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| 图片中哪个器官属于神经系统? | 脊髓 |
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| 图片中包含可以排泄机体废物质的器官吗? | 不包含 |
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| 图片中包含器官属于消化系统吗? | 包含 |
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| 用什么样的成像方式拍摄这张照片? | CT |
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| 扫描的是图像的哪个平面,横断面还是冠状面? | 横断面 |
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| 图像在身体里代表什么? | 头部 |
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| 这张图像是关于头部吗? | 是的 |
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| 图像中的主要器官系统是什么? | 头部 |
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| 这幅图像里有心脏吗? | 没有 |
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| 这张图像里有直肠吗? | 没有 |
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| 脊髓在图片中显示什么颜色? | 灰色 |
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| 图片中最大的器官是什么? | 大脑 |
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| 图片中哪个器官属于神经系统? | 脊髓 |
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| 这是什么类型的医学图像? | CT |
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| 这个图像属于哪一个扫描平面? | 横断面 |
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| 图像中的器官是否存在于颈部? | 是的 |
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| 图中哪个是气管? | 黑色空洞 |
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| 图像中的主要器官系统是什么? | 颈部 |
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r3j7Qb3wha6zqcD+F/F8llZpZJKGsg1umwSLHCCrPy0hO8+gAMb4rf8E0fDN5cX178PIvFHg7WPDNnPf6gfEmmeRZX1nDEZm3TKM28nykKSCCSBkZrwfxR8K9H+I3grdb63c298tu39k6hHc7WjYj5c44znPHQjPU8145a/t/fHL4tfCrX7jXPHPieZogv9tWV1rE8yXsYcAttdvmA64ycYx7Vwniv9vDSvhxexeDNY1eb7BcTRXVldWCh3iHDEEcZQ/U4JwfYA+KvjHqHifTPifrHh3xXeTz3MFxJbzSPjhgxBGCORnnpnpXsX7IWgfCv4b/AAM+Ivx6+NugRa3eQWP9k+DtPdQFa8lB/ePyc7Qc8+leT/tE+Kf+FxfGLXvix4U0G6+y3+oNJACmF2jjPAJBOCfavVfjL8LP+EL/AOCdPwr8drqkcieLfEOoSSWlrPuZDEdvzgZwc9+tAHmH7PcVvr3xu8Paf4qIFi+pI92mV2hV+Yjtjp+tafxn+JEll8YvEE3hDU92njUJY7WO3l+VUB24ODyK4XwJqt1pniawuYHfcLyNVii+fIJC4YEdT65rY8feFZvC/jHULTU7swD7UZDb87wzDPVQeTk5BoA1R400HUbSOPxB4TO8Ehb22mKsD/tDHOPr+tet/Ff9mq8+Iv7Jeg3Gq2cUerRGa70W+kUrJtY8ROcn5GAGQBwcHtyfsL/sj6x8c/HVv4i1vTZY/DVk4e5e5yVuCP4QOn/1q/R/x58I/DXiTQovDMNhHHDa26xxIsK/KoGFI46cen+FAH4Hat8OPHmhlhqnhG/jCnDOLZmUf8CXI/WsZlZWKsCCDgg9q/Xz4sfseNp8J1OyDYUYVVUAsRyBnHGfT2r5z8ffsseCPinb3XhDW9Fl07XIJGOnaqFVGbj7jnGCufXigD4Oorf+Jnw18V/CbxhdeCvGOntBd2rkZx8si5wHU9wawKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorpvhJD8NbvxlDYfFODU3024CxRtpciq6TGRNpbd/yzxuDY+bByORQBNoPwT+I+v2wvYvDs9vC6I8M13EyLMrjKlTjkY5z0r1j4F/sZeJtZ8S2GseIbtFiiuIpFhiAI3bupOeQDg8da+iPghv8Y+A7DU72/afztQYWypJtCRDASNFx90cdOle5fDvwDokQtjCBM0chDBGxg9eo7+n1oA6f9nv4L6BoXhtoNT0m2nlmZwxmjB3o3BUrz1x614p+2b/wTQ0ySyu/i58A5JNPvow0lzoO3ZDKe5j+b5SQOBjHpivrfQYI9PsEtzZzIy42bSOFx3OOnP6da12mt5YSs8sqq4xJ5kgA5Hfnn0x70Afh7Lo/i2PVm0O5064lvbd2E1uF3SIR2xyenerF1FeqSdTsfskiAqIkhJKsOhbaM57V+lX7V/7KfhrxH4e1TxL8ONLtLHXL9SHuo7dV3r/s4xtPHUc1+dfiKw+JHhrxRJ4IvDcy3cl75MEkQDGZidoAJ5JyQOSaAMCztrjTr3+04tMebaocOW8va46Zx369c19DftJ/tG6Z+1V438I+I/BXwhh8NyaB4XtdN1H+zv8AWXs8QO64JUDk9zXpnwv/AOCX3ia98Ipq3xW8RRSXFzGJ005Hw0JIGNzgjJxj27cdK90/Z8/Yv+Fvwn0W/tbnRIbm5u5gWVYwREvPAJBP496APmT9lH42eKPCGsReG/Ec0sFvFI42zxsuAUfHB6ks3XnoOc16v8J7/Vvgj+1NceM/C1rBqd1qmnSSapaXsx8tIWkAJ4HH05OM56iuo+PH7L2narq+hah4VkS2SW/jh1OJEPypvU8cjPcHiu8l+B3hrU/G3/Cf2EUjanZWP2G7SFHCyRFsFj/EWwMjGBkd6APRv2J/2+vjX+xx431v4q6V4TsNU0i9eRblI4EUSQmUvnAKtsUHA56jA6Zr74+AH/Bwx8BvHniCPw38V/CcmlfaDm3v9IdpV246vFJgr74Yn0Br80/Efw2Hhjw0dNsLa51rS5FkkuPsy75k7lWJK59P6dq8hjtPCOoSS6VYeDLPR7o75La7169FpMcDOEO5izeg4z6igD+m3QfiB4L+NvgO28WfDfUtF8V+F9Uhliv1B8xbiFkw0e0ggtg7WikUZDYJXv8AnF+1F/wTp+L3hT4h3viD9mTwvJ4l8K38xe3stPlxeaUGJJt5IWIcAdFYhsr1OTivhf8AYA/4Kg/G79hfxtFqT6nb634NnvEtNZtxM3ldcBJByVbIbbLzgk5JDMD+2fwCm8J/tF63oP7YH7P/AI4Nl4d1+1MuuaVDtElxcAFXgnUAgMrHdnIJOD0INAHzn+xV/wAE0viJJ47034hftT2FjpdjazfadO8KTXEUtxfOuGXzVXKrGOSykljjBAByPbv27v8Agpr+z9/wT70JrTxnrFvq/jbV8TWfheynAkdyiqHfAJRNqrgHlgO2c1b+P3xr039jX4D/ABC/bv8Aib4lu9VfTvD6RaTo08AiRZNyxxQqrbSfMnKlipwF3MPb8Afih8c/G/xh+F0P7SmrzWnibx3411u/m8QKFWefSIVePyyxIwN+5sAdFUDjigD6b/aZ/wCCvf7ef7Qsd9pVvJceGtK1IGGKw07UTp8McbE/IzK26QEEjLk8Ac14TqX7RXxe+Dnwum8JwfEO60661WzuLTWrfQtWcie2k5mEjAgyBwOQSB7V5f4O+IPjTxhPF4L8baLc3Elz8trJZxsZI+vOzBx9MjjPtXtvhj9j+2tfDsmoeL9UkupLuIpHJK5Vow2ByBySOmevbtQB4l+zXFrfiLw9qEN2qzaWl3K9uJly0KMcsinPKk5wOeRmvMviL+z/AHvxN8YyWPhnSZECxuZppo+IV3HGMEAcgnnsRX29cfD/AMM/C3wtHY+FrG1jSG3CMzclpV6E5HIznr3way/gp4KGnTa1r8tmsb3t+/7wx5BUHO0f3cEn6UAfE2i/skfET4X6ffarDoBvLu2tiY41iYecjLgn0fj/ACa4bQfFOpaRoV78G/jfpWpx+GLy7+2WtzGuX025IKs+wfwkAEgYzX6happsL3cU9youYmkAczD5XIOMAAdcH17isrW/gx8JPE0MtnrXg21ZbhXV2MKgsD15xwcfj9KAPy98Q/C3SvAPijTr3wn4/sfE+iOqTm60q3IeJdw4kT+FhjnIx717trX7K138ffj/AGniHTEC6Td21tJPKcnkIAQSvQ49q5/xv8M9E+Dvxt174TeA4L19moK8EvmFz5EqD92znO3ac4PfjrX2t+yd8INa8C+ELSfVpIhNJGD5u8fMp9e49PSgD1T4P/DfR/hd4PtvC/huzSFLeJULRQMm4gYzktXVFMSiOfywB/Awx1P3gd2QfwrOMzXJEMSudq7WLKShIxwcEA/UmrUNlNBmK4hTaPmQQkNn8fT8SKAGajDBq+ny2VvBhmXDv9n3AfXjr+lfLv7Qnw6ttP1dtVQTiSPl4Io8Keh3egP+H4V9Ytvtrb99boADhRIcAH3HT9PSvIPjhZ2mv3bQ3FusjGPBBILKRnGD/wDWoA+NP2uP2ZLD44fDdNYsomi1uwgMtldSY+YdShwB8p/w9K/O7VtK1DQ9Tn0fVbVobm2lMc0TjBVga/ZqLSrD+zE0pYo1Z2KTQzoGZPfHT6V+eX/BRX4WaX4b8e/8JToiKAWEF4VTbvPZsf8A6+vtQB81UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFXPD+pw6Lr1jrNxYi5jtLyKaS2Z9olVXDFCcHGcYzjvVOigD7j/AGa/jJ8P/GkDnwxoS6RZ2KxW1npZPmCB2XcVHc/Nuw3selfTfgHxD4e0XVEtWuk3n7oWPYT0GzAP58dq/JvwN4/8U/DrXoPEPhbU3gngk3hc5Rj05H079a+0/wBnz9p3SPi34bTTFu0sdbtYy00UjAyHnkqeCQc5zjjOOtAH6DaRfWeo2qXUbNARGuUeQANx2AyccDtUs9rfQtJMLtUyDyrEjB4PPBz+fXHNfPHw0/aGh8PTx2mtajhihV453JOBjr26dh04zXueg+NvDvjC2S/0ySNpJYgQdnCjkZPYev4+1AE19byXtqbea13CQ/dWPOfqTjn2x2rwHxv+yLb+JPjHoXxEt7Oy3WWrJcPFGozwd30zwOv6V9GwWmFSNfJlYj53weMnjkHj/wCt7VJZ2Fv5yyNMAxwGBOD09D0+maAINSBurCSO1hlUAKBK2GB5HfuM/wD66sWGmWcEaGLzpWEQ+bGQD6j8SefpU3iaKGysGMo8nayhpARuAznp24FV7mdVtkgt7l1JADKpyVA4598ZPagBuo6T5+nSQRxwSSfeK7MMDk4HOR6c4rgtB8d6z4f+I1zp13Zvaww2RS6g3qWeQM5BGVICnnHWus1HWNWsrLzLSxuLhlAIRH7gc9Op4NeN+N/ildab4/sNUuvAeqW9237uWSRmMUkeeFbbz/8AroA928I+P/D+r6jNpTNEkl3ErQs6hQQAfu5BwT7gVga7+zt8FvGl1feJfGFlp2oT3YBlm3F2XGPlXHCgc9PT8K5Pw58VvC+t2CSWxUSrKAIZQGZD9egHXB9q1/CutXthrM+im2W5tnG6wZHCSRHIIVtuVPGMEZ6igDz7xx4M1rQ9RuPC/grwfHFp8UXm2WrRSB8FG4ypUggHg5HIPtX6Af8ABurqXxmsPGWuDRob3UPBeqyy2/iNoJfMsdL1GKNmXAz+6kfaCB0KTr7V8/aRdx29ik13PC6TJmdYTuycYPAPGc+3Suz/AOCcHxP1f4H/ALbttpPw517WtN0Pxb4j0iPU9G064Js7x5Lh7ZvNiTKs213IPJBGcjNAH6X/ALZv7GPwZ/af/Zx0X9mD9pn4sT6L4f1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| 腮腺出现在图像中了吗? | 没有 |
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| 这幅图像里有气管吗? | 有 |
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| 图中食道显示什么颜色? | 灰色 |
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| 这个病人的气管是什么形状的? | 不规则 |
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r3j7Qb3wha6zqcD+F/F8llZpZJKGsg1umwSLHCCrPy0hO8+gAMb4rf8E0fDN5cX178PIvFHg7WPDNnPf6gfEmmeRZX1nDEZm3TKM28nykKSCCSBkZrwfxR8K9H+I3grdb63c298tu39k6hHc7WjYj5c44znPHQjPU8145a/t/fHL4tfCrX7jXPHPieZogv9tWV1rE8yXsYcAttdvmA64ycYx7Vwniv9vDSvhxexeDNY1eb7BcTRXVldWCh3iHDEEcZQ/U4JwfYA+KvjHqHifTPifrHh3xXeTz3MFxJbzSPjhgxBGCORnnpnpXsX7IWgfCv4b/AAM+Ivx6+NugRa3eQWP9k+DtPdQFa8lB/ePyc7Qc8+leT/tE+Kf+FxfGLXvix4U0G6+y3+oNJACmF2jjPAJBOCfavVfjL8LP+EL/AOCdPwr8drqkcieLfEOoSSWlrPuZDEdvzgZwc9+tAHmH7PcVvr3xu8Paf4qIFi+pI92mV2hV+Yjtjp+tafxn+JEll8YvEE3hDU92njUJY7WO3l+VUB24ODyK4XwJqt1pniawuYHfcLyNVii+fIJC4YEdT65rY8feFZvC/jHULTU7swD7UZDb87wzDPVQeTk5BoA1R400HUbSOPxB4TO8Ehb22mKsD/tDHOPr+tet/Ff9mq8+Iv7Jeg3Gq2cUerRGa70W+kUrJtY8ROcn5GAGQBwcHtyfsL/sj6x8c/HVv4i1vTZY/DVk4e5e5yVuCP4QOn/1q/R/x58I/DXiTQovDMNhHHDa26xxIsK/KoGFI46cen+FAH4Hat8OPHmhlhqnhG/jCnDOLZmUf8CXI/WsZlZWKsCCDgg9q/Xz4sfseNp8J1OyDYUYVVUAsRyBnHGfT2r5z8ffsseCPinb3XhDW9Fl07XIJGOnaqFVGbj7jnGCufXigD4Oorf+Jnw18V/CbxhdeCvGOntBd2rkZx8si5wHU9wawKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorpvhJD8NbvxlDYfFODU3024CxRtpciq6TGRNpbd/yzxuDY+bByORQBNoPwT+I+v2wvYvDs9vC6I8M13EyLMrjKlTjkY5z0r1j4F/sZeJtZ8S2GseIbtFiiuIpFhiAI3bupOeQDg8da+iPghv8Y+A7DU72/afztQYWypJtCRDASNFx90cdOle5fDvwDokQtjCBM0chDBGxg9eo7+n1oA6f9nv4L6BoXhtoNT0m2nlmZwxmjB3o3BUrz1x614p+2b/wTQ0ySyu/i58A5JNPvow0lzoO3ZDKe5j+b5SQOBjHpivrfQYI9PsEtzZzIy42bSOFx3OOnP6da12mt5YSs8sqq4xJ5kgA5Hfnn0x70Afh7Lo/i2PVm0O5064lvbd2E1uF3SIR2xyenerF1FeqSdTsfskiAqIkhJKsOhbaM57V+lX7V/7KfhrxH4e1TxL8ONLtLHXL9SHuo7dV3r/s4xtPHUc1+dfiKw+JHhrxRJ4IvDcy3cl75MEkQDGZidoAJ5JyQOSaAMCztrjTr3+04tMebaocOW8va46Zx369c19DftJ/tG6Z+1V438I+I/BXwhh8NyaB4XtdN1H+zv8AWXs8QO64JUDk9zXpnwv/AOCX3ia98Ipq3xW8RRSXFzGJ005Hw0JIGNzgjJxj27cdK90/Z8/Yv+Fvwn0W/tbnRIbm5u5gWVYwREvPAJBP496APmT9lH42eKPCGsReG/Ec0sFvFI42zxsuAUfHB6ks3XnoOc16v8J7/Vvgj+1NceM/C1rBqd1qmnSSapaXsx8tIWkAJ4HH05OM56iuo+PH7L2narq+hah4VkS2SW/jh1OJEPypvU8cjPcHiu8l+B3hrU/G3/Cf2EUjanZWP2G7SFHCyRFsFj/EWwMjGBkd6APRv2J/2+vjX+xx431v4q6V4TsNU0i9eRblI4EUSQmUvnAKtsUHA56jA6Zr74+AH/Bwx8BvHniCPw38V/CcmlfaDm3v9IdpV246vFJgr74Yn0Br80/Efw2Hhjw0dNsLa51rS5FkkuPsy75k7lWJK59P6dq8hjtPCOoSS6VYeDLPR7o75La7169FpMcDOEO5izeg4z6igD+m3QfiB4L+NvgO28WfDfUtF8V+F9Uhliv1B8xbiFkw0e0ggtg7WikUZDYJXv8AnF+1F/wTp+L3hT4h3viD9mTwvJ4l8K38xe3stPlxeaUGJJt5IWIcAdFYhsr1OTivhf8AYA/4Kg/G79hfxtFqT6nb634NnvEtNZtxM3ldcBJByVbIbbLzgk5JDMD+2fwCm8J/tF63oP7YH7P/AI4Nl4d1+1MuuaVDtElxcAFXgnUAgMrHdnIJOD0INAHzn+xV/wAE0viJJ47034hftT2FjpdjazfadO8KTXEUtxfOuGXzVXKrGOSykljjBAByPbv27v8Agpr+z9/wT70JrTxnrFvq/jbV8TWfheynAkdyiqHfAJRNqrgHlgO2c1b+P3xr039jX4D/ABC/bv8Aib4lu9VfTvD6RaTo08AiRZNyxxQqrbSfMnKlipwF3MPb8Afih8c/G/xh+F0P7SmrzWnibx3411u/m8QKFWefSIVePyyxIwN+5sAdFUDjigD6b/aZ/wCCvf7ef7Qsd9pVvJceGtK1IGGKw07UTp8McbE/IzK26QEEjLk8Ac14TqX7RXxe+Dnwum8JwfEO60661WzuLTWrfQtWcie2k5mEjAgyBwOQSB7V5f4O+IPjTxhPF4L8baLc3Elz8trJZxsZI+vOzBx9MjjPtXtvhj9j+2tfDsmoeL9UkupLuIpHJK5Vow2ByBySOmevbtQB4l+zXFrfiLw9qEN2qzaWl3K9uJly0KMcsinPKk5wOeRmvMviL+z/AHvxN8YyWPhnSZECxuZppo+IV3HGMEAcgnnsRX29cfD/AMM/C3wtHY+FrG1jSG3CMzclpV6E5HIznr3way/gp4KGnTa1r8tmsb3t+/7wx5BUHO0f3cEn6UAfE2i/skfET4X6ffarDoBvLu2tiY41iYecjLgn0fj/ACa4bQfFOpaRoV78G/jfpWpx+GLy7+2WtzGuX025IKs+wfwkAEgYzX6happsL3cU9youYmkAczD5XIOMAAdcH17isrW/gx8JPE0MtnrXg21ZbhXV2MKgsD15xwcfj9KAPy98Q/C3SvAPijTr3wn4/sfE+iOqTm60q3IeJdw4kT+FhjnIx717trX7K138ffj/AGniHTEC6Td21tJPKcnkIAQSvQ49q5/xv8M9E+Dvxt174TeA4L19moK8EvmFz5EqD92znO3ac4PfjrX2t+yd8INa8C+ELSfVpIhNJGD5u8fMp9e49PSgD1T4P/DfR/hd4PtvC/huzSFLeJULRQMm4gYzktXVFMSiOfywB/Awx1P3gd2QfwrOMzXJEMSudq7WLKShIxwcEA/UmrUNlNBmK4hTaPmQQkNn8fT8SKAGajDBq+ny2VvBhmXDv9n3AfXjr+lfLv7Qnw6ttP1dtVQTiSPl4Io8Keh3egP+H4V9Ytvtrb99boADhRIcAH3HT9PSvIPjhZ2mv3bQ3FusjGPBBILKRnGD/wDWoA+NP2uP2ZLD44fDdNYsomi1uwgMtldSY+YdShwB8p/w9K/O7VtK1DQ9Tn0fVbVobm2lMc0TjBVga/ZqLSrD+zE0pYo1Z2KTQzoGZPfHT6V+eX/BRX4WaX4b8e/8JToiKAWEF4VTbvPZsf8A6+vtQB81UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFXPD+pw6Lr1jrNxYi5jtLyKaS2Z9olVXDFCcHGcYzjvVOigD7j/AGa/jJ8P/GkDnwxoS6RZ2KxW1npZPmCB2XcVHc/Nuw3selfTfgHxD4e0XVEtWuk3n7oWPYT0GzAP58dq/JvwN4/8U/DrXoPEPhbU3gngk3hc5Rj05H079a+0/wBnz9p3SPi34bTTFu0sdbtYy00UjAyHnkqeCQc5zjjOOtAH6DaRfWeo2qXUbNARGuUeQANx2AyccDtUs9rfQtJMLtUyDyrEjB4PPBz+fXHNfPHw0/aGh8PTx2mtajhihV453JOBjr26dh04zXueg+NvDvjC2S/0ySNpJYgQdnCjkZPYev4+1AE19byXtqbea13CQ/dWPOfqTjn2x2rwHxv+yLb+JPjHoXxEt7Oy3WWrJcPFGozwd30zwOv6V9GwWmFSNfJlYj53weMnjkHj/wCt7VJZ2Fv5yyNMAxwGBOD09D0+maAINSBurCSO1hlUAKBK2GB5HfuM/wD66sWGmWcEaGLzpWEQ+bGQD6j8SefpU3iaKGysGMo8nayhpARuAznp24FV7mdVtkgt7l1JADKpyVA4598ZPagBuo6T5+nSQRxwSSfeK7MMDk4HOR6c4rgtB8d6z4f+I1zp13Zvaww2RS6g3qWeQM5BGVICnnHWus1HWNWsrLzLSxuLhlAIRH7gc9Op4NeN+N/ildab4/sNUuvAeqW9237uWSRmMUkeeFbbz/8AroA928I+P/D+r6jNpTNEkl3ErQs6hQQAfu5BwT7gVga7+zt8FvGl1feJfGFlp2oT3YBlm3F2XGPlXHCgc9PT8K5Pw58VvC+t2CSWxUSrKAIZQGZD9egHXB9q1/CutXthrM+im2W5tnG6wZHCSRHIIVtuVPGMEZ6igDz7xx4M1rQ9RuPC/grwfHFp8UXm2WrRSB8FG4ypUggHg5HIPtX6Af8ABurqXxmsPGWuDRob3UPBeqyy2/iNoJfMsdL1GKNmXAz+6kfaCB0KTr7V8/aRdx29ik13PC6TJmdYTuycYPAPGc+3Suz/AOCcHxP1f4H/ALbttpPw517WtN0Pxb4j0iPU9G064Js7x5Lh7ZvNiTKs213IPJBGcjNAH6X/ALZv7GPwZ/af/Zx0X9mD9pn4sT6L4f1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| 这个图像顶部的器官的功能是什么? | 运送气体 |
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| 图片中哪个器官属于神经系统? | 脊髓 |
