05 1.495e-05 1.495e-05

@ -0,0 +1,106 @@
task: detect
mode: train
model: yolov8m.pt
data: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuning_dataset.yaml
epochs: 200
time: null
patience: 50
batch: -1
imgsz: 640
save: true
save_period: -1
cache: false
device: '0'
workers: 8
project: finetuned_exp
name: yolov8m_finetuned_4class
exist_ok: false
pretrained: true
optimizer: AdamW
verbose: true
seed: 0
deterministic: true
single_cls: false
rect: false
cos_lr: false
close_mosaic: 10
resume: false
amp: true
fraction: 1.0
profile: false
freeze: null
multi_scale: false
compile: false
overlap_mask: true
mask_ratio: 4
dropout: 0.0
val: true
split: val
save_json: false
conf: null
iou: 0.7
max_det: 300
half: false
dnn: false
plots: true
source: null
vid_stride: 1
stream_buffer: false
visualize: false
augment: false
agnostic_nms: false
classes: null
retina_masks: false
embed: null
show: false
save_frames: false
save_txt: false
save_conf: false
save_crop: false
show_labels: true
show_conf: true
show_boxes: true
line_width: null
format: torchscript
keras: false
optimize: false
int8: false
dynamic: false
simplify: true
opset: null
workspace: null
nms: false
lr0: 0.001
lrf: 0.01
momentum: 0.937
weight_decay: 0.0005
warmup_epochs: 3.0
warmup_momentum: 0.8
warmup_bias_lr: 0.1
box: 7.5
cls: 0.5
dfl: 1.5
pose: 12.0
kobj: 1.0
nbs: 64
hsv_h: 0.015
hsv_s: 0.7
hsv_v: 0.4
degrees: 0.0
translate: 0.1
scale: 0.5
shear: 0.0
perspective: 0.0
flipud: 0.0
fliplr: 0.5
bgr: 0.0
mosaic: 1.0
mixup: 0.0
cutmix: 0.0
copy_paste: 0.0
copy_paste_mode: flip
auto_augment: randaugment
erasing: 0.4
cfg: null
tracker: botsort.yaml
save_dir: /home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuned_exp/yolov8m_finetuned_4class

@ -0,0 +1,96 @@
epoch,time,train/box_loss,train/cls_loss,train/dfl_loss,metrics/precision(B),metrics/recall(B),metrics/mAP50(B),metrics/mAP50-95(B),val/box_loss,val/cls_loss,val/dfl_loss,lr/pg0,lr/pg1,lr/pg2
1,3.80278,1.48177,3.17142,1.82928,0.25935,0.63576,0.30094,0.25181,0.62926,9.19986,1.11815,0.08911,0.00011,0.00011
2,7.56982,0.55462,0.81473,0.96504,0.51633,0.4058,0.18231,0.13309,0.98447,15.2608,1.39894,0.0772289,0.000228861,0.000228861
3,11.35,0.49695,0.58671,0.91498,0.70773,0.63669,0.45707,0.39279,0.54234,1.05237,1.10085,0.0653465,0.000346535,0.000346535
4,15.1889,0.49015,0.52583,0.91273,0.66188,0.63285,0.62662,0.56882,0.50988,1.39298,1.07138,0.053463,0.00046302,0.00046302
5,19.0226,0.48089,0.51416,0.89657,0.69854,0.43478,0.48628,0.45263,0.41288,0.92681,1.0087,0.0415783,0.000578318,0.000578318
6,22.9005,0.46976,0.54136,0.8959,0.36166,0.657,0.53062,0.48675,0.4253,0.96457,0.98522,0.0296924,0.000692427,0.000692427
7,26.6362,0.43486,0.47627,0.88111,0.35734,0.907,0.42712,0.36855,0.48076,0.82531,1.02288,0.0178053,0.000805349,0.000805349
8,30.3682,0.44514,0.46848,0.8846,0.37053,0.907,0.49135,0.41429,0.46108,0.79011,1.05954,0.00591708,0.000917082,0.000917082
9,34.108,0.46561,0.49901,0.89686,0.69392,0.43478,0.42254,0.38327,0.44252,1.19051,1.0678,0.0009604,0.0009604,0.0009604
10,37.8413,0.45597,0.47897,0.90645,0.42684,0.82367,0.56096,0.42621,0.44741,0.82823,1.08209,0.00095545,0.00095545,0.00095545
11,41.6185,0.43596,0.46752,0.8799,0.77798,0.54589,0.60871,0.52497,0.43424,1.10056,1.03882,0.0009505,0.0009505,0.0009505
12,45.3863,0.44031,0.46944,0.89503,0.76054,0.54589,0.53911,0.4219,0.47708,1.23622,1.08546,0.00094555,0.00094555,0.00094555
13,49.2739,0.41508,0.4346,0.87447,0.41092,0.53682,0.51649,0.37632,0.45856,1.02469,1.06513,0.0009406,0.0009406,0.0009406
14,53.0458,0.43565,0.44496,0.88068,0.36195,0.907,0.44093,0.39129,0.42948,0.81733,1.01262,0.00093565,0.00093565,0.00093565
15,56.7821,0.42579,0.43487,0.88003,0.69472,0.657,0.43711,0.38686,0.49384,0.75617,1.0197,0.0009307,0.0009307,0.0009307
16,60.5548,0.41614,0.45328,0.88708,0.73104,0.54589,0.51555,0.47644,0.49186,0.84718,0.9681,0.00092575,0.00092575,0.00092575
17,64.3305,0.42171,0.42406,0.87461,0.7152,0.657,0.51313,0.46076,0.41855,0.715,0.97914,0.0009208,0.0009208,0.0009208
18,68.1071,0.39919,0.40856,0.87174,0.69537,0.657,0.4992,0.44523,0.41394,0.79109,1.00867,0.00091585,0.00091585,0.00091585
19,71.8535,0.39633,0.41433,0.86936,0.7401,0.63507,0.52952,0.47033,0.44341,0.65096,1.05446,0.0009109,0.0009109,0.0009109
20,75.7038,0.40955,0.41822,0.88382,0.3939,0.85811,0.55513,0.47512,0.47293,0.81105,1.01416,0.00090595,0.00090595,0.00090595
21,79.4863,0.39765,0.4193,0.86768,0.85051,0.42512,0.51614,0.44714,0.43829,0.9297,1.02766,0.000901,0.000901,0.000901
22,83.2649,0.41389,0.42716,0.87677,0.69026,0.657,0.38712,0.35471,0.46728,0.77916,1.00062,0.00089605,0.00089605,0.00089605
23,87.0201,0.40067,0.41106,0.87116,0.2922,0.86353,0.33118,0.29899,0.44699,1.27393,0.99676,0.0008911,0.0008911,0.0008911
24,90.7882,0.41464,0.40279,0.8931,0.4414,0.51812,0.51282,0.43199,0.44852,0.88834,0.99389,0.00088615,0.00088615,0.00088615
25,94.5736,0.3961,0.40144,0.87261,0.60054,0.82949,0.59507,0.4645,0.54252,0.94309,1.02617,0.0008812,0.0008812,0.0008812
26,98.3608,0.38697,0.40143,0.86506,0.89368,0.54589,0.60658,0.54728,0.39207,0.59533,1.00538,0.00087625,0.00087625,0.00087625
27,102.125,0.38916,0.40208,0.86755,0.3594,0.79589,0.55598,0.4948,0.38876,0.70555,0.9951,0.0008713,0.0008713,0.0008713
28,105.987,0.37283,0.38684,0.86505,0.50015,0.85807,0.63872,0.53171,0.40371,0.64451,0.95713,0.00086635,0.00086635,0.00086635
29,109.772,0.37602,0.38522,0.86444,0.49503,0.76349,0.64418,0.52735,0.37297,0.62525,0.9399,0.0008614,0.0008614,0.0008614
30,113.524,0.37941,0.39047,0.8629,0.58795,0.7795,0.72367,0.63006,0.40849,0.57486,0.93323,0.00085645,0.00085645,0.00085645
31,117.348,0.36408,0.37301,0.85983,0.41137,0.74034,0.58321,0.53515,0.3874,0.55179,0.93679,0.0008515,0.0008515,0.0008515
32,121.126,0.37281,0.39046,0.85515,0.46201,0.82367,0.76309,0.63746,0.40881,0.51949,0.93422,0.00084655,0.00084655,0.00084655
33,124.994,0.37661,0.37432,0.86613,0.53385,0.71256,0.71863,0.61991,0.41477,0.56341,0.94054,0.0008416,0.0008416,0.0008416
34,128.849,0.36381,0.37272,0.85359,0.5407,0.76812,0.59987,0.51754,0.41479,0.76058,0.96833,0.00083665,0.00083665,0.00083665
35,132.605,0.35963,0.38002,0.84906,0.54031,0.71256,0.5602,0.48774,0.41972,0.64676,1.02186,0.0008317,0.0008317,0.0008317
36,136.361,0.36186,0.36353,0.85972,0.46755,0.68462,0.52039,0.43733,0.38765,0.68662,0.97133,0.00082675,0.00082675,0.00082675
37,140.149,0.36793,0.37264,0.85513,0.63276,0.51812,0.56649,0.48905,0.38006,0.58723,0.94587,0.0008218,0.0008218,0.0008218
38,143.936,0.36812,0.36672,0.86243,0.68112,0.70373,0.69821,0.6413,0.38211,0.62817,0.93824,0.00081685,0.00081685,0.00081685
39,147.762,0.37858,0.37703,0.86357,0.57862,0.82367,0.71612,0.64133,0.40309,0.56662,1.00399,0.0008119,0.0008119,0.0008119
40,151.584,0.3701,0.36609,0.85594,0.66083,0.77307,0.58969,0.52414,0.4089,0.63781,1.03948,0.00080695,0.00080695,0.00080695
