【瑞萨AI挑战赛】“芯”年新评测 | 瑞萨边缘AI挑战赛2
本帖最后由 allentfy 于 2026-3-18 15:17 编辑二、阶段一：Titanboard 模型训练Titanboard为轻量化模型，训练核心原则是小批量、快迭代、轻量化正则化，避免过拟合，以下以目标检测为例，分类模型可直接替换损失函数和数据处理逻辑。1. 数据集准备
[*]推荐数据集：VOC2007/VOC2012（通用目标检测）、COCO-smal（轻量化版，仅取前 5000 样本），也可使用自定义数据集（需用 LabelImg 标注为 XML/YOLO 格式）。
[*]数据预处理：通过 OpenCV 统一尺寸（建议320×320/416×416，适配 Titan% 轻量化特性）、归一化（像素值 / 255）、随机翻转 / 裁剪（增强泛化性），按 7:2:1 划分训练 / 验证 / 测试集。
[*]2.模型加载与配置：无预训练则从头训练，重点冻结骨干网络前 3 层，仅训练头部和颈部，减少训练量。
[*]批次大小（batch_size）：GPU=8/16，CPU=2/4；
[*]学习率（lr）：初始 1e-3，每 10 个 epoch 衰减 10 倍；
[*]训练轮数（epoch）：30~50（轻量化模型无需过多轮数）；
[*]优化器：AdamW（优于 SGD，收敛更快）；
[*]损失函数：CIoU Loss（目标检测）/CrossEntropy（分类）。
[*]3. 训练过程与监
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FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2wBDAAICAgICAgMCAgMFAwMDBQYFBQUFBggGBgYGBggKCAgICAgICgoKCgoKCgoMDAwMDAwODg4ODg8PDw8PDw8PDw//2wBDAQICAgQEBAcEBAcQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/3QAEADD/2gAMAwEAAhEDEQA/APyXoor6v/ZC8OaR4j8beLl1Tw1beLZdL8JazqFlp11EZo5b21jV4BtBDE7uMKQxBIHWuxmZ8oVLBBPcyCG2jaWQ5IVAWJAGTwPQDNfpN4d0L4f+OtJ+GWreOfCekeHNY+KieIvC7G1sks7dZk8ldL1OG3UBIZI7txC7oF3ruz3z0vwt/sv4Q/GLRvg5pvhrSrjxBongXV21ya4s47i6l1m50251CS38zqwiRo7ZlBOVV17mlcD8xr7w/rmmaZputahYTW1hrCyvZTyIVjuFgcxSGJjwwRwVbHQjFZFfqj4N8XaDqGi/s3eEPE3gbQtVt/Hupa1Y6gl3ZBha29/rssXlWKZAtfLaRmDIN42ooIAIPI+F/B/h7wHpnwk8N6H4D03xxH8Qdb1Ow1u7v7P7XcsLbUjZC0t5QQbN47cCYuhViXDklBii4H5uUV+o8OnfC/4XXnwt8IaT4K0HxXZeKPGfiDQ7vUdTtEu57nSrbVo7OHy5OAr+VJuWUAspA2kLuDfnn478P6XoHxN8ReFbWX7Lp2m6xd2SSOGfy4IbhowzAZZtqjJxkn60JgcJRXqv/CW+Ei//AAi39lgeF8bPP8tP7R83/n88z+//ANMd3l7Pk+9+8rzK7ihgupobeYXMUbsqSqCokUHAYBgCARzgjPrTAr0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHdaB4Hl1TSm8RaxqdroOkCQxJcXfmFp5FwWWCKJHeQrkbiBtXIyQabr/AIIk0rS08QaRqdrrukNIInuLTzAYJGBKpPFKiPGWAO0kbWwcE4r0/R9S0+0f4c+Nb+I3PhzQUNnfxpGJRBcrcTSsJE6ZlWRHUn73IHKmqt/qGh3Vj468W6NpB0Hw1rNvHY2No7ZE139ohlzGDwPLWN3YLlY8hAfmGVcDxS10jUb20lv7WEyQQOkcjAj5DIcIWGcqpPAY/LnjOasal4f1TSYVuL6NFRm2grNHIc4J6IzHt1rtPAenzajpWtPbadbyT2C28sV7OheOGR7mFNsu/dB5flmRmDoeAW6LXZ+L9Rsola5s9Q0qBLO/t1A020sPtX2aMDFyjwxJiTem9kWbBLgYVQaAPJo/BniWSaS3WyIliWNnRnRWUSqHXcCwIJUg4PI7gGufurWeyuZLS6XZLExVlyDgj3GRXvg1TT5fihovh1dKtbnS9Qm0pMXkST3Hl3iQySb5iAWdmlZmbuxJGBgDwjUb1tRvJL1oYrcyY/dwII41wAPlUcDpk+9AFKu68GfDzxD44N1LpkZhtLKNpJbmSG4kiG1kXYPs8Urs53g7VUnGSeATXC16zfarqemfCnwr/Zt5NaebqWsb/KkaPdtSzxnaRnGTimBl+I/hxf8Ah3S7nVG1G2vFs5YIp4kivIJozciQxMUu7aDKt5bcqTXnVfSvja83/CPTJ9RvY5LvUbPSfLR50e5k+zz6kZGMe4ybVDoN5G0k4BJBFfNVJAXdN02+1i/t9L0yFri7unWOKNeruxwAPrUmn6TqWqi6Om273P2KFriYIMlIkIDPjrhcjOOg5PAJqfw/rd54a13T/EGnhTc6bPHcRhxlS0bBgGHGQcYPtXsHgTXPDFz4rTVtN0SLw+unbrya7+3zeXbQqQG2ocmTO4IsfJcsFPBNMDweiur8caroGueLdU1bwvp39laXczF4LbOdi4GTgcLuOW2jhc7RwBXKUAdLoXhTWdfktfsNtLPDcXH2ctBGbiRCAGZvJjzIQFOemDggHIOE13wrrGgSXX262lhht7j7OGnjNvI5ILKfJkxIAVGemBkAnJGfQvCsa3vgXW7DTXj0S51F7OFLi4uBDFdm2817iHzZCqoWEkT7WIX5Bk5IBPFca2fgbRLHUnj1q5057yF7i3uBNFaG58p7eHzULK5URyvtUlfnODkEBXA8Zoorp/B/h5fFGvR6K0ph8yG6lDKu45ggkmAx7lMfjTAoaLpMOrzvDPqVrpgRdwe6MgVjnG0eWkhz35GKk8SaBeeGNYm0W+kjllhWN98JLRss0ayoykhTgqwPIBrJmt57ZglxG0TEZw6lTj8avaxrF/r1+2pak4kuGjijJACjbDGsScDjhVFAGXRRRQB//9D8l69S+FXxR1D4VX3iDUtLtzNc65ol9o6SLM0D2xvFUC4RlBO6MqCBxz3FeH/2pcf3V/I/40f2pcf3V/I/412GZ7jZ/FjxNqXxF0H4g/Ey9vvHE2iXNtMY9RvpZHmitpBIsHnSeYyISOcDuccnNYmr/EXxhqvxB1H4nx6ncWHiPUb6fUDeWkrwTRz3Ds7GORCGTG4gYIwOK8p/tS4/ur+R/wAaP7UuP7q/kf8AGgD0qbx745ub7TtUuPEWoy3ujzyXVjO13M0trcSzG4klgctujkeYmVmUglzuJ3c1p6D8Vvih4WsdS0zwz4u1fSrTWWZ72G1vp4Y7l34ZpVRwHZhwS2SRweK8i/tS4/ur+R/xo/tS4/ur+R/xoA7yPxV4nhi0mCHWLxItBlafTkW4kC2UrusjSW4DYidnVWLJglgCeQKyr29vNSvJ9R1GeS6u7qRpZppWLySSOdzO7NkszEkkk5J5Ncx/alx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQBvUVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQB3OheJfEHhi6a88PajPp00i7HaGQpvXrtYDhh7HIo13xJr/ie6W98Q6hPqMyLtVp5GfYvXaoPCj2GBXDf2pcf3V/I/wCNH9qXH91fyP8AjQB11pq2q2HlfYbya28iTzo/LkZNkmNu9dpGGxxkc4rTv/GPi7VbR9P1TW768tZMboprmWSNtpyMqzEHBAI46159/alx/dX8j/jR/alx/dX8j/jQB3Nn4k8QafeNqFhqVxb3TxLAZY5GVzEgVVXcCDgBVA9MCsSsH+1Lj+6v5H/Gj+1Lj+6v5H/GgDerrdA8e+NfCtq9j4c1y8023kfzGjgmdEL4ALbQcZIABPsK80/tS4/ur+R/xo/tS4/ur+R/xoA7XXPEGueJb46n4hv59RuyoTzZ5GkfavQZboB6VkVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Ab1FYP8Aalx/dX8j/jR/alx/dX8j/jQB0ttcTWdzFd2zbJYHV0brhlOQeeODSXNxNeXEt3ctvlndndumWY5J445Nc3/alx/dX8j/AI0f2pcf3V/I/wCNAG9Vqyvr3TbqO+064ktbiLJSWJyjqSMHDLgjg4rl/wC1Lj+6v5H/ABo/tS4/ur+R/wAaAOx1PWtZ1uVJ9Zv57+SMbVa4leVlXOcAuSQM1mVg/wBqXH91fyP+NH9qXH91fyP+NAG9RWD/AGpcf3V/I/40f2pcf3V/I/40Af/R/Geiipra2uLydLa0ieeaQ4VEUszH0AHJrtjFt2W5EYtuyIaK3ZfD2pnVZ9I0+3mvp7f7yxwSb8cDJQqHHJA5A5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训练阶段测评结果：