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r3j7Qb3wha6zqcD+F/F8llZpZJKGsg1umwSLHCCrPy0hO8+gAMb4rf8E0fDN5cX178PIvFHg7WPDNnPf6gfEmmeRZX1nDEZm3TKM28nykKSCCSBkZrwfxR8K9H+I3grdb63c298tu39k6hHc7WjYj5c44znPHQjPU8145a/t/fHL4tfCrX7jXPHPieZogv9tWV1rE8yXsYcAttdvmA64ycYx7Vwniv9vDSvhxexeDNY1eb7BcTRXVldWCh3iHDEEcZQ/U4JwfYA+KvjHqHifTPifrHh3xXeTz3MFxJbzSPjhgxBGCORnnpnpXsX7IWgfCv4b/AAM+Ivx6+NugRa3eQWP9k+DtPdQFa8lB/ePyc7Qc8+leT/tE+Kf+FxfGLXvix4U0G6+y3+oNJACmF2jjPAJBOCfavVfjL8LP+EL/AOCdPwr8drqkcieLfEOoSSWlrPuZDEdvzgZwc9+tAHmH7PcVvr3xu8Paf4qIFi+pI92mV2hV+Yjtjp+tafxn+JEll8YvEE3hDU92njUJY7WO3l+VUB24ODyK4XwJqt1pniawuYHfcLyNVii+fIJC4YEdT65rY8feFZvC/jHULTU7swD7UZDb87wzDPVQeTk5BoA1R400HUbSOPxB4TO8Ehb22mKsD/tDHOPr+tet/Ff9mq8+Iv7Jeg3Gq2cUerRGa70W+kUrJtY8ROcn5GAGQBwcHtyfsL/sj6x8c/HVv4i1vTZY/DVk4e5e5yVuCP4QOn/1q/R/x58I/DXiTQovDMNhHHDa26xxIsK/KoGFI46cen+FAH4Hat8OPHmhlhqnhG/jCnDOLZmUf8CXI/WsZlZWKsCCDgg9q/Xz4sfseNp8J1OyDYUYVVUAsRyBnHGfT2r5z8ffsseCPinb3XhDW9Fl07XIJGOnaqFVGbj7jnGCufXigD4Oorf+Jnw18V/CbxhdeCvGOntBd2rkZx8si5wHU9wawKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorpvhJD8NbvxlDYfFODU3024CxRtpciq6TGRNpbd/yzxuDY+bByORQBNoPwT+I+v2wvYvDs9vC6I8M13EyLMrjKlTjkY5z0r1j4F/sZeJtZ8S2GseIbtFiiuIpFhiAI3bupOeQDg8da+iPghv8Y+A7DU72/afztQYWypJtCRDASNFx90cdOle5fDvwDokQtjCBM0chDBGxg9eo7+n1oA6f9nv4L6BoXhtoNT0m2nlmZwxmjB3o3BUrz1x614p+2b/wTQ0ySyu/i58A5JNPvow0lzoO3ZDKe5j+b5SQOBjHpivrfQYI9PsEtzZzIy42bSOFx3OOnP6da12mt5YSs8sqq4xJ5kgA5Hfnn0x70Afh7Lo/i2PVm0O5064lvbd2E1uF3SIR2xyenerF1FeqSdTsfskiAqIkhJKsOhbaM57V+lX7V/7KfhrxH4e1TxL8ONLtLHXL9SHuo7dV3r/s4xtPHUc1+dfiKw+JHhrxRJ4IvDcy3cl75MEkQDGZidoAJ5JyQOSaAMCztrjTr3+04tMebaocOW8va46Zx369c19DftJ/tG6Z+1V438I+I/BXwhh8NyaB4XtdN1H+zv8AWXs8QO64JUDk9zXpnwv/AOCX3ia98Ipq3xW8RRSXFzGJ005Hw0JIGNzgjJxj27cdK90/Z8/Yv+Fvwn0W/tbnRIbm5u5gWVYwREvPAJBP496APmT9lH42eKPCGsReG/Ec0sFvFI42zxsuAUfHB6ks3XnoOc16v8J7/Vvgj+1NceM/C1rBqd1qmnSSapaXsx8tIWkAJ4HH05OM56iuo+PH7L2narq+hah4VkS2SW/jh1OJEPypvU8cjPcHiu8l+B3hrU/G3/Cf2EUjanZWP2G7SFHCyRFsFj/EWwMjGBkd6APRv2J/2+vjX+xx431v4q6V4TsNU0i9eRblI4EUSQmUvnAKtsUHA56jA6Zr74+AH/Bwx8BvHniCPw38V/CcmlfaDm3v9IdpV246vFJgr74Yn0Br80/Efw2Hhjw0dNsLa51rS5FkkuPsy75k7lWJK59P6dq8hjtPCOoSS6VYeDLPR7o75La7169FpMcDOEO5izeg4z6igD+m3QfiB4L+NvgO28WfDfUtF8V+F9Uhliv1B8xbiFkw0e0ggtg7WikUZDYJXv8AnF+1F/wTp+L3hT4h3viD9mTwvJ4l8K38xe3stPlxeaUGJJt5IWIcAdFYhsr1OTivhf8AYA/4Kg/G79hfxtFqT6nb634NnvEtNZtxM3ldcBJByVbIbbLzgk5JDMD+2fwCm8J/tF63oP7YH7P/AI4Nl4d1+1MuuaVDtElxcAFXgnUAgMrHdnIJOD0INAHzn+xV/wAE0viJJ47034hftT2FjpdjazfadO8KTXEUtxfOuGXzVXKrGOSykljjBAByPbv27v8Agpr+z9/wT70JrTxnrFvq/jbV8TWfheynAkdyiqHfAJRNqrgHlgO2c1b+P3xr039jX4D/ABC/bv8Aib4lu9VfTvD6RaTo08AiRZNyxxQqrbSfMnKlipwF3MPb8Afih8c/G/xh+F0P7SmrzWnibx3411u/m8QKFWefSIVePyyxIwN+5sAdFUDjigD6b/aZ/wCCvf7ef7Qsd9pVvJceGtK1IGGKw07UTp8McbE/IzK26QEEjLk8Ac14TqX7RXxe+Dnwum8JwfEO60661WzuLTWrfQtWcie2k5mEjAgyBwOQSB7V5f4O+IPjTxhPF4L8baLc3Elz8trJZxsZI+vOzBx9MjjPtXtvhj9j+2tfDsmoeL9UkupLuIpHJK5Vow2ByBySOmevbtQB4l+zXFrfiLw9qEN2qzaWl3K9uJly0KMcsinPKk5wOeRmvMviL+z/AHvxN8YyWPhnSZECxuZppo+IV3HGMEAcgnnsRX29cfD/AMM/C3wtHY+FrG1jSG3CMzclpV6E5HIznr3way/gp4KGnTa1r8tmsb3t+/7wx5BUHO0f3cEn6UAfE2i/skfET4X6ffarDoBvLu2tiY41iYecjLgn0fj/ACa4bQfFOpaRoV78G/jfpWpx+GLy7+2WtzGuX025IKs+wfwkAEgYzX6happsL3cU9youYmkAczD5XIOMAAdcH17isrW/gx8JPE0MtnrXg21ZbhXV2MKgsD15xwcfj9KAPy98Q/C3SvAPijTr3wn4/sfE+iOqTm60q3IeJdw4kT+FhjnIx717trX7K138ffj/AGniHTEC6Td21tJPKcnkIAQSvQ49q5/xv8M9E+Dvxt174TeA4L19moK8EvmFz5EqD92znO3ac4PfjrX2t+yd8INa8C+ELSfVpIhNJGD5u8fMp9e49PSgD1T4P/DfR/hd4PtvC/huzSFLeJULRQMm4gYzktXVFMSiOfywB/Awx1P3gd2QfwrOMzXJEMSudq7WLKShIxwcEA/UmrUNlNBmK4hTaPmQQkNn8fT8SKAGajDBq+ny2VvBhmXDv9n3AfXjr+lfLv7Qnw6ttP1dtVQTiSPl4Io8Keh3egP+H4V9Ytvtrb99boADhRIcAH3HT9PSvIPjhZ2mv3bQ3FusjGPBBILKRnGD/wDWoA+NP2uP2ZLD44fDdNYsomi1uwgMtldSY+YdShwB8p/w9K/O7VtK1DQ9Tn0fVbVobm2lMc0TjBVga/ZqLSrD+zE0pYo1Z2KTQzoGZPfHT6V+eX/BRX4WaX4b8e/8JToiKAWEF4VTbvPZsf8A6+vtQB81UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFXPD+pw6Lr1jrNxYi5jtLyKaS2Z9olVXDFCcHGcYzjvVOigD7j/AGa/jJ8P/GkDnwxoS6RZ2KxW1npZPmCB2XcVHc/Nuw3selfTfgHxD4e0XVEtWuk3n7oWPYT0GzAP58dq/JvwN4/8U/DrXoPEPhbU3gngk3hc5Rj05H079a+0/wBnz9p3SPi34bTTFu0sdbtYy00UjAyHnkqeCQc5zjjOOtAH6DaRfWeo2qXUbNARGuUeQANx2AyccDtUs9rfQtJMLtUyDyrEjB4PPBz+fXHNfPHw0/aGh8PTx2mtajhihV453JOBjr26dh04zXueg+NvDvjC2S/0ySNpJYgQdnCjkZPYev4+1AE19byXtqbea13CQ/dWPOfqTjn2x2rwHxv+yLb+JPjHoXxEt7Oy3WWrJcPFGozwd30zwOv6V9GwWmFSNfJlYj53weMnjkHj/wCt7VJZ2Fv5yyNMAxwGBOD09D0+maAINSBurCSO1hlUAKBK2GB5HfuM/wD66sWGmWcEaGLzpWEQ+bGQD6j8SefpU3iaKGysGMo8nayhpARuAznp24FV7mdVtkgt7l1JADKpyVA4598ZPagBuo6T5+nSQRxwSSfeK7MMDk4HOR6c4rgtB8d6z4f+I1zp13Zvaww2RS6g3qWeQM5BGVICnnHWus1HWNWsrLzLSxuLhlAIRH7gc9Op4NeN+N/ildab4/sNUuvAeqW9237uWSRmMUkeeFbbz/8AroA928I+P/D+r6jNpTNEkl3ErQs6hQQAfu5BwT7gVga7+zt8FvGl1feJfGFlp2oT3YBlm3F2XGPlXHCgc9PT8K5Pw58VvC+t2CSWxUSrKAIZQGZD9egHXB9q1/CutXthrM+im2W5tnG6wZHCSRHIIVtuVPGMEZ6igDz7xx4M1rQ9RuPC/grwfHFp8UXm2WrRSB8FG4ypUggHg5HIPtX6Af8ABurqXxmsPGWuDRob3UPBeqyy2/iNoJfMsdL1GKNmXAz+6kfaCB0KTr7V8/aRdx29ik13PC6TJmdYTuycYPAPGc+3Suz/AOCcHxP1f4H/ALbttpPw517WtN0Pxb4j0iPU9G064Js7x5Lh7ZvNiTKs213IPJBGcjNAH6X/ALZv7GPwZ/af/Zx0X9mD9pn4sT6L4f1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| 图片中有属于消化系统的器官吗? | 有 |
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| 图中是否有可以感知事物的器官? | 没有 |
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| 这张图片的拍摄是通过X光吗? | 不是 |
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| 这个图像的扫描平面是什么? | 横断面 |
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| 图中的器官位于身体的哪个部分? | 颈部 |
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| 图中食管在哪? | 气管下方 |
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| 脊髓在这张图上出现了吗? | 是的 |
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| 这张图像里有脊髓吗? | 有 |
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| 这张图像里有肺吗? | 没有 |
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| 这个病人的食道是什么形状的? | 不规则 |
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| 这张照片中的黑色空洞组织有什么功能? | 食物运送 |
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| 图片中哪个器官属于呼吸系统? | 气管 |
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| 图片中有属于消化系统的器官吗? | 有 |
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| 图片中包含可以运送气体的器官吗? | 包含 |
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KoG3ju9QRWnVQ0gUE/wAOe9AF3w7D4SM0a6jbXMzDtE4X88qa7P4rfBvwp8SPhPqfhHRvONhr2ktGFlk3PBcD5o8lducOqNjjI47mtvwL4V+FmiyRnVvtmqYwZTayLAB7DcGJ+vFfR/w48Dfs1+PtLt7Szv8AUtCkLqFjvys0ZbAGd6qpUcehoA/nzu7drS7ltGbJikZCcdcHFR19Jf8ABWn9n6w/Zq/br8ZfDjRtGNlYmS3vbVftXnLL58EcryK2fus7MR04IwMV820AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoT/wAG5cZl/bjtPPnEcUHh/VJw8gyiFDZlifw9x2FfntX6F/8ABGPwJ4u8Cah428fz2Xl3kPhu0GmhJQ2YNQMchbKklSY7dSBwwBzxigD9Ff2gPGml/EzxXqF7daBbRS+aRa3MAMOTnOQgJUfTv165rxK7tra01iC8nsysy/JKGA4POPzA/wA5ro5fE/8AaFyZJ0Y7xskSSQt9eWyTXN6try2Fvd6JPoceYZVubO4iXY2OcqccMPm9OOaAO3g0/wAB+ILaCddZg0XUhKqwtKS0Mr/MSGbPyHG3HbIPTiuf1NNF/tSXTru1WZSwWOaKTAIGRnOMEEZNU9c0y8vdLtb/AE5W2iVHCbjhsnoOnqfzrS8UQaL4W1y0vdLvIru2u9PguJIkmDPbFowSjgE7W5DgEA7XQ45yQCSbwH5/w28S6vaBSsE6hMsASAg/P8K+eJQDd7VJJyT8ozzn/PWvu6f4eWlx+ztqeqWFn5ou900eP4lMac/z/P8AL4t8YeHZdI1tbSCIrJ5hZ0CHJGRgnnA/z70AfYf/AATih1S+0a+vbaCeJonCrdGAqqqD8wUsuGPbjpyeOM/Zg8EW3iPw7NDDGUVWRApJOA2O55zyT+VeBfsDeG4PCfwh02RbMs91B58xK9CzHH4dK+0/BPhNv+EKtXu41E19fxsR/dUY4H0AoA7rw1pEHhzTYdJtmTyoo1UnI4Ar8+f+Co3ilNA0XXnu5/LN1dLGiZ/hLbz/AOOj9a/RPXILe10S5aWJSoQ7cjqf5+9flL/wV81KNorVp7iVyUkLq0mTuwV7/UH6UAfnpE88ds0zDq2SpqvIbi6iZ7eEkA4HPf3rSMMElqwkhOMcAMAO3H1o01obGCaWSFTGwICOff2oA0vA2p6ho10L69uV8hTzvUN07AHrXpPh348alrc8elaNZ28EMcoHmQ24U5HuK8b1CZJ2EULqodsFY8kj869i+CvivwX8PLK1lufCdjfyrOGdbkMSwyDgYIxQB8M/8Fjdb1zX/wBsSW+8RyO92PCukLI0g5IFlFt/8dKj8K+U6+qf+CyfinTfG/7cuueLtIhkit9Q0XSZ0t5MZhLafbsUGABhScD2Ar5WoAKKKKACiiigAooooAKKKKACiiigAooooAK/Vf8A4I93fiCX4feIrfSbZvtGtQaJaqG53RW9gv5jPb3r8qK/YD/gi7a58B+G9Zs0Uf2nIQUA52W9pFAW/wC+4pD+dAH0BfeF4LXWF0LxTpP2Oacny7iOLyw7/wAIORgjjnbz3OawPEE2haUbTVtY8NNdS2reTcITgMmTx8u3J4xmvafGvjDSfFisk9u6yLPLDFPDGGUOhAKyBhtAPBG7g9K848c+KvNA0rWdMsWfyMSreaewkbB+8HjliLL93DHfznLHsAJrfi7wD4f8KnRvCnha2RL15lgv9QgldltxK6DKPKUfKhMABc7jnI4rmPiN8YfHHxL8Lad4V8VzaPImhvNHbXOnaQLSWYMRtM5UlZT5axhG4wFK4+Wo5vij4X1Lw2fCOseFNPL2JcwXkL3EUyxvgk4aVkIVkVvmDHBbkYrAa8bSne9tLBjIzrGm7a6cNxlWHzd8ocg45PGQAfXf7K2oab8Sv2f5/C9pMnnWds9vIjJ8wYIGG72PX9K+SPjn4Ze4+ISS6WRAba5EcsEkieZGw5K/L9G568V9HfsD22paJdeM/GtxpxsNKl0+R7ezM2VV8uFGSB0DgZwOledfBf8AZ01745ftXaRoc5LJNevK1umDvVDz65HOSfrngcgH3X8JfAmmeAfhJ4Ygls1hkOm2xcEcgtEh5569OPb617R4D8S2Ota/pHhSKQjZbTSSkLwNq7f5sPzryf8AaZ+JvgvwLfr4da8UW9