41,155.498,0.34569,0.35724,0.84426,0.67508,0.79442,0.5855,0.51378,0.41634,0.65617,1.0468,0.000802,0.000802,0.000802
42,159.281,0.34801,0.35684,0.85775,0.63549,0.86167,0.63313,0.54981,0.43033,0.64608,1.03947,0.00079705,0.00079705,0.00079705
43,163.069,0.35937,0.35179,0.86168,0.50612,0.84047,0.60053,0.54722,0.43482,0.54382,1.02906,0.0007921,0.0007921,0.0007921
44,166.822,0.34928,0.34233,0.84939,0.55504,0.97767,0.75411,0.63998,0.42548,0.51686,1.02967,0.00078715,0.00078715,0.00078715
45,170.612,0.34688,0.34634,0.85111,0.82016,0.80575,0.80241,0.68495,0.36745,0.48449,0.97344,0.0007822,0.0007822,0.0007822
46,174.439,0.34067,0.33941,0.84611,0.68763,0.63768,0.55031,0.50688,0.40343,0.96323,0.9866,0.00077725,0.00077725,0.00077725
47,178.238,0.33376,0.33747,0.84609,0.73261,0.54589,0.45909,0.42416,0.39716,0.62249,0.99632,0.0007723,0.0007723,0.0007723
48,182.099,0.34083,0.35029,0.84964,0.45613,0.907,0.62505,0.58547,0.389,0.62485,1.02734,0.00076735,0.00076735,0.00076735
49,185.857,0.33875,0.34073,0.84488,0.5538,0.97125,0.73572,0.67965,0.4286,0.56506,1.04781,0.0007624,0.0007624,0.0007624
50,189.649,0.33971,0.3446,0.84582,0.46478,0.96956,0.63921,0.59861,0.37494,0.58861,1.0138,0.00075745,0.00075745,0.00075745
51,193.425,0.33333,0.33885,0.84598,0.42493,0.88919,0.55219,0.51808,0.37723,0.54012,0.98739,0.0007525,0.0007525,0.0007525
52,197.189,0.33127,0.32772,0.84794,0.41522,0.87923,0.53024,0.501,0.37339,0.52385,1.01347,0.00074755,0.00074755,0.00074755
53,200.96,0.32881,0.32422,0.84444,0.78591,0.657,0.56131,0.53045,0.38148,0.61069,0.98326,0.0007426,0.0007426,0.0007426
54,204.724,0.33491,0.33285,0.84434,0.54206,0.8907,0.60453,0.54891,0.37838,0.55873,0.94113,0.00073765,0.00073765,0.00073765
55,208.586,0.32978,0.31757,0.8442,0.47118,0.82367,0.63179,0.59164,0.39815,0.53203,1.01263,0.0007327,0.0007327,0.0007327
56,212.348,0.32717,0.31977,0.84713,0.45626,0.71256,0.62966,0.59155,0.36797,0.58667,0.98521,0.00072775,0.00072775,0.00072775
57,216.11,0.33416,0.32059,0.85088,0.90537,0.54589,0.68864,0.62083,0.38039,0.61425,0.97097,0.0007228,0.0007228,0.0007228
58,219.878,0.32603,0.30801,0.84801,0.45599,0.87923,0.60492,0.54484,0.36217,0.55401,1.01951,0.00071785,0.00071785,0.00071785
59,223.651,0.31877,0.30675,0.84024,0.65102,0.68376,0.65738,0.57631,0.38,0.57301,1.03946,0.0007129,0.0007129,0.0007129
60,227.443,0.31088,0.3026,0.83746,0.45508,0.76812,0.57333,0.53293,0.36359,0.49138,1.03077,0.00070795,0.00070795,0.00070795
61,231.242,0.30442,0.30168,0.83435,0.51115,0.87923,0.58043,0.53275,0.35891,0.53742,0.96787,0.000703,0.000703,0.000703
62,235.126,0.31241,0.31661,0.83963,0.81685,0.60756,0.60694,0.57732,0.35884,0.49992,1.00096,0.00069805,0.00069805,0.00069805
63,238.886,0.31524,0.31796,0.8478,0.43575,0.99034,0.59844,0.56151,0.37131,0.47536,1.0316,0.0006931,0.0006931,0.0006931
64,242.679,0.30862,0.30773,0.84656,0.40304,0.99034,0.54258,0.51098,0.35649,0.56321,0.98727,0.00068815,0.00068815,0.00068815
65,246.438,0.30958,0.31066,0.84292,0.50694,0.67212,0.60264,0.57289,0.35521,0.52202,0.97701,0.0006832,0.0006832,0.0006832
66,250.238,0.30157,0.28709,0.83011,0.84147,0.65274,0.64155,0.60298,0.36463,0.53978,0.97433,0.00067825,0.00067825,0.00067825
67,254.001,0.31192,0.30306,0.84082,0.93871,0.52551,0.62054,0.58323,0.38031,0.49555,1.03516,0.0006733,0.0006733,0.0006733
68,257.764,0.3083,0.29145,0.83946,0.41267,0.65563,0.49091,0.45388,0.35362,0.572,1.01272,0.00066835,0.00066835,0.00066835