测评指标GPU（RTX3060）表现CPU（i7-12700H）表现测评结论
单轮训练耗时1~2min10~15min轻量化特性显著，GPU 训练效率极高
收敛速度20 轮左右收敛30 轮左右收敛适配小样本训练，快迭代需求
模型文件大小训练后约 15~20MB训练后约 15~20MB极低资源占用，适合端侧部署
验证集 mAP（VOC2007）78.5%78.2%精度表现优异，轻量化无明显阶段
二：使用 RUHMI 完成模型转换与部署
RUHMI 是轻量级模型转换与部署工具包，核心优势是跨平台、一键转换、适配端侧推理，支持 PyTorch/TensorFlow 模型转 RUHMI 专用格式
RUHMI 核心功能说明：
本次测评使用 RUHMI 的模型转换模块和部署推理模块，支持将pth/ckpt/h5格式模型转为 RUHMI 专属rmodel格式（优化推理速度，降低内存占用），同时支持CPU/GPU/ 嵌入式设备的一键部署。
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FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2wBDAAICAgICAgMCAgMFAwMDBQYFBQUFBggGBgYGBggKCAgICAgICgoKCgoKCgoMDAwMDAwODg4ODg8PDw8PDw8PDw//2wBDAQICAgQEBAcEBAcQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/3QAEADH/2gAMAwEAAhEDEQA/APyXrXsvD+ualpWo65p9hNcafo4iN5cRoWitxO/lxGRhwu9/lXPU8Csivtf9mS/l0n4LfHbWrfQLfxLLp1hoc6Wd3Ebi3ymof62WEEeYsIJkKnKnb84KbhXW2ZnxRRX6bT/D3w2mo6b8XpfDXh3w+JfA1jrWt2t/ZS3Fhp95eX7WUNzbaTCriR7hEVkhYLCu8u2BtFdN4q8GfCnwJ8RLzxDqnhOGKDWfBOi6uL5fD4udM0e9u7kwvcz6I8o2RXCxhdo3mF3+4c4pcwH5dW+ga5daJeeJLawml0rT5YYLi6VCYYpbgOYkd+is4RioPXacdKyK/UrxIg+Cvw7+LGrTeFPDt8L7UvBl/p9qkEtxoxS9s7x1uVs7kI6+Yu8+RMpEbucAhVNfHn7Uvh7w/wCHfjHfr4Y06HSNO1XT9I1RLK3XbBbPqOnwXUscS9kEkjbR0AwBwKaYHzxRXo+nzeDfDGn2zanaR+I7/UVVp4xIyR2du4ztR063JHOSGWPoVZiwXlfEWm6bpuoBdGvl1CxnQSwyfdkCNn5Jk52SKQQw5HdSVIJYGFRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBf0vS9R1vUbfSdIt3u7y6cJFFGNzMx7Afz9Bya7y4+E3i6KG4NsbHULm0RpJ7Wzv7a5uYlQZYmKORmbb32hsd6m+HbTrpHjJdKz/azaSfI2/6zyfPi+1bPfyN27HOzf711d9/wgv8AwjXgf/hX32j/AIWFui8z7JnZ5vmNt8zd/wAtd2Nu3t97jbSbA8NsrO41G7isbRQ807BEUsq5Y9BliBz25rYt/Cmu3KO6W6oY3ZHWWWOJ1dDhlZHZWBB45FdP4tOnn4q6uugWUWp20mpTpBbqHeKUvIVCoI2Viu4/JtPpXrUlrY6NdXOjXE+h6fCdVu4lN1a2Mtza2kbOkG4SwSzPvZt5Lgkoi4cBiaAPnKy0LVdRtvtdpbl4fOS3DllUGVwWCDcRk4Uk46DrjIp+q+H9X0VI31O38lZSQvzo2SOv3Sa9JTXIrXwHNd+Wt5qNrqMcEqTxxPZxxz/aJjFbxL8gVnjV2YYz8qgBV+bE8a6hBc6H4aaHTbKye/s3upntoFiZpFu7mAcj+HZGvHTIzQB5xRRXqHwlmktPEl/qEGFuLLR9XnhcgEpLFZSsjjORlSMimBX/AOFUeM/ty6Uy6et+ziIWzatp63HmscCPyjcb95JxtxuzxjNecujxu0cgKshIIPUEdRX1j8H/ABV40+IGpXlrrdzNrL2dzpF1GpjDvGU1K38yQbVyNse4sey5J4zXy1qbBtSu2U5BmkII7/MaSAo1LJBNEsbSxsglXchIIDLkjI9RkEZHcGoq9LfxD4M1vQ9FsvEdtfxX2jW72gktHiMcsPnSTISsgyrAyMDgkEAHimB5zPBNbTPb3MbRSxMVdHBVlYcEEHkEelRV798Xf+Eb/wCEe0H7V9p/4THaPtHn7PO+w7P3P2zZx5+Mbf4/Lx5nO2vAaALFtaXV7MLezheeUhm2RqWbailmOBk4Cgk+gGa0Bol3LBp8lkyXk2ol1jt4CZLhSjbcPGoyC3VeuRW/8Pf7HHizSjrBnEf2213eT08nzV8/fj5seVu+7/KvbIz8UPO8RHxobj+wvsN99mz/AMevn+W32X7Bt+X/AFm3/U/8s9275c0rgfLlFW777D9rl/s0yG1z+787Akx/tbeM/SqlMByKzuqL1YgDnHJ+tdRrPgvxHoOnrqupQRi0aUQ+ZFcQzqJGUsFPku+CQpIzjpVLX9BuPD89pBcSLIby0trxSueEuYxIqnPcA4NEevXEfhqfwwI1ME93FeF+d4eKOSMD0wRIT+FAGFRRRQB//9D8l66zwp498ceBJ5brwT4h1Dw/LOYzI2n3ctqZDESU3mJl3bSSRnOMnFea/wBqXH91fyP+NH9qXH91fyP+NdhmewWnxb+Klh4quvHVj4x1i38R3yGO41KO/nW8lQgDa84cOy/KOCccD0FFp8W/ipY+IIfFln4y1mHW7eE20d8uoXAuVgLmQxCXfv8ALLsWKZ2liSRkmvH/AO1Lj+6v5H/Gj+1Lj+6v5H/GgD0rWfHvjnxGdSPiDxFqOpf2zNFcX32m7mm+1TW6ssMk29j5jxqzBGbJUEgYBNY+r63rXiC7Goa9f3GpXSxRQiW5leaQRQII4k3OSdqIoVRnCqABwK43+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAN6isH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA3qKwf7UuP7q/kf8aP7UuP7q/kf8aAOr03Ur/R7+DU9LuHtLu2YPHLGxV0YdwRXbXHxO8TSwypax2On3FwrJNc2djb21zIr8MPNiRWXcOG2bdwyDnJrx7+1Lj+6v5H/ABo/tS4/ur+R/wAaAOltrq5sphcWcrwSqCA6MVYBgQcEYPIJFb9n418ZadbR2en69f2tvCNqRxXUqIo9FVWAA+led/2pcf3V/I/40f2pcf3V/I/40AdZLqWo3CzrPcySC5lE8u5y3mTDdiRs9W+duTzyfWpdV1nV9cuVu9ZvJr6ZFCK8zl2CAkhQSTgZJOB6muO/tS4/ur+R/wAaP7UuP7q/kf8AGgDerb8P+INT8MamuraSyLMEkiYSxpNG8cyGORHjkDKysrEEEdDXDf2pcf3V/I/40f2pcf3V/I/40Aet6r8Rte1XSbnRfs2nWNre7BOLLT7W0eVY2DqrPDGrFQwDYz1Argqwf7UuP7q/kf8AGj+1Lj+6v5H/ABoA3qOnIrB/tS4/ur+R/wAaP7UuP7q/kf8AGgDo5557qeS5uZGmmlYs7uSzMzHJJJ5JJ6k1FWD/AGpcf3V/I/40f2pcf3V/I/40AdNa3d3YzC4spnt5QrLvjYo211KsMjBwykgjuCRV2PWLu3Sx+w7bOewLtHcQAxzlmOctIpySvRfQVxn9qXH91fyP+NH9qXH91fyP+NAG9RWD/alx/dX8j/jR/alx/dX8j/jQB6VeeOPEmoaSmiXs8U1rFDHAu62gMixRABFEvl+Z8oAA+bOK5OsH+1Lj+6v5H/Gj+1Lj+6v5H/GgDeorB/tS4/ur+R/xo/tS4/ur+R/xoA//0fxnoorpPDHhPXvF+ojTdCtZLh+ruqOyRLgnc5QNgcHHHPQc12GZzdFdF4k8K654TuoLLXbZ7aa4giuFDoy/LKgcD5gPmXOGAzhsg8g1c8O+EZNf03UtXk1O00u00toEke6875muC4QKIYpT/AckgAcc0AcjRXa6v4C13Q7bVrnUTCo0ee0glVX3lzexvLC8ZAKlCiZySDyOOuH6/wCAdY8OWFzqN9NA8drPaW7CNnLF7y2N1GRlQMBBhufvcAEc0AcPRXqWofCHxVYWf2tXtro/2hFpwjhdzIZZoopVbDIo2fvkQnOdxxjGDSRfC28bxHqvhe51zTba70mJrh2c3TRywxwm4eSNo7d8hYxkhgpPRQaLgeXUV6J4f8BHXbLWL6G+ikt9MmihWWJ1/e+ZIF3JFKY5SGHKAqpY/LjdkV0Hij4a6JoWjX2p2erTXMlm8Y2G3UDDqASxDkriQ7ckdeMd6VwPG6K92ufgykGgpq63t6JXjt38t7KJVUzu64ZxcscLsySFPBGB1xi2PwytrnXLLSJ9UW3WazurqR2jkOTbXNxbhIxEkhy3kqRkcltoy20EuB5HRXsOmfCaTUNDvtXXVomEE8cELJa6gyOzF9xOLQsQBGRwODw20kA5ukfDS71jSra6t72Bbq4v3s/KaQBgqKST5WPNL8EhAu8jGFyQKdwPMKK9R8Z/DW88PyWE2kwX9xb6pJ5cK3NoYZVZ2KxI2GZd8gVmC8HAzjBBq/Z/CxX08LfagiX86uyPE8UtnAYyRsnlVidzEEZjDKnG4nJ2K4Hj9FdfD4G8RyalLpzwLELZVlmuGkX7LFC/3ZWnUmPYf4SCd3RcnitrWvh9NCrP4dee/aCPzJoJYfJuDHjP2iKPJMluw5DLkqPvgDBLuB5tRRXf6f4Gl1Wfw1pFpcLHqfiFZJh5xIhihDtHHu2qzbiY3Y4B+UrgdaAOAors9T8EalZWEGr6ZcQ63p9w80az2IlYB7dBJKHSWOORdqMGJZANvOcCsfStFF+UkvryLSbOTeqXV1HO0DSR7S0YMEUrFgGBI28AjJGRkAxKK7rxR4EuPDOqroKana6vqnmCJrWxS6eRWYBl/wBbBGrZyMBCx9q5y50DXrLU00W8025g1GQqFtpIXWZi33QIyAxJ7cc0AZFFa9z4f16yNmt5ptzAdQANsJIXTzwcAGPI+fqPu5resfAPiW4v7rSr6xuNOvLezlvFhuIJEklWPoEQgEljwOOtAHFUV3PhrwLqus+Jn8NahE+nXMUM00kdwVt5F8qJnHyzFfQZ7hct0BNdzbfCjRpNOiuJdYmFzJaNP5aW6vlsgoFxJ8ytGdwI4I5B7UrgeG0V7R4R+E8HifQE1t728h3m6wsdnHKrC2ieXKs1zGfmCbQCowxx0+auY1XwLJpmnR3AnaW4mns4ljKhP+PuJpADliMqQB1x70XA8+or1zWPhNqtlpq32mN9uEl1JFGxaOMGJYo3BILcOC5VgCQCOCRhjgaP4GvJrjV016Oeyi0ZIhOY4xK4muJEjhQAsqktuLAbhkKeRTuBwVFe16p8JE0rUNRtmvLlodPjuvnmtRbGZoLa7nR4f3ku6JmtCNx2nnpkV4pQAUVqaRYWupXf2e81K30qPaW865WZo8j+HEEUr5P+7j1NdJ4r8Dy+FdSGiHVbTVdSEgje2s1uWdWYArzLBGrZyMBSxz2oA4eitu68NeI7K/XSr3Sru3vWQyCCSCRJSigsWCFQ20KCScYwCe1R3Oga7Z6imj3em3MF/LjZbvC6zNu6YQgMc9uKAMiitm48OeIbPVE0S70u6g1GXGy2eF1nbd0xGRuOe3FR3Gha3aal/Y13p9xBqHA+zPC6zZIyP3ZAbpz0oAyqK7fSPh/4g1G9NpqKf2Gi2ct/52oRTxRm3hGWdQkbuwx02qc07TPCOl6j4nsfDcPiG1uBqBjjjubeG5aMTSvsWNlmihcHnJIUqAeucgAHDUVqw6Jqd7qr6LpdtLf3au6LHBG0juUJztVQSemelRXek6rYGUX9nNbeRJ5MnmRsmyQjOxtwGGwCcHnFAGfRXdeEfBF34kmWSYmC1wHPBEjRHenmx5G1kWRRGxB4ZgMdcdJJ8NdLh8LL4gn1hkCRTNJMkSyWbTp9y3jl8xWaUnAICEc7hlAXouB5DRRRQAUV2V14A8YWXh628UT6VcjT7nzCJPJkwiRhD5jnbhUYONjE4bBx0rDk0DXYtKTXZdNuU02Q7VumhcQMemBJjaTn3oAyaK2rbw34ivbN9Rs9Lup7SKMzPNHA7RrEpZS5YDAUFWBOcZBHY01fD2vtpLa8umXR0xTg3QhfyAc4wZMbevHXrQBj0V13ifwVrnha4cXdtK9mCirdiJ1gdnRX2q5G0kbsEZ7V3tp8IzNeQK1213bmxiuZF0/ZeXBlnBVFSNDym/GXYhduedxUFXA8Uor0m5+HN5ZeNj4Qu5ZIYyGK3MkPlgoMr5gVm5jEgKllLZAJUNwDPq3wq8T2cljDp9q1zJc20UrqJIsiR8/Ko3AkYwRxzmncDy+iiigAorsoPh/4wuvDn/CVW2lXMun7ygdIZGyoUuZBhceWACC2cA8VoaJ8N/EGr+HLzxXLBNbabbD92/2aaUzsVdsp5aEbF2EO7EKpIH0Lgee0V0Wo6NDb6BpOvWjs8d8Z4JQ2PkuLcqWAx/CY5I2GeckjtmudoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//0vxnr074aa54Z0KfVJfEQO66gW1hYPKuxbhxFcE+WrcCBnPrkAKDmvMaK7DM67xz4htfFHii/wBasrc2sFxIxSMuz4XJ243dBtwMdq6DwX4wtfC/hXxDbhbea/vJ9PaCC6tluYpFhaUyZWRWQY3L1weeO9eY0UAe86pr3hXxNb+IbFNaSxbxDJpupK94tw8dvNbpMk9qzpHI5CmX90wUrsABOateI/ifax6ZrS+FNSeG6uNQ04RkRlTLbWdi1u8nzLhQzhSFJDYI464+fKKVgPo7xn8WLYJLc+Fb5bi6u7u7Mu+Jx+6ns7GNZBvVQGWaBivdWQNjGM0rLXfCN94713xBca/b2Npc6XLYwmaG6ZpJLjT/ALNkCKB8Kkn3t2DjlQ1fP1FFgPdPh/4lGh6Xq/h6xuLd0+0xMZgyRrdjzFRDi68sBYwC6FwpUsWOCBjrPHfizw7rnhbUtO0fVJbu4RFF2slw2yR1kEoeETykOqthD5Y3fKSBsbNfL9FFgPpOy0jSb/Tb6DW9Yiike0tdix3+lIoms8JEse267KznnbnqTu61bfxBb6X8QdKuLrUVtLExQ2yLarY3qFDdCZkl2XEiRqZCZC5ZnB5A7j52oosB9IaX4r8PapcatZ3b2721tc3F5FaXUktrJcERKu2Ke1lt4F3Mn3XTIBJUyOSDn+EdeFl4X0qMQ6VC8uoT3EpuLgB3jij5llJd5Uw3CqgUybQArnOfn+iiwHuHjfxF4W1vw5dJ4UtIoYUks4pRNM4udthG1vbyxxs21keJzuUZZWzu4wx6nUfEfgu+fU5NBurHzbc37wSTaZDDFBDLNaLDhRG5lCKJSCUMmM/Lk8/M1FFgPQdT8R6fD40vr7SxDJpVxOuV+yRvEyDgyJbyBU3feKAhSM44ya6nxhrOlR+FLZNIuNP1SS8kwLiG0hsriyRG3CIQqBIrOSS7gmP+FSSSa8VopgFe3eHvEGkaf4i8CeLb+4WK1sYGtbrguY5LZnAyigsVaOSMg45Jb0NeI0UAek6Z8QfEsmu6LJFBHJBplwZIrC0t0hik80BZlKRKNxlQbGJyccZxVn4rNpuma7H4J0KRpNN8Nh4FZuGeeRzJOzYz8wYiM89IxXm1peXdhcJd2M7208edskbFHXIwcMuCMg4quzFiWY5J5JPegD3FvGXh0/FrVPEKXhj0/ULe5tor1Y3zA9xaGBZgm3f8jnnA3YyQCcVPZeKfDmjeJfh5DPqq6hD4ZmD3l9HHMYwj3JlEaB0WVljX/Y6khcivBqKVgPRfBHi1bHxmmueI7uXE8d2jXPMjwS3UDxLOq9yjMG45wOOQK0dD1Kw8IajqrL4hi1BrnSb2CKe2W42ia4G1UzLFGwZupOMDPJzmvKaKYHvvh3x1Z2eqaDLp9wovYtBlsp7lyyNBIj3MgVWYAFivlKGBI2/KOpA9Dg8baAbCLTJdTMWtSQqscMdwqWqRKnliLKTC0V2ByFI2gLhiGO2vj+ik0B798PrHTZ49Ih1nU4rPT1muo3X7Xp0YEF8v2e4eQSXCzbjFxnYSAAVB74/imwzoemeHtLu7Z4jcopaS809mZipSNpGhupSFRSRkhUUda8ZopgeuPcaXdQw+AdLjg1S3tbaYi7eZLVft8pVnmikn2DyxsSMq330UtwSu3qdP8WSQ+JPFb6PeW00YltDZi5kC2sk0NzBHHMQ5VSFC7wW4AHPGa+eqKVgPo6PxZpOoS67ZacILfTNPsp44pPMEcbH7Bfxt5aTP5reddXRZF+ZgpAbBrwvVNIXTLTTLoXKTNqMBnMYVlaL94yBW3AZzt3AjIINYtFMAr3NPHHh22+M9x4vEvnaZMJUSfy3/AHZltTCsuw7X/duckDBwPl5xXhlFAHv1v4zs9I13S5ZNX0+SDTrPWFgk02G7Xypbu0kjiBM6K5LylcADCkkkjJrA03xVbKPB72+p29vfaZaX1vcSXsc0kKpPJMVify0ZyrpIQCmdu7OVIyPIKKVgPb7LXPBOk+L3OlXK2NteaRcWT3MH2iS3tby4R13w+cDceVyAcgsNzEZ4zbs/F3h/RvFfgUtqi30fhiBo7m/WOUxszSyyqiK6CRkjDhQSg74G3FeC0UWA9K8CeMZNF1XV9X1LUJEup9NvY4JW3SMbmZMJ2bliOp49TWNp3i6/bxjpHinXpnvH0+6tpmJxuKQSB9oxgdjXHUUwPYtKvvDmn6h4p0qPXoVi8RWZjt9QSK4VIWNykximUxCRd6IVcorKMjkjOOqk8eeDTcXljqcq6vbafp+ntA8sTtFf6jp0bRIGVlDCNhMwy4XKJzyQK+c6KVgPoW28ReBT46s4tN8y6sNNs0s9OllYwRRhopJZpJA2GLCWRgo4BJ3HIwCQ+L4tS8J6jql1b2U6w6WloFujmVbhbmACKJWlLtH5Q3jao24IPCkn56oosB2UXi+OKzSz/sHS3KRiPzWgcyHAxuJ343HqTjrRF4vjis0s/wCwdLcpGI/NaBzIcDG4nfjcepOOtcbRTA7+W+0rU/AGn6U+oR2l9o91ezeTKspNxHcrBt8to0dQwMbAhyo6EH09B1Hxd4blsNU1mPVxINR0G10qPSfLl3wzwpChJJQQ+WjRmRWDliSOM7q+f6KAPQPEPicXnhDwnoFjeORpdrdC4iG5VSaa6mfnIAbMTLyMjBx1yK1vGOoaR4isLDWdP12O3NpptpZnTHScSo8EaRuIysZhKOymTJkB5ORnAPlNFFgPbvEfjbSNWn8Y5vmuYdRstNislZZNryWslvuABA27UWTk4zzg5PPcL4w0nRr2C81W00w2Wk2dgRb2twGf7VD+/jgiMbyPIN6pveRnCKCM7vlPyzRSsB7B4jtdE8S6hpMOmXNlpWh2ltJtuHuGeVIDM0rpLExMhnV5WAVFO/OVJQbhsaP4h0vWdfTxD9khsrXw/cRSQXEtxFHMLO1t/LjgeIkNM58pNpQcMzZyGGPB6KdgOt03xXHp1lFZNoem3Zjz+9nhZpGySfmIcA4zgcdKmtvGMVtCIT4f0qbBJ3SQOWOST1DjpnA9q4yigD0LT9R0rUPBF9oF1fxaZdJfrfRCRJTHKnkujRoYkk2sDjG7CnPLDFUItXsU+Ht1oZmxeyapBcLHhuYkglRm3Y28MwGM556VxlFAHa6pPDa+B9E0gOr3E9zd38gBB2RyCKCJT6MTC7Ef3Sp9K4qiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/0/xnr0f4V/D5fiX4ol8OSarFoscOn6hqD3UyNJGiafayXTbgpBAIjIJGSOuD0rziur8H+MNT8FX97qOlRQyyX+nahpjiZWZRDqVtJaysu1lO9UkJQkkBsEgjIPYZnY3nw+8MXmheJ/E3g3xFPqmn+GoLKRzdWAs5JZLu4MBQIs8wCrw4bcSwOCqnNeq6V8IPB+g6R8RNP8a6oEXRdM8N6hFqEVqZp4v7VEE7RwW5lRXfbOIzukUEAtkdK8M8DeP7nwTHrFjJpVlrul69bpb3ljf+eIZBFKk8ThraWGVXSRAQVcZBKnIJFdF4r+NfinxhP4pn1GzsYD4ut9LtrpbeJ40jTSUiSDyV8whdwiXfncOu0KMAID1PSP2Y7C71nVtJ1bxf9iW2urW2sZo7BpkulvdNk1SCWQGZDCrQR4IAkYMwGCMkYfhD4UeH7f41aR4JutVF9bapaWN/pslzpxkhul1C0S6iS7gS7iaHCSYfy5ZMOuBuHNYI/aH8aLffbxZaf5nmWMmPLl250/S20mL/AJa9DAxZueZORhflqp4c+OOqeH/GGm+OJvDmk6tqmj2Wn2Nmbv7aqQJp1utrG4W3uodzvGo379y55VV6UageI16n4G+Hula/4a1zxz4t1p9C8PaFNa2jywWovbqe7vRK0MMMDSwKTshkZmaVQoHcnFcFrmpWerapNqFhpVtosEu3baWjTvBHtUA7Tcyzy/MRuO6Q8k4wMAdj4H+JF34O0zV/Dl3pNl4h0HXTA93p9/5wiaa13+TMj20sMsckYkcAq+CGIYEUwOw8NfCjwdqmjXXi3X/GEmk+HH1caNp1yunGea5nKCVpJYPPjEMUaMhkIeRgWwqv1rprH9naysZLy08eeKl0K8tvFFx4TWKCya833sITE27zYsW+X+ZsFlGCqPnA4zwz8abjw5bX2lSeFNG1TRrjUk1a1067W7NvY3ka7FeAx3KSldmFZJZJFcKNwJGazL34yeMNT2S6p9nu7n/hIpvE8k8iN5kt/cbPMD7WC+WTGDtVQRk/NjACA1rH4H+IdVjtbXSrhbjVW8T/APCL3dqEP+jXUmPs0hfJ3JMVnHQbfJJ5B47/AMIfszw+KbGbXR4jlXRbrV7vSdLu7bT/ALQLgWhUNd3Cm4j+z258xOVMr/ewhC5Pnnhn47+M/Cet+Mde0uCza48aLc/aFljdktp7hnYXNqPMBSaHzZBEzFwoY5BOCMvw38U5NI8Kx+CvEPhzTfFej2l1Le2cWom7RrS4nVEmMUlncW77JRGm9GLKSoIAOSTUDe8P/CHSJPDnijxR458S/wBg2nhTVrbSLiO3tft8081wlyf9HHnQo5BtzwzqpUlt3AVtjwl4E+D+pfDXxn4l1nXdVF1ol/YQQz2+mRyBYbmS4VWEb30W8yrGpYNt8ojCl8k15M3jbUf+EQ1TwTFbW0Onatqltqz7FcPHNaRXEMccZLkCPbcvkEFshfmGDm34N8f3PhCx1bR5tJstd0nW1h+1WV/9oETvbMXhkDWs0EquhZsFZACGIIINAHBnGeOldnpvw88Z6vZRalp2lvPbTjKOGQBhnHdgeorjDyc9KSh36GNaNRr920n5q/6o7ey+HHjbUbVLyy0qSWGTO1gyAHBIPVvUVZ0jQrGfwb4l1FnB1DTBb74pIM7EedI90UyzDDEkhg0RG3ocnjz+u80DxxFoOh3mhHw9p1/FqIRbmS4a8EkixyCRAfKuY1G1gMbVBOOc1MrnBi4Ynl9131jsraJ3d7vt2tqb1v8ADOxuNJ0+Zdb/AOJtqmk3OrW9mLclTFaeeZEebf8AKxWBimEOeh28EyW3wwsLjS9LZdc/4nOtaZPqdrZC2JQpbmbdG83mfK7iFtmEIJ4O3gnmbbx9rFrdaZdxw2+/SdMudKiBV8GC6W4V2b58lwLh9pGBwuQcHPYah8Tre08P6Bpui2NrNf2OjS6e97KkouLY3Ms4mSIh1jOYpBhmRiu5tpB6Q+c8zERzGLShK92/5dPisnp8Pw3672Zz0Xw9kluba3+3AfaNDn1rPl9BDFLL5X3up8vG7tnpxVzV/Dngi0+HeieILa+vf7Tv5r2NgbVPLd4FgOwn7QdioZDhwpLZ5VcDNew+J+qWGjrpi6ZYzXCadcaUL2RZTcCzuQ4MYxKI8r5h2ts3dASVyDzkPimYeGf+EWvLG2vbeKWae3ll80TW0k6oshjMciKdwjXh1cZGQOTTtK50qljZTi5tpJ9Lar3l+sdPJ9Tl6+gfGPgj4VaR8I/CPivSNW1R9b1kX+5ZNPiWGaS2ljQqzfbW8pYwxCsqOX6sqV8/V3w8f3M3gSHwFqek2Wo29jLPNY3c32hbqya5MZmERimjjZXMYOJY5ACWK4JrQ986DUvDGiw/BbTfFumTrcXE+syWl0ZbQwzxSrbLJ5aTC4kSSDBBGYo23E9sV0XxN8E/Crw54C8Ea54W1bVJ9U17S5rsrcafFFFcGPU7u1LuwvZTAVSHaERJA20MWUuQvOSfFe2f4dJ8N/8AhDNFW0SQ3Iuw+pfa/tjQrA1zk33leYVUHb5XlZ6RgcVgX3j+51XwRpvgrVdJsrv+xUeKw1BvtC3lrBLO1y8SbJlgZGkkc/vInI3HaR2APTtb+AUtj8MtQ+I2nXepgaPBZXV1DqeknT45Ib2WOFZLSU3ErTKJJU5eKIMp3LnGK39c/Z98L+Gtc1DTn8UXGut4X1TTLXXLe008xyC11GUJvtHMshlmXIRozGuHYBS4ya4/xD+0Fr/iHw/4l0STw/pFpceMYLWHV9Qhjuftd0bOaGeJx5lw8UR3QgMscao25srnYU5vXvjF4n8QXPjK7u7e0ik8cPbSXhiSRfKa0lWVPIzISuWUZ3buOmOtLUD0D4s/BNfDWmHxZoyxWOmWcEUV6ga7mUag8rjyUEkCzQHyTG7C8WEly4TcuwH5vtVtnuYUvZHit2dRI8aCR1Qn5iqFkDEDkAsuTxkda9Q8O/Ee7i8Np8PtTaGy0q6DWs2opBJPeW9lPPHcTRpEJo4XDSRK3zLv42iRVOKTWvDnwhtdKubjQ/G2oahfxoTDby6ILdJG/utL9sk2D32n6U0B0nxq8F/DPwcvh5fBWpajcXeo6Rpd9JDdWUcMTLdW/mPN5ou5mV2Yj90EKrk4kOBmH4jfCrwj8O71fDk3i2XUvERSxma2g04/Z0ivYY5gGn88sZkWQHYsTKem8N8o4nxL4/ufFfh/SNH1bSbI32jQQ2kWpp9oW8e0t1ZYoJB5xt2VQwAbyRJhVG/AIJrfxH8Q6349g+I8iwW2r20llLH5KHylewjjjiO12cniJSwJIJz0HFAHo3xL+BE/gTwTD46tLrUWsxqMemXFvq+l/wBlXcc80Uk0bJELi43RssT8sUcEDKYOas6v8LNI1rxn8JPBnhvUESy8d2llHFfNYm2nzd6tdWRluoPtU6vIhT+CRVMaoMBgzHn/ABZ8br7xT4Zn8IR+F9H0nS7zWIdcuktFu99xexxzRsXkmuZXCOs7AopULgbNp3FtC4+Pl0dV8Fa3png3QtLvfAEto+lyQHUn2xWl3JfLBIs99KrxtPK5Y4EmDgOoAo1Gadr+z6viXUfDNh8PfEaa0mvaxdaHNNPataJa3VnHHNJIMPK0luYnLo+FchGBjU4B0tY/Zpu4tc8K6XoGsSzW/iS/lsHk1GyFjNaGBVkedoUnuN0BiLOrhgx2MGRTjPmXhr4xeMfCNtpUOgGC2k0fWpNdgm8su/2mWJIWRwzFGiKJgqVyckEkHFT/APC1003xNoni3wZ4T0jwtqGi3YvAbL7ZKk8gIOyVbu5nHlYBGxNowxBJ4waiOr+I3gzwDoPwc8I+IfBeotrb6prmtwy301obK4MVrBp/lwyQ+bMoCM7upDnKyAnByo87+FXgIfE7x3p3go6lHpC3yXLtdyoZI4ltreS4JZVIOCI8HHTOcHGDueL/AIv3finRdA8NWXhvSfD+keG726v7W2sEuSplvPJ80StczzO6kwLgFsgEjO0KF7nwr8c4rz9ocfGvxXYWGjGSG63W2nWrLZJL/ZslpCqwFpDtd9m8FiCSx4HQA527+GXgnTr/AMIa0viS81Hwh4omuLcXaaasd3Hc2bossLWzXWzH72Jg4nzscHbuG2vS9O+GXwsT9pTX/h1pd3Pc6LYJ4thkGo2oijsn0+xvWgZXjnnedYXiV95CM20HZzivBfGnxIvPFsWi2FhpNl4b0zQBKbOz03z/ACklncSSzFrmaeUu7BeS+AqqAABW9e/GnV7rxzc/EW30LS7HW9Rt9VhvpIFutl3JrFvNbXM8kb3Dqkm2d2URCOMNglCOKAMP4geBdN8J2nh7XPD2rPrWi+JbSS5tp5rb7HMrQXEltLFJCJJgGV48giRgVZTwcgcboug6v4iu2sNFtmup1QyFFIB2ggE8kDqRWprXjDU9d8OeHfDF3FClr4aiuYrZkVhI63U7XDmQliCQzEDaF465PNcpQRUUrPlev3/5Hct8NvHC3aWLaTIJ5EaRU3JkohUMfvY4LD860tN+GOsfa7seKS2iWWn2cl9PMUWZ/KR0iAjjV1DO0kiKAWUc5zgV5pXTeF/FF34Wu7qaG3hvbe/t3tLq2uAximgcqxVtjI4wyqwKsCCAc1LUjzsRTxfI+Sav5Kz+V5NXttdNX3Oqv/huLea7ks9TFzYpow1q2mMRRpoDKsOxk3Hy3DlgfmYArwTmtfwh8P8Aw9N4t8PaT4nvZnt9bsUvUSCEHlxJ+7ZjKhXGzO4Zz0wOtc+3xL1STXP7VewszZix/swaftlFqLLH+qBEnm/e+fd5m7dzmoLz4j61c+JNH8T29ta2U+hww29tFCjeSIoC21GV3ZmBDFWy2SOpzkmLT2POlRzCcHTcrNxeumjtp03vq2tOxPoXg7w5rv8AbuoR63PbaToVrFcvNLZr58nmSpDsWFZ2XducbcyYPfb1D9W+HbacuuXMOoC4tNLsLLUbeXyin2mC+khSP5Sx2Mom+YfNhlK5PWtDwx460PSbTxW8uj2cQ1eyt7eKwAuXtpClzE7gs0zSqdqlgfMGGAxjpWV/wsnUZNZ1HUrvTrO5tNTs4rCSwYSrarbW/l+TGmyVZV8swoVbzN2Qck5OT3rlRljnVk1flVtHy6/A3bz+JXvb9Ol8M/D/AMNDxSNE8UX9w6zaIdUiFvbhhmXTHvsMTMhBiO3AAIkIwdgOa8h1CPT4rySPS55bm1BGySaIQyMMc5RXkA5z0c+vtXaXPxG1q58Ww+MDbWsVzDapZ+QkbC3a3S2+yFCu4nDxZDYYdTjHGOM1G6gvb2W6trOLT45CCIIDIY0wMYUyvI/PXljz7cVUU76nZgKWJVTnrtu8Y6aWUle/36f1Y9m+C3gz4eeMF8Vf8JvfX9tLpWjXt9braWiTqDAgPmlmuYCWQniMja/d1qD4P+FPCnir4r2fhsXzzWtxKyWBvdOEkVy4BKrdQx3kbRKVySY5ZCCAORzXBeCfGmo+BdYl1Wwtre+jurW4srm1ug7QXFtdRmOWOTy3jcAg5BR1YEAggium8CfFGP4feM38b6R4T0i4uo5RNZwXDag0FkfmGIQl4jsMNj988p4HOck2eudD8HPBnw48WaV4zufG2oaha3Oi6PNfQLaWaTqmyaCPzdzXUBZx5hXyioUg7t4IClPhn8JNH+I99qMNpf60lnb3SW8F1baILqMJKSI5LxvtcaW2QM7FeZuu0NjJ5PRfiO/h3xLqOuaL4f022sNWtHsbrSc3cljJbSKodC0ly1yNzIHyJwwblSAABt+GfjHc+GLOfTYfDGkXtiNTOsWNvcrdvHp95tCK0OLkNIiqFAS4aYHaC2fm3AHVWPwG0ywi1x/HvioaG2ieJm8LOltZNemS8UPmUZlhxCpjO9j8wGCFYnbXYaZ+z5aXnhnWtAW2kfxhp19d6akjvNDHJf2d4Imjt98X2eeEW6yOypIbnzAAse373jPiP4xeJvE76u9/bWcZ1rxHL4nm8pJBtvZd+6NN0jYh+c4U5bp8/rRb4o65N8Qta+It5aWtzdeIJtQlvLRxKLR01MyG4iGyVZkQ+YwXbKHH97OSTUDjNf0iTQNavdEmmW4ksZWhd0SWNS6HDDZPHFKuDwQ6KQR0r0f4f/DbQvFPhDxL458T+IzoGl+GLjToJhHaG8uJzqAuNogj82JS6mD7rOoKksWG3DSxfGzxGsHjiK70vTL2Tx5FDDczXFu7y2aQElPsbeYPLOCFJbeSAM85J4fT/GGp6b4N1rwPBFC1hrt3Y3k7srGZZNPW4WIIQwUKRcvuypJwuCMHIB7/AOHv2fPBmueHI/E0njie3tp4GvY1/sjexsv7WGjxyEfa1xI0zxsY+QqF/nJUB4NH/ZtguL3SvDniHxSml+IvE+pX+l6LapaGeC4msZzabrifzYzAktwpjjIjlORlgo5rzfSvjL4n0fw7b+Gba1s2tbfT101WdJDIYV1WPWAxIkA3+fGFzjHl5GN2HHY6b+0t4tsblNUuNE0m+1aw1C/1PSb6eO487SrjUZDLMbdUnWN1WQ+ZGs6S7H5HfJqM674DfBbwjq3ifwDd/EPVRDJ4qv5xaaS9o0sN1bWUhil8+4EqGIySI8cYWN8sp3FBzWV4H/Zj1Pxd4N0XxNd6tJYXPieO5l0yJbQS2uyCR4Va8uWmj+ziSWNlUrHLgAM21TmuV+Hv7QXiD4eWuiLb6DpOs33hq4nn0u91BLl5rQXRzPGoiuIo3RzkjzEYqWYoVJBGDpvxaaLwppnhPxN4Y0rxPDoQmXTJr/7Wk1pHPI0rxg2tzAskfms0gWVXwxP8JKk1Ea2iW+lap8BPF1xd6TaLqPh/U9Hjt71Ytt1svfthlR3z8y/ukwMcYrwyu88H+PbrwlYavos2l2WuaTraw/arK+88RNJblmhlVraaCVXjLNghwCGIYEHFcHTA7e0+HHja+sotQtNKkkt50EiOGTDIwyDy2elEPw48bXFimpQ6VI1tJGJVfcmChG4N97PTmuIoqbPucThiOk4/+Av/AOSPU9X8OeCLT4d6J4gtr69/tO/mvY2BtU8t3gWA7CftB2KhkOHCktnlVwM2H+GFummOg1gHXo9JXWWsfIPlC1aMT7fP3580QkSFfLxjjdmuMh8UzDwz/wAIteWNte28Us09vLL5omtpJ1RZDGY5EU7hGvDq4yMgcmuib4n6u+jHTvsFmL5rBdKbUQsn2o2KgKIseZ5X3AE3eXu2DGai0jypUcdFKMJN+89+XZu66bJaPr20I5/Bmhad4R0rxLrGuNDca3b3E1raRWvmtut5pIcSuZECIxjGGAY5JG3C5MOv+ENG8NadBHqmrv8A27cWsF4LOO23QolyiyxpJOZQRIY2DYERA6Fq5vU9fvNV0zR9KuEjWHRYJLeEoCGZJZ5JyXJJBO6QgYA4x3yTuar43k1zSILDVtJsrm+tbeK0j1E+ctyIIQFjUhZRCxVQEDNGTt75wQ7SOlUsWpRcpNrmd7cuiv7vTa2/2r7Pc7rx14B0GNtTvPD96I7rSdL0u/uLFYSI1iuIbaN2WYucv5swdl2AYbhiQQPEYYZLiZIIV3SSMFUepJwBXZ3fj3WLy51e6lhgD61p1tpkwCthYbX7PsZPmOHP2ZMk5HLYAyMcRTpppamuU0a9OlyV5Xat+Sv+N99fM9U1T4JfFPRLCXU9U8PzW9rDje5eIgbiFHRiepAqPW/gx8T/AA7pVxretaDLa2Nou6WVnjIVcgZIDE9TXl9FWeofQj/DXR9b0n4VWOg3yBfGepXGnyXUlkYLmKYzW0TiTFzKk0cRl/dFRESM7hkjG14l/Z30+y0CDVfB/iaTXry6itbmK1k0/wCyb4brUJdKB3+fL84u4WAXGDGVfcCSg5yP48SWun+GLHTPBOg2LeD75dQ02aNtUaSKfzoZ5Cwlv3RxKYVVgynCk7NpwRhXfxr8XXWiDQlhtYI1sYrBZYkkEyRw6nNqyOrGQgSCeZhnGNgAxuBYrUZ2Xiv4C6Tp2i6tfeC/FJ8S6homv2nhy4tPsJtd97dLcHfDI0zh4d1uVRmCMxySqADdwGq/Bn4jaBDFeeItJOl2Us0UBuJ5YxFG0zBFLlWJC5PJxwK9m+MPxa8La98PtQ8MaLNpd7qniTXYNbv59KsLuyjMlvDcRtJMLt2PnTPcFikIEKbTsGXOflGzuFtLyC6eGO5WGRXMUoJjkCnO19pU7W6HBBx0IoQj1/4u/Cm1+FeqWukSXWqzySSSo8t7pP2G3mjjIAnsZftEwuoXySr/ALvjHHPEfxP8L+HfD2o+Do7K63aPqujWl2bqKx8i5aKSeZGklt2upkacBD92VEYBR8vJrP8AE3xSfxBpGkeGLPw7p2j+H9IvZb9dOtnvZIZp5xGspke4uZZgrLEF2xyJgZI+Y7q1PEvxjh8TTeGZp/A+g2p8LfZYrdYv7RkSa0tZHlFpOlxeyq8TtI28gCQjgOBQB1cvwC07Vdb8C+GfBviGe51fxw5dLXU7BbCW0ssBo7uYQ3N1+7kUO6Lw5Rd4Uq6Fue+K/wAGl+HOkaZr+n6lcX9lf3E9qyXtmthcxSwqrBvJWe4DRSKx8t94OVYMikDLNa+Omtah4+sfifo+haboHiazvTfNd2j30xuJDgbJY767uY/LA+UIiqNp2/dwBxHi/wAXaN4mWBdJ8I6X4YMbvJIdOa9Yys+OD9rubgKq4+VUCgZOc8YFcDl9KuLe01G3uLu0iv4kb5oJ2kSJ+2HaJkcDPJ2sD717H470rwz4XbwvryaLYXbX8NzJdW9lc3E2lSsjbY1SbzTLvTIMyLLwdoyMkV49pF/Bpmow31zYwalFHu3W9z5nlSBlK4YxPG4xnIKsCCBXoUXxWvLXVNBu7PQdMi0/w3JPNZ6cY55LXzrgAPLIXmMzvlUYEycFVwMDFdVGUVFp/kepgqtJU5Rm1dtW0u1qrvba19L/AC1PQYPAvhjVPE+i282jfY9RXR77VNT0W2kmZfMt45ZrWBd7vNG06KhdN5ZQ3G0nA5L4u+FPD+hweH9X0CKK1bUYZ4r2C2eSS2jvbSQJN5DSvI5TLBclyCysVO0jGJF8UL+w8W2njTQdJs9J1G3aZpTC95KLr7QCsnnG5uZnO5WYEoynknOcEc74o8WXHib7Bbizg0zT9KhMFraWvmeVEru0jnMrySMzuxLMzE9AMAADWpVpuDSWv/Df8G52YnF4Z0ZxjFczejS/w67Ls77avRa6UfDU9rBrVsbuxtdQSRhGI76SWK2DP8oeR4ZImCqTk/OB65HFep+N9M8OeD/FOktY6BaaoNQ02KZraOe5m057qWR13WsiSrNLGAoXHmH95uXJAxXlGhapaaTe/ab7S7bWIWQo0F0ZlQ5/iDQSROGGOCG+oNeg2Xxe1Sw8QafrkGi6b5Wj2cllYWZSdYLRJHZy8TJMswl3OxEhlLAnIOQCM6Uo8tpfkcuDq0lTcZtJtrW12u/Ta3n8up3kHw+8NX3ju607T9I8+50vRBe3ejxzSvENVZki+yCTf5uxXlQuPM3KQyb+Mjhvi/4Z8N6DqOi3/hUxiy1mwFw6Qs7QJcQzy203kGVnkMLPCWjLMSQfwGPp3xGudE8SHxD4f0ey0tZrWWzubSFrpre5hnDLKJDLcSTAsGxlJFxtBGDknA8U+KLvxTd2001vDZW1hbpaWttbhxFBBGSwRfMZ3OWZmYsxJZiSaupVpuDSWp0YrF4aVGUYxXM30X5Oy0tdNaa6pI5miiiuI8EKKKKACiiigAooooA//9T8Z6KKK7DMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=
转换结果验证：
转换完成后，RUHMI 会自动生成验证报告，查看以下核心指标：
[*]转换成功率：100%（本次测评无报错，适配 Titan% 所有层结构）；
[*]模型压缩率：转换后rmodel文件约10~15MB，相比原 pth 文件压缩 20%~30%；
[*]层结构兼容性：Titan% 所有轻量化层（如深度可分离卷积、池化层）均被 RUHMI 完美支持，无层丢失 / 不兼容。
[*] RUHMI 模型部署：
[*]步骤 1：部署环境初始化
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[*]步骤 2：一键加载部署模型
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8lyGaONxnOdoG44wrHYcNwb1j4LurvT7a8muFt5Ly3vruKJlJdrexhaQyeyyMjInurHoOfb/Hx1+3sfGdtcpqENpZSFFkuLtZ4bofbI0BeHYBuI+cN1B71X0fxNqmo6poV79kjvNcvvDeoi1lCEtC8b6iI44IV/dnICoqlWAUbVHTBcDxrRPh/wCI9Y1+08PNbNb3F1ELjDAFo4W+67oDlc8YDYOCDjBBO3B8JPFc+if2sISknkSXAgYbXKx3C2+MkjBJLMM8YXrkiuj8D+HdX0rxxpmpeK9Ou7q9u457xo5TJFLCqMVae5DIXMZ+bncuSc7ux9T0K6u9b8F2Wo3Vu8j3GhyRIE0u2vEAj1RwkKSTyB22IoCxN8oUbslhQ2B886H8O73XbS1uYNUsonu7n7GIH88yrNnlSFiZeF+bhjx0+bipvFXwz1Twnoy63dXkU8LSWybUiuY2H2qOSRD++ijBwIzuAOVOMjmu68HapcWvh/T9CtJLabVYtSe4Szh043V4Y0BD7jCiuCCGJxKG2DAO3ium+J8Nzp2k6Zv0u4tNPjOlz3LnTroqPs8boqs13PJFx5jDy2GWJAdjii4Hnd78FfEFlfrYSXcTOxu1+WC7yTZ+XvKJ5G+RW80bWQMDg88V5r4i0O58N6zc6JdusktqQGZQwB3KG6OFYcHkEAg19Z3mn3OlarDFpemgadYy3DmBtBtjcXclkYlE0WxkD58/KMvlhQvKtyT4N490IXvjHW4tJIjXTYPtEqTx29lJgbSyiOEKjON+SAoJweOKEwPK67bR/Auo6ppy6rPeWVhbzRyPbm5u7eF52jbZtVJJFYfNn5iAOD3wDxNfR/h9b5vAXh77JFcyLi6yYEtHXPnt1+0Atn6cUwPFr7wrf6VeWNrqs9rbR6hGZYrhZ0uIPLDtGWL25l6MjAgAnI6VtaZ8OtX1ue8i8PyDWUsrZrh5LGKeZAwztiO6NCHbBIGOe2ecepayTH4x8BtqUy2cSWcjTtei2QeSt3cs6nA8kF0BVPcjvVXVIbjUdHu9Z0+6g1S61K0bTYrewhG5b150mmSNY4oy8a2yZLYYKWC7j1KuB4qNAuUXUIr6RLC+08qHtLndDM2TtbaGAG5DjKEhiDkA4NdDrHgCXSU1gLrVhe3Og5+128H2nzExOlu2DJAiNiRwDhvcZr0W/N9rOo+O/DtveJ5aTxtBC8nyvcpOibYlGS0j7dgCg574GSKviS/ttSPjeLSLKx/tOTY19Jbm4YyoZ0muWh3zOhEdwijhfmTLjABFFwOMm+HM6veWltrFnc39gkLy2yC4VwJ5YoQAzxLGcNMufm6ZxWVJ4H1o3WmafZILq81OOeQRqQojFvNLE5Z2IUKPKLFiQAvJIAJr6A1LXbsaDHZ6umo21voNvbTXRa9uJoUuzfQlbSQN8sjpAVfYfmQgjA2GsCW4hsLy20vWCdJm1vQ9Ut4WuwYPKe5v7iSIybgCiyBdu4jADZPGTQB5BD4A8R3OpPpdp9jnkjtmu3kS/tDAsCtsZmn83ylw3BBYH2xVa+8EeKNNjvJ7yy2RWMEd1JIJI2QwTSiFJEZWIkVpCFBQt+QNdx4Ot7bwZfa/F4kexuPtGiXAWFL2KVJGaVNsXmW8jDeQpIVW3Y5q5pXitvF+la94adbPSTJpMFnplv5vkQAQX0dyyebcOfnYb2y7/MeB2FAHkWpaPqOkfZf7Rh8r7bAlzD8ytuhkztb5ScZweDg+orZt/BPiW41E6Utqsc8dtHdy+ZNFHHDBKqsryyOwSMEOvDkHJAxkgV6ZfWWkan4m0s6hLFeaZ4R0a1bUjDIskTtbjPkJIuVYySOkWVJGSSCQKxNC1x/FVl4x0/UruGHV/ETW9zE88iwQyvDMZHh8xyqJkNldxC/IFyDigDlrXwD4kvbq+tbZbVv7NSOSeU31qluqSkBCJ2lEbbiQBtYnPHWqOo+DvEukQXtzqVi1vHp8lvHMWZfla6VnhwM5ZXVGIZcrgdeRn2Sa58E+GtP8T2ltb2c63GnaWZLFb1pY2u/PVpkjljkLP5fU7HIGOvWsWDxDdfEDw34g0mSSysb+SXSTaWzTJaQC1sIp4fLje4cDKB0OGcsRk84oA8j1fR9R0K+bTNVh8i5RI5Cm5W+WZFkQ5UkcqwPXjODzxWZXffE7ULLU/Gt7cadOlzBHFawCSM7kZre2jhcqe67kOCOCORXA0wCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9X8Z6KKlgjWaeOF5VhV2CmR921ATjc20M2B1OAT6A12GZFSgkEEHBFe8an8GdQ1L4ieFfhz4TezkvPEenWc9vci6le1uWniaTzt01vA8SuF+40fydCx61y2v/C+bw62g3d14i0q40bxAZ0h1S3a5ltI5LUqs8cgFv5+6MsudsTAhgyllOaLgeYl3YlmYknPJPr1pMnGM8Cvqj4j/BDRIPiHonwi+Ftzb6rrQRxfTm4uCcpbR3Ek04mtbeKGJF811ETSkIPnO4DdwGp/AvxTY+JvCXhyzv7HUo/Gt4lhp19AbiO1a5aZIHjkFxBDMhjaRC2YvusGXcCKVwPGTLKxdmdiZfvkk/Nznn155pDI525YnYMLz0Gc8enJzXdeOfAZ8CXEVhda9pmq34eWK6trCSWV7KWHAaOZniSJjkkAxPIuVIzkVj+FvCer+MdRfS9GezjnjiMxN7fWunxbVIU4lvJYYy2WGFDFiMkDAJDA5wu5JJYknrz1oLMwAYkhRgZ7DOePxNdb4t8D674Kkto9bksJDdhin2HU7LUgAmM7zZTTBOowHxnnGcHHpPwK+Guj/Eabxe2q6Vq+vSeHtG/tG207RZVhu7qb7ZbW2wM1td/KqTs5CxE/L1AzRcDweivqbxH8D/CejX3ja2gvr0S+HPClnrq2czRC5sb64vLS3lsb3apDPCs7bgojYNt3BSGStGz/AGddM1zwS2r+Hpbq41pvCWm69FDLcW8UBubvV3sZULSKgEawJuUFw2/+IjC0rgfJxuJ2DBpGIcktyeScZz9cClW6uVWVVmcCdQsgDHDqCCA3qAQDz3Ar7ovf2R9M/wCEGX+zp75/HV5Z6O9nY+fby2013eJeT3UWY0OQsFozRlZDyCCWyMc8nwU+D1v+0J4V+FXn6xrHh7xbb6WLe+t723tpklvyAZ/mtJleLGSseFbBGZDg5LgfGNOLuyqrMSF6DPAz6V9B/CXwt8J/iJ8YrXwVfaVrdpomtSLBaCPVbY3Vs6oWd5ZTp+yYMVO1ViiKggFmxk81oXw3s/iAviPxP4Yu7fwt4X0B7MTvrl41xJALzckeZLW0UzEyIeEgBAYfKQGai4HkJd2CqzEhRgAnoM54/GhXdCCrEYzjB9etfRHw8+CFnqPxevPhv8RNZttI/sYXMtwiPOXu47W2lum+zSxW86BSkYbe4HyNlFdvlrOs/hH/AMJ3rHiHV/B99p2leFNImt4Pt0sl9Pa+dcoTHFH/AKJ9rkZtjsc24ChSWIXBJcDwcEqQynBHQ0AkdDivaNM+BHjK+8SeLPDN5c2GlTeCoBdajNeTlLdbczxQiVHVG3qfOVxgZZPuhmIUy+A/Amgv4p8TS6rd2viTR/B+jXerO9o06214yqkVugaRIZlQ3E8QkBRWwGXg4NFwPEizHgknnP406SSSVt8rF2PcnJr2jwP8Ddc8ceE28Yw65pWk2SvqChL6S4WVk0qK3nvJVWGCUFYorlHIzvYBgis2Aday/Zy8XS31/Y6vrGkaILXVjodvLe3EqxX+oBVk8q2aKGQ42PGxeURoA67mBOAXA+fqK+kvhd+z5qvibxVotl4xvrLQ7W68RroBs7yaSK7vbi3kiF5BbeXHIgeNZVG6RkUuyqrFjis7Qv2fvEni2W8v9MvbLSNNk1a40nTm1B5wby5gYZjj8iGXaFDoGkl8uIFgC+c4LgeABmClQSA3Udjim17f4U8JaDd+BviXZ+ItIlg8SeD7OO9iufPdTG/9pWVjJbyQY2nAmkOeuceleIUwCivdPCfwB8T+LvDuh+ILPWNJs38UTXVtpFlczyrd31zZkB4YlSF0ViWUKZHRGLBd244rG8D/AAg1P4hWDP4d1vTX1jZNJHpLm6F5IsCsxw627WqFgp2LJOhboByKVwPJKK9ysvhR4bu/g83xJm8Zafa3w1H7H9kkjvTj/R2mERKWjDz2K8EP5WDy4PFdFL8Ck1r4feCvEvhnUrOHVtb0PVNSlsLmeT7Tevpl7erN9mRY2RdltbqcSOm9gQm5sgFwPmuivVLH4N+M9R0uDWLa40QW9zCs6CXxDo8M2x13ANDJdrKjY6oyhgeCAeKbNpnw3GkSyxXzm+GhQzqu5sHVTchZIvu9BBlsZx79qTlY5sTilS5bxbu7aK/3nltFelXHgfSIfh/Y+MB4htftV1c3UJtytzyYIYJBEp8jHmgykMSwj+7tc/NjJHh2AeAZfFCSQzyi/t7Zgkkgkt/MjuGCPG0QRvM8rcHWU7QMEZb5TnRjDMaclzK+/Ls1re3Xz/q5xdFela34G0jSvBukeJoPENrPcaiLgm3CXOWMTqu2MmALld3z72Az90mqEXgK8u/Dtz4h0zUrO+FjAtzc20RmE0MTFVJYvEsTFS43KkjMPTAODnQQzOi4817K/LqmtU7du+lzhKK9N1L4XatpNpNdXeo2LNaQWl3cwRPI80Fre+X5czL5YUgGVAyhiwyDjaQTL4w+HJ0SCHUtFm+06c0UjtNLNb+WTG7KPLlRzHIzqA4jUl1zgg8Er2iIhnGGk4pT32+6/wCTPLaKK9Jk+GWo29tpct5qun29xrUNvPZ2rySmeWO5YKpwsbKuCTney5wdu6qcktzqxGLp0re0dr7Hm1Feq618I9e0jT3v4r+x1HYA3lWrytKV+0/Y2IDxICFuMRnnJJBXcvzVQ1/4Za3oNtPOt3aam9ldpYXkVnI8klrdSbtkUgZFBJKMA0ZdcqRuzUqojlp5xhp25ZrV2+en+aXq7bnnNFe0ah8KX0vwvqM32u31TWodYsdLSKylZ/LmmS482FwyIC+9IwGUsh5AY845zxJ8ONW8I2n9qX09tqFvbXK2t0ts0v7mYhmEbs8aA7gjAPGXXIPzdKFUTJo5zhqkuWMtb2Xnon+q+Z51RXqmv6J4Ss/FfhcGJ9O0bVrawurtTI0hiSd/3xVyM4CgkcGsbxVZeDLbSrKXw1dNPePfaik6sSQtrG0YtG5UcupfP05AoU7l0cyjNwSi/e8tFvu9un5dzhKKK6Hwn4X1fxr4m0zwloMay6hq1xHbQh2CJvkOMux4VV6sx4ABNWeic9RX0/qH7Psk/hXwPD4O1Gy8S674t1vV7JLmxnk+xNbWEFm4J+0RwvH5TSTtIzIMoAwyuCeXvf2fPF0OpaVYaZqOn6tFrceofY7m3NzHFNc6bD581qBcQQyicqVEYKBHLrtcg5CuB4RRXbv4FvrXRvDev6tfWum2PiiW5S3eYysY4rWRYnuJVijdvKMhZVKBmJjf5eBnsvEXwm1ef4wf8Kt8K2kX2ycW3lKt0ZoNslolw8xnligIj2FpW3RrsXIOduS7geLUV7Dp/wAG9Q1/xXB4U8IeIdJ8RM8FxdXF3Zvcra2cNopeZ5zcW8Mm1VGQURw/Aj3MQKn1b4E+MdO1e00y1vdKvYNRsjf2t69/FptrPCspgcK2qGzYSJIpDRsgfHzbdpDFXA8Xor1VvANt4Uvby08f3dknm6Zdz2R0/UrTUFa7jX9yjtZSzqu5v4XK5HtzWVqmheFr3xBbaf4d1aG1smsbSSWe6MzKLloUM6ARRPISJSwAVD09OaXNrY4542MajpuL0V720/4fyPP6K77VPhzr2lT6lFNJBJHpunx6oZUZtk1rLLHCrRhkVs75RlXVSMHPIwdbwr8NV1XxXpfh7XtUg09NTtYryMjzXZ454zIirtiYBwOW3YHXBJpc6tcynm2HVN1ea6Svprsr7ejPK6K7jTfBEmrXeoJZavYtp2lQrPc6g3npaxq7KijDQiYsXYKFWMknpwCa1ZvCWj+HIde0/wAWXKrqcEVhNprQOWhuYrmRHaRDt+ZTA24ZwR3GeKOdDnmdJPlTu9NLa6tfldN9lqzzKivdPBPhrwH4h+Otv4Dtj9r8OeIL+TSLK4ZnDRNe5gtLkEbSTFK6SEMMMAQRzXiV1bTWdzLZ3K7JYHaN1PZlOCPwNUnc7KNTngppWur67/Mgoorv/Avgy08WnUXu9ThsUsbdn2v5m9pHIih+5FINpmkjVv4sHgdwzQ4Ciup8Z6Jpvh3xJe6PpV8mo29q5jEqbj8ynawO5E5yD0BGMYJ61oeE/BNx4kRL6W8trG0N1FaIbh2QzzSc+VHtRvm29S21RkZYZoA4aivXLr4W3l3rmuJptxBYaXZarc6dbSXbSHzZInICAxRyHIUruZgqjIywzXIv4I8QIkP7kNNLqL6UYQf3sd2m3COMYG4sQpBOSrelAHI0V3uk+Eo57vxBZz3FtczaNBdsESWVPMMAbMsTCJlZVxnaxQsCMYqjo/g641TSG1681C00nT/ONtHLdtIBLMFDMiLFHIx2hlLEgKMjJoA5CivQ/D/w11zxFYw38FxbWyXk721oJmkzcypjcEKI6qMsBvkKJk43cHGx4W0rS59IRtW0/SIZFujZCS/fUxNLMfmwVtGKLtBC8qvTnJyaAPJKK9X8TW3h620OyZ9EttOuZNTvLO4mtJLmUrHZ+RkxJPOVJPmt97GcD7vJr0eT4eeH7ifULOy0e7mkMWlXVsZra4ijKNbyCX5rWK5JV32kjKZYNhvkOQD5hor2GTw/4VtPFGoaLq8BiuFjhdIkS8t7eEiIyzZEkU1yVVQMFk5yW4TmtHxLpfw/sU828W1jlmsVaBLG4umcs1v/AKPIUltI0+dgpky4PJOM8UAeG0V2J8GXEGhQa5qWo2en/bYZJ7W2naT7RcRRll3IEjZVDMjKvmMu4jitS5+Gur2ukrqTX1k8z2Camtosjm5No4BMmNmz5QfmUvuwCQCOaAPOqK7A+CdYEzQb4dy6YNW+8cfZzGJMfd+/g9Ome9RadoVo/hfU/EuqO6JE8drZKhA826c72zkHKRxAlsYO5kGRmgDlKK9Eu/hrq9no97qsl9ZtJptrBeXVosj/AGiGO5aNYgylApY+YpIVjtH3sHAJrHw11fRrC4vJr6ynns7a3vZrWGR2njtrnZskIKBcZkUMAxYZyRt5oA87orr77wTrGnya1HO8JOhQQT3G1icpcNEibPlGTmVc5x3/AB5CgAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9b8Z6t2D2Md9byanDJcWayIZ44ZBDK8QI3qkjJIEYrkBijAHkq3Q1KK7DM+mbj45eC7fxf4Q8Z+H/CWoW134TtINPEd1rEVxHPbW8DwrnZYQlJCXDFsleCAgzkeP6t40/tT4feHPAn2Pyv+EfvdTvPtHmbvO/tFbVdmzaNvl/Zuu47t3QY54aiiwHvdv8dr+w+Nc3xi0/TBEblZIJrIzt81vPaGzmQTqqsrNGWKuFyjYODjkm+L+j2fxA8G+NdFs9bu4fCmpwak1vrWtDUHmME8cwijkW1hWEER7S2xyc7j0C14JRSsBb1C7N/f3N8V2G4leTGc43sTjPfrW14W8Wat4O1F9U0eKylnkiMJF/YWmoxbWIYkRXkU0YbKjDBQwGQDgkHmqKYHX+LfHGueNZLaXWodOhNoGCf2fpdjpgIfGd4soIQ544L5xzjGTnT8EePpfBWkeMNMhtTO/irSl0wSrL5Rttt5bXfmgBW3/wDHvs25X72c8YPntFAH0Za/HizvJRJ4t0GXUpNU8Pf8I7rlxDeiC51CGK4jmtblXaGUR3EIghjZnEokVBkAkmoPEXxztNU8P654R0nQXs9JvdD03QbAS3YmntrfTr5b/wAyZxCizSSyb87ViVdwwMLg/PVFKwH0J4l+Pt/rfw80bwPpmnSaTdaMNKCX8N23mE6ZDewkqqxoV80XmeHO3bj5t3y3PCfxz8P6L8SPB/xF1zwxc6jL4L0/S7Wzt7fUktVkuNMChZpXa0mzG4BzGoUjP+s45+b6KLAe7/Dr4mfDv4dfFJPiDZ+FNTvLPT2WXT7J9ZhWSKXZtkM9wNPxMrEsVVYoiuQCzYJPMSeO9CsfDXi7wh4Z0a4tNM8S3Gmzw/a71Lme2Fh5pKu6W8Cy+Y0pIISPaABhuteX0U7Ae5N8Z93xcufin/Y+PtNjPZfY/tH3fO0xtO3+b5fON3mY2c/dz/FUfwz+Ly+CvDGs+CNYt9Qm0fWLm2vRJpOof2ZewXVskkask3lTK0bpKweNkOcKQVK8+I0UWA9ab4mwxQ+PrS1srqaHxrZW1kkl7fG6ubdLa9trsNLMYl89iLbZ92MDdkcLtOX8MvGFh4R1fUo9aSSTSNe0y80q9EIDSrFcp8kiBioLRTLHJtJAbbjIzkec0UrAez+GPi9/wjngiHwb/ZP2jyV8RL5/n7M/2/Z2lp9zyz/qfsu/73z7sfLtyfQpP2h/DGu3cr+NvB02pWtrrf8Ab2nRW+pC3aG5aCCCWGd2tpPNgkFtExCrGwIOG54+VqKLBc+o/DP7RWmRavp/iT4g+GJPEWq6J4luvFGnvb3wsolub6SGaeGZDBOZIvMhV0CshU7gSwbAz9C+PlvF4al8J+JLLVxZQape6pZSaLrH9lzxm/2GaCZjbzrNHmNSh2KyEsQSGwPmyiiwHqPhD4hWWgan4nGtabPq2jeLrSSyvrdbzybry2uobxHS6eKYeassCEs0TBucrzV6y+GXh/VrWPU4fHvh7So7oeYlpez3rXMCtyI5misthdRwxXgnkV5BRTA+ydO+J3gD4ceCvh2Hso/FXiXwTqWsXljPZX3kW8VwLmM28lxFJbtJNAzRrNGuYWOCCcMQuL8NP2mLfwDpXh2C50O+v7vw4LxUSDVmtNPuzeySu893arbuZbhBKVSTzAMLHlTsw3yhRSsB6Z4f8c6NaeAtT+H/AIl0mfUbS5vI9StJbW7W0kt7uOGSHL74JxLEwcFkwjfKMOuTXTaB8Z/7Du/At1/Y/n/8IVpGp6Vj7Rt+0/2jNfS+bnyz5fl/bcbfm3bM5G7C+G0U7AeqWPxj8Y6dpUGj29roTW9tCsCNL4c0aaYoi7QWmks2ld8dXZi5PJJPNeV0UUAdjbeJdPbwefCmq2Etx9nuZ7y0mhnWHy5riOON/MVopPMTESHAKHg/NzWpZeKvClv4IufCVxo17JNd3EF29wt/Giie3jmjTbEbViExMSylyTgYYV51RU8iOGeXUpKzT35t2td+j769rnYyeJdPvPCFr4b1KxlkudMknezuIp1jVRcFC6yxGJy4BUlSroRnnOBXfS/F+B/D95pK6Zc+dfaVFpTBr4mygWJY18yC2EQCM5j3Pl2yWbBGTXiFFJ00zKtk+HqW5o7O+73bu+vfW2x6Zd/EZ7m/16/Sx8pta0mz0wAS58k2htCJc7Pm3fZfu8Y3dTt5ba/ErUR4f1DR9UWbUbm+87dPLcFlcTIiDzkZWMpi2boTvXy2JPOa81oo9mhrKMNyqPJord+iSX4JHWa/ruh6ppGiWGl6ImmXWmwtHdXKylzeuxBEjLtGwgDGMnrVu+8ZG81vw/rH2Tb/AGFb2UHl+ZnzfseOc7fl346YOPeuIop8qN1gaSSVtr9W99+v/DdLHr0vxYn+yzRWun+TM9u0KSGXdsY6quph9uwZwV8vGRn72f4aNc+J1jPFfP4X0h9Iu9Y1GHVLySS5Fwvn25d0SBfLj8uMPIzYYu3QbsDnyGil7OJyRyPCp3UOt93vpvr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[*]步骤 3：部署验证
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[*] RUHMI 转换与部署阶段测评结果：
[*]
测评指标表现测评结论
转换耗时10~20s超快速转换，无等待成本
跨平台兼容性支持 Ubuntu/Windows/ 树莓派 / Jetson Nano全平台适配，满足边缘部署需求
部署难度一键式操作，无需手动编写推理代码极低使用门槛，非专业开发者也可操作
模型压缩率20%~30%无损压缩，无精度损失
部署后加载速度GPU：<50ms，CPU：<100ms极速加载，满足实时检测的启动需求
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