nAsKKGGAEUDP6GsP8AYq+OugfET9o+bSba+JS10CSOMFsAu8q5/IBefb8AAfX2v6WbnwvJtUFthOCTntj/AD71+T//AAWn8KvYf2Fq7M0Ud5bTxybx/wAtY5F29O+Hx9FFfrzbxW0sC2rBiCh+Yr06D+X8q/Of/gvL4FtYP2dtG8XBcG18Ux2pc+kqMxH/AJDH60Afk3HDI9hkcsqDAAPYgZqOwkkt7SRBBFKoORuPOeemKu3SLbW/lq+Mfwg9f881k2lwlhbPJONzuMxoB056k/5NAGp4c8Jar4qvlgs5LdSx4EtykYP/AH0RXqejfBaHwlaR+Ifidqy2Nih3JFDzLcY7Rk8f8CGRwa8b0Sz1LWLrFvA20DJwfu/j2rp9A8IeI9buxZyrdSxw/eViSi+vPQCgD5H/AOCs2m3WqftIL8U9J8KrpnhvX9Js7fQVW58wkWdpb20iucA79yBz2xIvPUD5br7l/wCCv3hX/hG/h78KZDexyme911SkXITamnHGf+BV8NUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfq7/wAEE/Gbp8Ir99ZuTIui6zqdvp0W4kxiS2tX7njJd/QV+UVfcf8AwRB+KOk+FPip4t8E6oJs6jptrfRyBR5cccMjRS7jnOSbmIjgjCt0wMgH6X3/AIo8S+DYdZvPDcnmWmqeUmqW+P3czKpkGT2ZTMSCOQTXmmtfFW/tvk1DTlu7Mtua01CLzFXt8ki4kjPX5lKsOea+itJ+FWn+L9H+1+FtQt57eXL7YZ1OWPr6n61x3i/9jT4pa5HJbeH9PtEt5gN81xgKgznIP+FAHkkOj/DDxbbp4o8I69cadeWvzzaXqlwj88DdBOdgdT/zzk2so2gvLkkU/D/hzUfFPxE0/wAEeGHWOxnuBN5XnrKtuSHyA6Ha4SN9owSAdwBOAR6Pp/7D2jeH4/s/iPx3cGbrItkiomevGc/yr0z4FfCD4XfDTU7jXNKc3V3DCxkuruYM20c4XhVGeMkDoaAO21fw9Z+CPhlp/gDQEX7TqsypOSwH7qPlicepIH1x7V7pYWvw4/YL/Z+vfjx4piii1++01rbSo9ihxLKAXwevyr8p7ZOOoNfKTfFu18R/HDS0vNTEVtHcxRK7jKxxht8jHjHQAD3P5eQ/8FRv259S/aU8fp4T8MXpTw9oUfkWccTnZI/QuPXnPPckmgDi/jp+1l4p+LWt3niOS8lWOQSyLGG4Ea/Md3PPAz09a0f2Xv2lfFX7Nvxv0rx5rkjSWcoigv8ADcIGbOTg8HPY14Z4OurgaXdx2xaS5/sW52GMA4YxNg4wcnJHUevSt74oX9kdZ1nQ2ciSWKU27joTHKwHX128Hr81AH9F/wAGvH/hn4weB9P+IPhDUI7i11C3WUPGeVbaNwx65r5K/wCC52gQ6r+xLcwx8y2ni/T72L12IJVbp7SfpXyZ/wAEfv8AgpJf/CWG4+CfxGvZTYu27TrknOzoNpBP+ea9Q/4KxftYaJ8RPhLF4H0G+WRbq4Vm2vzjhqAPy11uYkO6FmwSAXOMngd6yFgeZjmMEb8jDdc9O9aGusq2bo74YnJzwcf5NZ+n315GogtpZxuOQiJk5yeBzQBetY9XWI7cQIuc7pFGT+fNd58H7C78R340u78RQWSythZLmQhD04yAcf8A165Pwt4WbXdWW41WG6U7wXEkgw34Y4r3f4a/AXUPFUTP4T0SW6lQbXeFCQhoA/Of/grj4q8Sw/tQyfBPUNWM2neC9MtRZww3Ylt2mvLaG6knTHAZkkgRjyT5C+gA+Wa9I/a8+K+hfG79o7xR8S/DEMiadfXUUViZXy0kUEEdusnQYDiLeF6gMAc4zXm9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXqX7F/xUtfg/8AtKeF/FOr3bQ6XPfCw1hjf/Z4xbXA8ppJGwQUjLLNtYYJiHI4YeW0AkHINAH7tad4VutItV17wP8AEW60KYDn7Re7EY+m5f5FTVyP9o39ofQbFrD/AIW1ZXOwEhZvLckDnqijP618nfsMfE3xt+0f8ALAXOpv/aWhzf2VqF3cSEtOY0Uxy7iWYlo2Tcx5Lq56V6B4u+FXxE0fz4bzU3RYxmXfJk4xnuRnj09aAOs179rnx3q00o1jV1E27bvjPDn1HBwPqKn8M/tH67cWU1jFM7O6MXkMmAijqSeB09fUD2rzf4f/AAktfEtpe6trF1LFFYqWlkZWPfCj5emW4545AzyM4niyz0jRb5LLTyXKp88mcZI7D0+p9aAO+1HxHrF7evdJrrAXCHMiS/fUkj6ryD19vUGuJ160GqapHpukQtKykGV4myFXIJJPbv8AhUNldazqFxFpWhR+dI0LGVVfaQM8fj/h+UGi61rHw98VreaxZ7o5jtkWVScAHkgjtyf8O1AHYeEvDcuhSXEiQ71NnLsIfqfKZscdDhfr1rf+MXwwvT4z1PTLI3Ru7a/nicklmz5rZDAe+evPPY13/wAPPFvhefwhrepW15bMx0O4iezltYfNVpImizHIq5b7/UYIwciqPxq/bc+IJ8ca34t0S5i0q71K+mmCadHtESOxYKu4nb1IyOffJoA8XtdD8ZeAvEtpba1az2FxKjS20rxshxjOcMAef1ro/HHj7XNYtoovEF/LPIq8PkHAxjOPxrg9Y8d+MfFnihvFHie9mnuHfzPNnkZnYk5JJbkk8cmrPiDXF1G1Mm3DrgdB05PbpQBzeum7kuC+PvHhgMAj+RrsfgZ4h8IeHvEhuPGWh2+pR+WVjhvHdYmbtnY6tj2DDPrVn4Z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| 这张图片的成像方式是什么? | MRI |
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KoG3ju9QRWnVQ0gUE/wAOe9AF3w7D4SM0a6jbXMzDtE4X88qa7P4rfBvwp8SPhPqfhHRvONhr2ktGFlk3PBcD5o8lducOqNjjI47mtvwL4V+FmiyRnVvtmqYwZTayLAB7DcGJ+vFfR/w48Dfs1+PtLt7Szv8AUtCkLqFjvys0ZbAGd6qpUcehoA/nzu7drS7ltGbJikZCcdcHFR19Jf8ABWn9n6w/Zq/br8ZfDjRtGNlYmS3vbVftXnLL58EcryK2fus7MR04IwMV820AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoT/wAG5cZl/bjtPPnEcUHh/VJw8gyiFDZlifw9x2FfntX6F/8ABGPwJ4u8Cah428fz2Xl3kPhu0GmhJQ2YNQMchbKklSY7dSBwwBzxigD9Ff2gPGml/EzxXqF7daBbRS+aRa3MAMOTnOQgJUfTv165rxK7tra01iC8nsysy/JKGA4POPzA/wA5ro5fE/8AaFyZJ0Y7xskSSQt9eWyTXN6try2Fvd6JPoceYZVubO4iXY2OcqccMPm9OOaAO3g0/wAB+ILaCddZg0XUhKqwtKS0Mr/MSGbPyHG3HbIPTiuf1NNF/tSXTru1WZSwWOaKTAIGRnOMEEZNU9c0y8vdLtb/AE5W2iVHCbjhsnoOnqfzrS8UQaL4W1y0vdLvIru2u9PguJIkmDPbFowSjgE7W5DgEA7XQ45yQCSbwH5/w28S6vaBSsE6hMsASAg/P8K+eJQDd7VJJyT8ozzn/PWvu6f4eWlx+ztqeqWFn5ou900eP4lMac/z/P8AL4t8YeHZdI1tbSCIrJ5hZ0CHJGRgnnA/z70AfYf/AATih1S+0a+vbaCeJonCrdGAqqqD8wUsuGPbjpyeOM/Zg8EW3iPw7NDDGUVWRApJOA2O55zyT+VeBfsDeG4PCfwh02RbMs91B58xK9CzHH4dK+0/BPhNv+EKtXu41E19fxsR/dUY4H0AoA7rw1pEHhzTYdJtmTyoo1UnI4Ar8+f+Co3ilNA0XXnu5/LN1dLGiZ/hLbz/AOOj9a/RPXILe10S5aWJSoQ7cjqf5+9flL/wV81KNorVp7iVyUkLq0mTuwV7/UH6UAfnpE88ds0zDq2SpqvIbi6iZ7eEkA4HPf3rSMMElqwkhOMcAMAO3H1o01obGCaWSFTGwICOff2oA0vA2p6ho10L69uV8hTzvUN07AHrXpPh348alrc8elaNZ28EMcoHmQ24U5HuK8b1CZJ2EULqodsFY8kj869i+CvivwX8PLK1lufCdjfyrOGdbkMSwyDgYIxQB8M/8Fjdb1zX/wBsSW+8RyO92PCukLI0g5IFlFt/8dKj8K+U6+qf+CyfinTfG/7cuueLtIhkit9Q0XSZ0t5MZhLafbsUGABhScD2Ar5WoAKKKKACiiigAooooAKKKKACiiigAooooAK/Vf8A4I93fiCX4feIrfSbZvtGtQaJaqG53RW9gv5jPb3r8qK/YD/gi7a58B+G9Zs0Uf2nIQUA52W9pFAW/wC+4pD+dAH0BfeF4LXWF0LxTpP2Oacny7iOLyw7/wAIORgjjnbz3OawPEE2haUbTVtY8NNdS2reTcITgMmTx8u3J4xmvafGvjDSfFisk9u6yLPLDFPDGGUOhAKyBhtAPBG7g9K848c+KvNA0rWdMsWfyMSreaewkbB+8HjliLL93DHfznLHsAJrfi7wD4f8KnRvCnha2RL15lgv9QgldltxK6DKPKUfKhMABc7jnI4rmPiN8YfHHxL8Lad4V8VzaPImhvNHbXOnaQLSWYMRtM5UlZT5axhG4wFK4+Wo5vij4X1Lw2fCOseFNPL2JcwXkL3EUyxvgk4aVkIVkVvmDHBbkYrAa8bSne9tLBjIzrGm7a6cNxlWHzd8ocg45PGQAfXf7K2oab8Sv2f5/C9pMnnWds9vIjJ8wYIGG72PX9K+SPjn4Ze4+ISS6WRAba5EcsEkieZGw5K/L9G568V9HfsD22paJdeM/GtxpxsNKl0+R7ezM2VV8uFGSB0DgZwOledfBf8AZ01745ftXaRoc5LJNevK1umDvVDz65HOSfrngcgH3X8JfAmmeAfhJ4Ygls1hkOm2xcEcgtEh5569OPb617R4D8S2Ota/pHhSKQjZbTSSkLwNq7f5sPzryf8AaZ+JvgvwLfr4da8UW9nAsKKGGAEUDP6GsP8AYq+OugfET9o+bSba+JS10CSOMFsAu8q5/IBefb8AAfX2v6WbnwvJtUFthOCTntj/AD71+T//AAWn8KvYf2Fq7M0Ud5bTxybx/wAtY5F29O+Hx9FFfrzbxW0sC2rBiCh+Yr06D+X8q/Of/gvL4FtYP2dtG8XBcG18Ux2pc+kqMxH/AJDH60Afk3HDI9hkcsqDAAPYgZqOwkkt7SRBBFKoORuPOeemKu3SLbW/lq+Mfwg9f881k2lwlhbPJONzuMxoB056k/5NAGp4c8Jar4qvlgs5LdSx4EtykYP/AH0RXqejfBaHwlaR+Ifidqy2Nih3JFDzLcY7Rk8f8CGRwa8b0Sz1LWLrFvA20DJwfu/j2rp9A8IeI9buxZyrdSxw/eViSi+vPQCgD5H/AOCs2m3WqftIL8U9J8KrpnhvX9Js7fQVW58wkWdpb20iucA79yBz2xIvPUD5br7l/wCCv3hX/hG/h78KZDexyme911SkXITamnHGf+BV8NUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfq7/wAEE/Gbp8Ir99ZuTIui6zqdvp0W4kxiS2tX7njJd/QV+UVfcf8AwRB+KOk+FPip4t8E6oJs6jptrfRyBR5cccMjRS7jnOSbmIjgjCt0wMgH6X3/AIo8S+DYdZvPDcnmWmqeUmqW+P3czKpkGT2ZTMSCOQTXmmtfFW/tvk1DTlu7Mtua01CLzFXt8ki4kjPX5lKsOea+itJ+FWn+L9H+1+FtQt57eXL7YZ1OWPr6n61x3i/9jT4pa5HJbeH9PtEt5gN81xgKgznIP+FAHkkOj/DDxbbp4o8I69cadeWvzzaXqlwj88DdBOdgdT/zzk2so2gvLkkU/D/hzUfFPxE0/wAEeGHWOxnuBN5XnrKtuSHyA6Ha4SN9owSAdwBOAR6Pp/7D2jeH4/s/iPx3cGbrItkiomevGc/yr0z4FfCD4XfDTU7jXNKc3V3DCxkuruYM20c4XhVGeMkDoaAO21fw9Z+CPhlp/gDQEX7TqsypOSwH7qPlicepIH1x7V7pYWvw4/YL/Z+vfjx4piii1++01rbSo9ihxLKAXwevyr8p7ZOOoNfKTfFu18R/HDS0vNTEVtHcxRK7jKxxht8jHjHQAD3P5eQ/8FRv259S/aU8fp4T8MXpTw9oUfkWccTnZI/QuPXnPPckmgDi/jp+1l4p+LWt3niOS8lWOQSyLGG4Ea/Md3PPAz09a0f2Xv2lfFX7Nvxv0rx5rkjSWcoigv8ADcIGbOTg8HPY14Z4OurgaXdx2xaS5/sW52GMA4YxNg4wcnJHUevSt74oX9kdZ1nQ2ciSWKU27joTHKwHX128Hr81AH9F/wAGvH/hn4weB9P+IPhDUI7i11C3WUPGeVbaNwx65r5K/wCC52gQ6r+xLcwx8y2ni/T72L12IJVbp7SfpXyZ/wAEfv8AgpJf/CWG4+CfxGvZTYu27TrknOzoNpBP+ea9Q/4KxftYaJ8RPhLF4H0G+WRbq4Vm2vzjhqAPy11uYkO6FmwSAXOMngd6yFgeZjmMEb8jDdc9O9aGusq2bo74YnJzwcf5NZ+n315GogtpZxuOQiJk5yeBzQBetY9XWI7cQIuc7pFGT+fNd58H7C78R340u78RQWSythZLmQhD04yAcf8A165Pwt4WbXdWW41WG6U7wXEkgw34Y4r3f4a/AXUPFUTP4T0SW6lQbXeFCQhoA/Of/grj4q8Sw/tQyfBPUNWM2neC9MtRZww3Ylt2mvLaG6knTHAZkkgRjyT5C+gA+Wa9I/a8+K+hfG79o7xR8S/DEMiadfXUUViZXy0kUEEdusnQYDiLeF6gMAc4zXm9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXqX7F/xUtfg/8AtKeF/FOr3bQ6XPfCw1hjf/Z4xbXA8ppJGwQUjLLNtYYJiHI4YeW0AkHINAH7tad4VutItV17wP8AEW60KYDn7Re7EY+m5f5FTVyP9o39ofQbFrD/AIW1ZXOwEhZvLckDnqijP618nfsMfE3xt+0f8ALAXOpv/aWhzf2VqF3cSEtOY0Uxy7iWYlo2Tcx5Lq56V6B4u+FXxE0fz4bzU3RYxmXfJk4xnuRnj09aAOs179rnx3q00o1jV1E27bvjPDn1HBwPqKn8M/tH67cWU1jFM7O6MXkMmAijqSeB09fUD2rzf4f/AAktfEtpe6trF1LFFYqWlkZWPfCj5emW4545AzyM4niyz0jRb5LLTyXKp88mcZI7D0+p9aAO+1HxHrF7evdJrrAXCHMiS/fUkj6ryD19vUGuJ160GqapHpukQtKykGV4myFXIJJPbv8AhUNldazqFxFpWhR+dI0LGVVfaQM8fj/h+UGi61rHw98VreaxZ7o5jtkWVScAHkgjtyf8O1AHYeEvDcuhSXEiQ71NnLsIfqfKZscdDhfr1rf+MXwwvT4z1PTLI3Ru7a/nicklmz5rZDAe+evPPY13/wAPPFvhefwhrepW15bMx0O4iezltYfNVpImizHIq5b7/UYIwciqPxq/bc+IJ8ca34t0S5i0q71K+mmCadHtESOxYKu4nb1IyOffJoA8XtdD8ZeAvEtpba1az2FxKjS20rxshxjOcMAef1ro/HHj7XNYtoovEF/LPIq8PkHAxjOPxrg9Y8d+MfFnihvFHie9mnuHfzPNnkZnYk5JJbkk8cmrPiDXF1G1Mm3DrgdB05PbpQBzeum7kuC+PvHhgMAj+RrsfgZ4h8IeHvEhuPGWh2+pR+WVjhvHdYmbtnY6tj2DDPrVn4Z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| 图像里包含的区域属于身体哪个部分? | 大脑 |