69,261.69,0.297,0.28773,0.83901,0.388,0.99034,0.46506,0.42749,0.36902,0.52806,0.99814,0.0006634,0.0006634,0.0006634
70,265.486,0.30396,0.29,0.83244,0.41316,0.907,0.5592,0.52393,0.35276,0.53041,1.00164,0.00065845,0.00065845,0.00065845
71,269.287,0.29567,0.2962,0.8369,0.48873,0.78401,0.65805,0.62952,0.33134,0.47036,0.98296,0.0006535,0.0006535,0.0006535
72,273.053,0.28875,0.27973,0.83263,0.92451,0.65401,0.67566,0.64788,0.35246,0.46926,0.99116,0.00064855,0.00064855,0.00064855
73,276.836,0.30926,0.29152,0.83938,0.94454,0.62615,0.67927,0.6492,0.3575,0.48188,1.0036,0.0006436,0.0006436,0.0006436
74,280.599,0.29516,0.28729,0.82975,0.4088,0.907,0.5947,0.55653,0.37636,0.47913,1.012,0.00063865,0.00063865,0.00063865
75,284.401,0.29825,0.28204,0.83118,0.76782,0.657,0.57365,0.53905,0.36436,0.52172,0.98047,0.0006337,0.0006337,0.0006337
76,288.164,0.30364,0.27969,0.83378,0.74618,0.657,0.57083,0.53337,0.38702,0.56707,0.99092,0.00062875,0.00062875,0.00062875
77,292.04,0.30469,0.28917,0.83486,0.723,0.65513,0.49255,0.45475,0.40162,0.55722,0.9436,0.0006238,0.0006238,0.0006238
78,295.805,0.30503,0.28946,0.83452,0.42517,0.99034,0.57972,0.53013,0.37775,0.54081,0.95255,0.00061885,0.00061885,0.00061885
79,299.604,0.27727,0.28149,0.81952,0.42256,0.86198,0.59303,0.53741,0.38325,0.47779,0.93444,0.0006139,0.0006139,0.0006139
80,303.412,0.2982,0.28413,0.84124,0.76905,0.657,0.59481,0.56201,0.36363,0.46928,0.95052,0.00060895,0.00060895,0.00060895
81,307.176,0.28811,0.28308,0.83208,0.43194,0.99034,0.68678,0.65044,0.35933,0.58997,0.98784,0.000604,0.000604,0.000604
82,310.94,0.29322,0.27826,0.83489,0.90202,0.6402,0.67176,0.63767,0.38086,0.54466,1.01591,0.00059905,0.00059905,0.00059905
83,314.739,0.29175,0.27783,0.83531,0.80618,0.62509,0.63513,0.591,0.40375,0.54441,1.03386,0.0005941,0.0005941,0.0005941
84,318.615,0.28532,0.27561,0.82719,0.66066,0.88826,0.71195,0.57957,0.39486,0.45334,1.06155,0.00058915,0.00058915,0.00058915
85,322.399,0.29225,0.27216,0.83676,0.93693,0.64174,0.68323,0.64803,0.38733,0.46995,1.00487,0.0005842,0.0005842,0.0005842
86,326.164,0.29155,0.26992,0.83648,0.85519,0.65217,0.68,0.62961,0.3847,0.50255,0.99588,0.00057925,0.00057925,0.00057925
87,329.965,0.28596,0.27408,0.83159,0.85288,0.65528,0.6306,0.59142,0.38535,0.54148,1.02609,0.0005743,0.0005743,0.0005743
88,333.736,0.2923,0.26711,0.8351,0.62956,0.77894,0.56739,0.52419,0.40099,0.60628,1.03128,0.00056935,0.00056935,0.00056935
89,337.504,0.28511,0.26737,0.83583,0.65626,0.67211,0.61459,0.55563,0.40065,0.57779,0.9936,0.0005644,0.0005644,0.0005644
90,341.266,0.28832,0.27167,0.83106,0.52501,0.80435,0.66617,0.58728,0.40043,0.51282,1.00364,0.00055945,0.00055945,0.00055945
91,345.172,0.28728,0.27036,0.84125,0.47291,0.82367,0.68532,0.63272,0.39919,0.4971,1.01576,0.0005545,0.0005545,0.0005545
92,348.973,0.28876,0.27378,0.82925,0.42094,0.74034,0.6084,0.57226,0.41157,0.5375,1.02925,0.00054955,0.00054955,0.00054955
93,352.744,0.29799,0.26788,0.8365,0.41912,0.99034,0.55537,0.5168,0.39969,0.50937,1.00121,0.0005446,0.0005446,0.0005446
94,356.549,0.28235,0.26404,0.83091,0.47193,0.97585,0.61307,0.56118,0.38277,0.49662,0.98476,0.00053965,0.00053965,0.00053965
95,360.353,0.27521,0.25805,0.81888,0.4496,0.90599,0.60918,0.56137,0.40076,0.57056,1.03051,0.0005347,0.0005347,0.0005347
1 epoch time train/box_loss train/cls_loss train/dfl_loss metrics/precision(B) metrics/recall(B) metrics/mAP50(B) metrics/mAP50-95(B) val/box_loss val/cls_loss val/dfl_loss lr/pg0 lr/pg1 lr/pg2
2 1 3.80278 1.48177 3.17142 1.82928 0.25935 0.63576 0.30094 0.25181 0.62926 9.19986 1.11815 0.08911 0.00011 0.00011
3 2 7.56982 0.55462 0.81473 0.96504 0.51633 0.4058 0.18231 0.13309 0.98447 15.2608 1.39894 0.0772289 0.000228861 0.000228861
4 3 11.35 0.49695 0.58671 0.91498 0.70773 0.63669 0.45707 0.39279 0.54234 1.05237 1.10085 0.0653465 0.000346535 0.000346535
5 4 15.1889 0.49015 0.52583 0.91273 0.66188 0.63285 0.62662 0.56882 0.50988 1.39298 1.07138 0.053463 0.00046302 0.00046302
6 5 19.0226 0.48089 0.51416 0.89657 0.69854 0.43478 0.48628 0.45263 0.41288 0.92681 1.0087 0.0415783 0.000578318 0.000578318
7 6 22.9005 0.46976 0.54136 0.8959 0.36166 0.657 0.53062 0.48675 0.4253 0.96457 0.98522 0.0296924 0.000692427 0.000692427
8 7 26.6362 0.43486 0.47627 0.88111 0.35734 0.907 0.42712 0.36855 0.48076 0.82531 1.02288 0.0178053 0.000805349 0.000805349
9 8 30.3682 0.44514 0.46848 0.8846 0.37053 0.907 0.49135 0.41429 0.46108 0.79011 1.05954 0.00591708 0.000917082 0.000917082
10 9 34.108 0.46561 0.49901 0.89686 0.69392 0.43478 0.42254 0.38327 0.44252 1.19051 1.0678 0.0009604 0.0009604 0.0009604
11 10 37.8413 0.45597 0.47897 0.90645 0.42684 0.82367 0.56096 0.42621 0.44741 0.82823 1.08209 0.00095545 0.00095545 0.00095545
12 11 41.6185 0.43596 0.46752 0.8799 0.77798 0.54589 0.60871 0.52497 0.43424 1.10056 1.03882 0.0009505 0.0009505 0.0009505
13 12 45.3863 0.44031 0.46944 0.89503 0.76054 0.54589 0.53911 0.4219 0.47708 1.23622 1.08546 0.00094555 0.00094555 0.00094555
14 13 49.2739 0.41508 0.4346 0.87447 0.41092 0.53682 0.51649 0.37632 0.45856 1.02469 1.06513 0.0009406 0.0009406 0.0009406
15 14 53.0458 0.43565 0.44496 0.88068 0.36195 0.907 0.44093 0.39129 0.42948 0.81733 1.01262 0.00093565 0.00093565 0.00093565
16 15 56.7821 0.42579 0.43487 0.88003 0.69472 0.657 0.43711 0.38686 0.49384 0.75617 1.0197 0.0009307 0.0009307 0.0009307
17 16 60.5548 0.41614 0.45328 0.88708 0.73104 0.54589 0.51555 0.47644 0.49186 0.84718 0.9681 0.00092575 0.00092575 0.00092575
18 17 64.3305 0.42171 0.42406 0.87461 0.7152 0.657 0.51313 0.46076 0.41855 0.715 0.97914 0.0009208 0.0009208 0.0009208
19 18 68.1071 0.39919 0.40856 0.87174 0.69537 0.657 0.4992 0.44523 0.41394 0.79109 1.00867 0.00091585 0.00091585 0.00091585
20 19 71.8535 0.39633 0.41433 0.86936 0.7401 0.63507 0.52952 0.47033 0.44341 0.65096 1.05446 0.0009109 0.0009109 0.0009109
21 20 75.7038 0.40955 0.41822 0.88382 0.3939 0.85811 0.55513 0.47512 0.47293 0.81105 1.01416 0.00090595 0.00090595 0.00090595
22 21 79.4863 0.39765 0.4193 0.86768 0.85051 0.42512 0.51614 0.44714 0.43829 0.9297 1.02766 0.000901 0.000901 0.000901
23 22 83.2649 0.41389 0.42716 0.87677 0.69026 0.657 0.38712 0.35471 0.46728 0.77916 1.00062 0.00089605 0.00089605 0.00089605
24 23 87.0201 0.40067 0.41106 0.87116 0.2922 0.86353 0.33118 0.29899 0.44699 1.27393 0.99676 0.0008911 0.0008911 0.0008911
25 24 90.7882 0.41464 0.40279 0.8931 0.4414 0.51812 0.51282 0.43199 0.44852 0.88834 0.99389 0.00088615 0.00088615 0.00088615
26 25 94.5736 0.3961 0.40144 0.87261 0.60054 0.82949 0.59507 0.4645 0.54252 0.94309 1.02617 0.0008812 0.0008812 0.0008812
27 26 98.3608 0.38697 0.40143 0.86506 0.89368 0.54589 0.60658 0.54728 0.39207 0.59533 1.00538 0.00087625 0.00087625 0.00087625
28 27 102.125 0.38916 0.40208 0.86755 0.3594 0.79589 0.55598 0.4948 0.38876 0.70555 0.9951 0.0008713 0.0008713 0.0008713
29 28 105.987 0.37283 0.38684 0.86505 0.50015 0.85807 0.63872 0.53171 0.40371 0.64451 0.95713 0.00086635 0.00086635 0.00086635
30 29 109.772 0.37602 0.38522 0.86444 0.49503 0.76349 0.64418 0.52735 0.37297 0.62525 0.9399 0.0008614 0.0008614 0.0008614
31 30 113.524 0.37941 0.39047 0.8629 0.58795 0.7795 0.72367 0.63006 0.40849 0.57486 0.93323 0.00085645 0.00085645 0.00085645
32 31 117.348 0.36408 0.37301 0.85983 0.41137 0.74034 0.58321 0.53515 0.3874 0.55179 0.93679 0.0008515 0.0008515 0.0008515
33 32 121.126 0.37281 0.39046 0.85515 0.46201 0.82367 0.76309 0.63746 0.40881 0.51949 0.93422 0.00084655 0.00084655 0.00084655
34 33 124.994 0.37661 0.37432 0.86613 0.53385 0.71256 0.71863 0.61991 0.41477 0.56341 0.94054 0.0008416 0.0008416 0.0008416
35 34 128.849 0.36381 0.37272 0.85359 0.5407 0.76812 0.59987 0.51754 0.41479 0.76058 0.96833 0.00083665 0.00083665 0.00083665
36 35 132.605 0.35963 0.38002 0.84906 0.54031 0.71256 0.5602 0.48774 0.41972 0.64676 1.02186 0.0008317 0.0008317 0.0008317
37 36 136.361 0.36186 0.36353 0.85972 0.46755 0.68462 0.52039 0.43733 0.38765 0.68662 0.97133 0.00082675 0.00082675 0.00082675
38 37 140.149 0.36793 0.37264 0.85513 0.63276 0.51812 0.56649 0.48905 0.38006 0.58723 0.94587 0.0008218 0.0008218 0.0008218
39 38 143.936 0.36812 0.36672 0.86243 0.68112 0.70373 0.69821 0.6413 0.38211 0.62817 0.93824 0.00081685 0.00081685 0.00081685
40 39 147.762 0.37858 0.37703 0.86357 0.57862 0.82367 0.71612 0.64133 0.40309 0.56662 1.00399 0.0008119 0.0008119 0.0008119
41 40 151.584 0.3701 0.36609 0.85594 0.66083 0.77307 0.58969 0.52414 0.4089 0.63781 1.03948 0.00080695 0.00080695 0.00080695
42 41 155.498 0.34569 0.35724 0.84426 0.67508 0.79442 0.5855 0.51378 0.41634 0.65617 1.0468 0.000802 0.000802 0.000802
43 42 159.281 0.34801 0.35684 0.85775 0.63549 0.86167 0.63313 0.54981 0.43033 0.64608 1.03947 0.00079705 0.00079705 0.00079705
44 43 163.069 0.35937 0.35179 0.86168 0.50612 0.84047 0.60053 0.54722 0.43482 0.54382 1.02906 0.0007921 0.0007921 0.0007921
45 44 166.822 0.34928 0.34233 0.84939 0.55504 0.97767 0.75411 0.63998 0.42548 0.51686 1.02967 0.00078715 0.00078715 0.00078715
46 45 170.612 0.34688 0.34634 0.85111 0.82016 0.80575 0.80241 0.68495 0.36745 0.48449 0.97344 0.0007822 0.0007822 0.0007822
47 46 174.439 0.34067 0.33941 0.84611 0.68763 0.63768 0.55031 0.50688 0.40343 0.96323 0.9866 0.00077725 0.00077725 0.00077725
48 47 178.238 0.33376 0.33747 0.84609 0.73261 0.54589 0.45909 0.42416 0.39716 0.62249 0.99632 0.0007723 0.0007723 0.0007723
49 48 182.099 0.34083 0.35029 0.84964 0.45613 0.907 0.62505 0.58547 0.389 0.62485 1.02734 0.00076735 0.00076735 0.00076735
50 49 185.857 0.33875 0.34073 0.84488 0.5538 0.97125 0.73572 0.67965 0.4286 0.56506 1.04781 0.0007624 0.0007624 0.0007624
51 50 189.649 0.33971 0.3446 0.84582 0.46478 0.96956 0.63921 0.59861 0.37494 0.58861 1.0138 0.00075745 0.00075745 0.00075745
52 51 193.425 0.33333 0.33885 0.84598 0.42493 0.88919 0.55219 0.51808 0.37723 0.54012 0.98739 0.0007525 0.0007525 0.0007525
53 52 197.189 0.33127 0.32772 0.84794 0.41522 0.87923 0.53024 0.501 0.37339 0.52385 1.01347 0.00074755 0.00074755 0.00074755
54 53 200.96 0.32881 0.32422 0.84444 0.78591 0.657 0.56131 0.53045 0.38148 0.61069 0.98326 0.0007426 0.0007426 0.0007426
55 54 204.724 0.33491 0.33285 0.84434 0.54206 0.8907 0.60453 0.54891 0.37838 0.55873 0.94113 0.00073765 0.00073765 0.00073765
56 55 208.586 0.32978 0.31757 0.8442 0.47118 0.82367 0.63179 0.59164 0.39815 0.53203 1.01263 0.0007327 0.0007327 0.0007327
57 56 212.348 0.32717 0.31977 0.84713 0.45626 0.71256 0.62966 0.59155 0.36797 0.58667 0.98521 0.00072775 0.00072775 0.00072775
58 57 216.11 0.33416 0.32059 0.85088 0.90537 0.54589 0.68864 0.62083 0.38039 0.61425 0.97097 0.0007228 0.0007228 0.0007228
59 58 219.878 0.32603 0.30801 0.84801 0.45599 0.87923 0.60492 0.54484 0.36217 0.55401 1.01951 0.00071785 0.00071785 0.00071785
60 59 223.651 0.31877 0.30675 0.84024 0.65102 0.68376 0.65738 0.57631 0.38 0.57301 1.03946 0.0007129 0.0007129 0.0007129
61 60 227.443 0.31088 0.3026 0.83746 0.45508 0.76812 0.57333 0.53293 0.36359 0.49138 1.03077 0.00070795 0.00070795 0.00070795
62 61 231.242 0.30442 0.30168 0.83435 0.51115 0.87923 0.58043 0.53275 0.35891 0.53742 0.96787 0.000703 0.000703 0.000703
63 62 235.126 0.31241 0.31661 0.83963 0.81685 0.60756 0.60694 0.57732 0.35884 0.49992 1.00096 0.00069805 0.00069805 0.00069805
64 63 238.886 0.31524 0.31796 0.8478 0.43575 0.99034 0.59844 0.56151 0.37131 0.47536 1.0316 0.0006931 0.0006931 0.0006931
65 64 242.679 0.30862 0.30773 0.84656 0.40304 0.99034 0.54258 0.51098 0.35649 0.56321 0.98727 0.00068815 0.00068815 0.00068815
66 65 246.438 0.30958 0.31066 0.84292 0.50694 0.67212 0.60264 0.57289 0.35521 0.52202 0.97701 0.0006832 0.0006832 0.0006832
67 66 250.238 0.30157 0.28709 0.83011 0.84147 0.65274 0.64155 0.60298 0.36463 0.53978 0.97433 0.00067825 0.00067825 0.00067825
68 67 254.001 0.31192 0.30306 0.84082 0.93871 0.52551 0.62054 0.58323 0.38031 0.49555 1.03516 0.0006733 0.0006733 0.0006733
69 68 257.764 0.3083 0.29145 0.83946 0.41267 0.65563 0.49091 0.45388 0.35362 0.572 1.01272 0.00066835 0.00066835 0.00066835
70 69 261.69 0.297 0.28773 0.83901 0.388 0.99034 0.46506 0.42749 0.36902 0.52806 0.99814 0.0006634 0.0006634 0.0006634
71 70 265.486 0.30396 0.29 0.83244 0.41316 0.907 0.5592 0.52393 0.35276 0.53041 1.00164 0.00065845 0.00065845 0.00065845
72 71 269.287 0.29567 0.2962 0.8369 0.48873 0.78401 0.65805 0.62952 0.33134 0.47036 0.98296 0.0006535 0.0006535 0.0006535
73 72 273.053 0.28875 0.27973 0.83263 0.92451 0.65401 0.67566 0.64788 0.35246 0.46926 0.99116 0.00064855 0.00064855 0.00064855
74 73 276.836 0.30926 0.29152 0.83938 0.94454 0.62615 0.67927 0.6492 0.3575 0.48188 1.0036 0.0006436 0.0006436 0.0006436
75 74 280.599 0.29516 0.28729 0.82975 0.4088 0.907 0.5947 0.55653 0.37636 0.47913 1.012 0.00063865 0.00063865 0.00063865
76 75 284.401 0.29825 0.28204 0.83118 0.76782 0.657 0.57365 0.53905 0.36436 0.52172 0.98047 0.0006337 0.0006337 0.0006337
77 76 288.164 0.30364 0.27969 0.83378 0.74618 0.657 0.57083 0.53337 0.38702 0.56707 0.99092 0.00062875 0.00062875 0.00062875
78 77 292.04 0.30469 0.28917 0.83486 0.723 0.65513 0.49255 0.45475 0.40162 0.55722 0.9436 0.0006238 0.0006238 0.0006238
79 78 295.805 0.30503 0.28946 0.83452 0.42517 0.99034 0.57972 0.53013 0.37775 0.54081 0.95255 0.00061885 0.00061885 0.00061885
80 79 299.604 0.27727 0.28149 0.81952 0.42256 0.86198 0.59303 0.53741 0.38325 0.47779 0.93444 0.0006139 0.0006139 0.0006139
81 80 303.412 0.2982 0.28413 0.84124 0.76905 0.657 0.59481 0.56201 0.36363 0.46928 0.95052 0.00060895 0.00060895 0.00060895
82 81 307.176 0.28811 0.28308 0.83208 0.43194 0.99034 0.68678 0.65044 0.35933 0.58997 0.98784 0.000604 0.000604 0.000604
83 82 310.94 0.29322 0.27826 0.83489 0.90202 0.6402 0.67176 0.63767 0.38086 0.54466 1.01591 0.00059905 0.00059905 0.00059905
84 83 314.739 0.29175 0.27783 0.83531 0.80618 0.62509 0.63513 0.591 0.40375 0.54441 1.03386 0.0005941 0.0005941 0.0005941
85 84 318.615 0.28532 0.27561 0.82719 0.66066 0.88826 0.71195 0.57957 0.39486 0.45334 1.06155 0.00058915 0.00058915 0.00058915
86 85 322.399 0.29225 0.27216 0.83676 0.93693 0.64174 0.68323 0.64803 0.38733 0.46995 1.00487 0.0005842 0.0005842 0.0005842
87 86 326.164 0.29155 0.26992 0.83648 0.85519 0.65217 0.68 0.62961 0.3847 0.50255 0.99588 0.00057925 0.00057925 0.00057925
88 87 329.965 0.28596 0.27408 0.83159 0.85288 0.65528 0.6306 0.59142 0.38535 0.54148 1.02609 0.0005743 0.0005743 0.0005743
89 88 333.736 0.2923 0.26711 0.8351 0.62956 0.77894 0.56739 0.52419 0.40099 0.60628 1.03128 0.00056935 0.00056935 0.00056935
90 89 337.504 0.28511 0.26737 0.83583 0.65626 0.67211 0.61459 0.55563 0.40065 0.57779 0.9936 0.0005644 0.0005644 0.0005644
91 90 341.266 0.28832 0.27167 0.83106 0.52501 0.80435 0.66617 0.58728 0.40043 0.51282 1.00364 0.00055945 0.00055945 0.00055945
92 91 345.172 0.28728 0.27036 0.84125 0.47291 0.82367 0.68532 0.63272 0.39919 0.4971 1.01576 0.0005545 0.0005545 0.0005545
93 92 348.973 0.28876 0.27378 0.82925 0.42094 0.74034 0.6084 0.57226 0.41157 0.5375 1.02925 0.00054955 0.00054955 0.00054955
94 93 352.744 0.29799 0.26788 0.8365 0.41912 0.99034 0.55537 0.5168 0.39969 0.50937 1.00121 0.0005446 0.0005446 0.0005446
95 94 356.549 0.28235 0.26404 0.83091 0.47193 0.97585 0.61307 0.56118 0.38277 0.49662 0.98476 0.00053965 0.00053965 0.00053965
96 95 360.353 0.27521 0.25805 0.81888 0.4496 0.90599 0.60918 0.56137 0.40076 0.57056 1.03051 0.0005347 0.0005347 0.0005347

@ -0,0 +1,25 @@
# path: /home/cuuva/git/Detection_Experiment/datasets/finetune_dataset/
train: /home/cuuva/git/Detection_Experiment/datasets/finetune_dataset/train/images/
val: /home/cuuva/git/Detection_Experiment/datasets/finetune_dataset/val/images/
# Classes
nc: 16 # (18개 -> 16개로 감소)
names:
0: shirt(blouse)
1: t-shirt(sweatshirt)
2: sweater
3: cardigan
4: jacket
5: vest
6: pants
7: shorts
8: skirt
9: coat
10: dress # (dress + jumpsuit + cape)
11: glasses # (Old 13)
12: hat # (Old 14)
13: shoe # (Old 15)
14: bag, wallet # (Old 16)
15: scarf # (Old 17)

@ -0,0 +1,18 @@
from ultralytics import YOLO
# 1. 모델 로드 (YOLOv8m 사용)
# model = YOLO('yolov8m.pt')
model = YOLO("/home/cuuva/git/Detection_Experiment/fashion_yolo/fashionpedia_exp/yolov8m_fashion_final/weights/best_fashion_16class.pt")
train_results = model.train(
data="/home/cuuva/git/Detection_Experiment/fashion_yolo/finetuning_exp/finetuning_dataset.yaml",
epochs=200,
imgsz=640,
batch=-1,
device="cuda",
optimizer='AdamW',
lr0=0.001,
patience=50,
project='finetuned_exp',
name='yolov8m_finetuned_16class',
)

File diff suppressed because it is too large Load Diff

File diff suppressed because it is too large Load Diff

@ -20,7 +20,7 @@ model = YOLO('yolov8m.pt')
# ) # )
train_results = model.train( train_results = model.train(
data="/home/cuuva/experiment/datasets/fashionpedia_yolo/fashionpedia_reduced.yaml", data="/home/cuuva/git/Detection_Experiment/datasets/fashionpedia_yolo/fashionpedia_custom.yaml",
epochs=500, epochs=500,
imgsz=640, imgsz=640,
batch=-1, batch=-1,
@ -29,5 +29,5 @@ train_results = model.train(
lr0=0.001, lr0=0.001,
patience=50, patience=50,
project='fashionpedia_exp', project='fashionpedia_exp',
name='yolov8m_fashion_final', name='yolov8m_fashion_4class',
) )
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