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KoG3ju9QRWnVQ0gUE/wAOe9AF3w7D4SM0a6jbXMzDtE4X88qa7P4rfBvwp8SPhPqfhHRvONhr2ktGFlk3PBcD5o8lducOqNjjI47mtvwL4V+FmiyRnVvtmqYwZTayLAB7DcGJ+vFfR/w48Dfs1+PtLt7Szv8AUtCkLqFjvys0ZbAGd6qpUcehoA/nzu7drS7ltGbJikZCcdcHFR19Jf8ABWn9n6w/Zq/br8ZfDjRtGNlYmS3vbVftXnLL58EcryK2fus7MR04IwMV820AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoT/wAG5cZl/bjtPPnEcUHh/VJw8gyiFDZlifw9x2FfntX6F/8ABGPwJ4u8Cah428fz2Xl3kPhu0GmhJQ2YNQMchbKklSY7dSBwwBzxigD9Ff2gPGml/EzxXqF7daBbRS+aRa3MAMOTnOQgJUfTv165rxK7tra01iC8nsysy/JKGA4POPzA/wA5ro5fE/8AaFyZJ0Y7xskSSQt9eWyTXN6try2Fvd6JPoceYZVubO4iXY2OcqccMPm9OOaAO3g0/wAB+ILaCddZg0XUhKqwtKS0Mr/MSGbPyHG3HbIPTiuf1NNF/tSXTru1WZSwWOaKTAIGRnOMEEZNU9c0y8vdLtb/AE5W2iVHCbjhsnoOnqfzrS8UQaL4W1y0vdLvIru2u9PguJIkmDPbFowSjgE7W5DgEA7XQ45yQCSbwH5/w28S6vaBSsE6hMsASAg/P8K+eJQDd7VJJyT8ozzn/PWvu6f4eWlx+ztqeqWFn5ou900eP4lMac/z/P8AL4t8YeHZdI1tbSCIrJ5hZ0CHJGRgnnA/z70AfYf/AATih1S+0a+vbaCeJonCrdGAqqqD8wUsuGPbjpyeOM/Zg8EW3iPw7NDDGUVWRApJOA2O55zyT+VeBfsDeG4PCfwh02RbMs91B58xK9CzHH4dK+0/BPhNv+EKtXu41E19fxsR/dUY4H0AoA7rw1pEHhzTYdJtmTyoo1UnI4Ar8+f+Co3ilNA0XXnu5/LN1dLGiZ/hLbz/AOOj9a/RPXILe10S5aWJSoQ7cjqf5+9flL/wV81KNorVp7iVyUkLq0mTuwV7/UH6UAfnpE88ds0zDq2SpqvIbi6iZ7eEkA4HPf3rSMMElqwkhOMcAMAO3H1o01obGCaWSFTGwICOff2oA0vA2p6ho10L69uV8hTzvUN07AHrXpPh348alrc8elaNZ28EMcoHmQ24U5HuK8b1CZJ2EULqodsFY8kj869i+CvivwX8PLK1lufCdjfyrOGdbkMSwyDgYIxQB8M/8Fjdb1zX/wBsSW+8RyO92PCukLI0g5IFlFt/8dKj8K+U6+qf+CyfinTfG/7cuueLtIhkit9Q0XSZ0t5MZhLafbsUGABhScD2Ar5WoAKKKKACiiigAooooAKKKKACiiigAooooAK/Vf8A4I93fiCX4feIrfSbZvtGtQaJaqG53RW9gv5jPb3r8qK/YD/gi7a58B+G9Zs0Uf2nIQUA52W9pFAW/wC+4pD+dAH0BfeF4LXWF0LxTpP2Oacny7iOLyw7/wAIORgjjnbz3OawPEE2haUbTVtY8NNdS2reTcITgMmTx8u3J4xmvafGvjDSfFisk9u6yLPLDFPDGGUOhAKyBhtAPBG7g9K848c+KvNA0rWdMsWfyMSreaewkbB+8HjliLL93DHfznLHsAJrfi7wD4f8KnRvCnha2RL15lgv9QgldltxK6DKPKUfKhMABc7jnI4rmPiN8YfHHxL8Lad4V8VzaPImhvNHbXOnaQLSWYMRtM5UlZT5axhG4wFK4+Wo5vij4X1Lw2fCOseFNPL2JcwXkL3EUyxvgk4aVkIVkVvmDHBbkYrAa8bSne9tLBjIzrGm7a6cNxlWHzd8ocg45PGQAfXf7K2oab8Sv2f5/C9pMnnWds9vIjJ8wYIGG72PX9K+SPjn4Ze4+ISS6WRAba5EcsEkieZGw5K/L9G568V9HfsD22paJdeM/GtxpxsNKl0+R7ezM2VV8uFGSB0DgZwOledfBf8AZ01745ftXaRoc5LJNevK1umDvVDz65HOSfrngcgH3X8JfAmmeAfhJ4Ygls1hkOm2xcEcgtEh5569OPb617R4D8S2Ota/pHhSKQjZbTSSkLwNq7f5sPzryf8AaZ+JvgvwLfr4da8UW9nAsKKGGAEUDP6GsP8AYq+OugfET9o+bSba+JS10CSOMFsAu8q5/IBefb8AAfX2v6WbnwvJtUFthOCTntj/AD71+T//AAWn8KvYf2Fq7M0Ud5bTxybx/wAtY5F29O+Hx9FFfrzbxW0sC2rBiCh+Yr06D+X8q/Of/gvL4FtYP2dtG8XBcG18Ux2pc+kqMxH/AJDH60Afk3HDI9hkcsqDAAPYgZqOwkkt7SRBBFKoORuPOeemKu3SLbW/lq+Mfwg9f881k2lwlhbPJONzuMxoB056k/5NAGp4c8Jar4qvlgs5LdSx4EtykYP/AH0RXqejfBaHwlaR+Ifidqy2Nih3JFDzLcY7Rk8f8CGRwa8b0Sz1LWLrFvA20DJwfu/j2rp9A8IeI9buxZyrdSxw/eViSi+vPQCgD5H/AOCs2m3WqftIL8U9J8KrpnhvX9Js7fQVW58wkWdpb20iucA79yBz2xIvPUD5br7l/wCCv3hX/hG/h78KZDexyme911SkXITamnHGf+BV8NUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfq7/wAEE/Gbp8Ir99ZuTIui6zqdvp0W4kxiS2tX7njJd/QV+UVfcf8AwRB+KOk+FPip4t8E6oJs6jptrfRyBR5cccMjRS7jnOSbmIjgjCt0wMgH6X3/AIo8S+DYdZvPDcnmWmqeUmqW+P3czKpkGT2ZTMSCOQTXmmtfFW/tvk1DTlu7Mtua01CLzFXt8ki4kjPX5lKsOea+itJ+FWn+L9H+1+FtQt57eXL7YZ1OWPr6n61x3i/9jT4pa5HJbeH9PtEt5gN81xgKgznIP+FAHkkOj/DDxbbp4o8I69cadeWvzzaXqlwj88DdBOdgdT/zzk2so2gvLkkU/D/hzUfFPxE0/wAEeGHWOxnuBN5XnrKtuSHyA6Ha4SN9owSAdwBOAR6Pp/7D2jeH4/s/iPx3cGbrItkiomevGc/yr0z4FfCD4XfDTU7jXNKc3V3DCxkuruYM20c4XhVGeMkDoaAO21fw9Z+CPhlp/gDQEX7TqsypOSwH7qPlicepIH1x7V7pYWvw4/YL/Z+vfjx4piii1++01rbSo9ihxLKAXwevyr8p7ZOOoNfKTfFu18R/HDS0vNTEVtHcxRK7jKxxht8jHjHQAD3P5eQ/8FRv259S/aU8fp4T8MXpTw9oUfkWccTnZI/QuPXnPPckmgDi/jp+1l4p+LWt3niOS8lWOQSyLGG4Ea/Md3PPAz09a0f2Xv2lfFX7Nvxv0rx5rkjSWcoigv8ADcIGbOTg8HPY14Z4OurgaXdx2xaS5/sW52GMA4YxNg4wcnJHUevSt74oX9kdZ1nQ2ciSWKU27joTHKwHX128Hr81AH9F/wAGvH/hn4weB9P+IPhDUI7i11C3WUPGeVbaNwx65r5K/wCC52gQ6r+xLcwx8y2ni/T72L12IJVbp7SfpXyZ/wAEfv8AgpJf/CWG4+CfxGvZTYu27TrknOzoNpBP+ea9Q/4KxftYaJ8RPhLF4H0G+WRbq4Vm2vzjhqAPy11uYkO6FmwSAXOMngd6yFgeZjmMEb8jDdc9O9aGusq2bo74YnJzwcf5NZ+n315GogtpZxuOQiJk5yeBzQBetY9XWI7cQIuc7pFGT+fNd58H7C78R340u78RQWSythZLmQhD04yAcf8A165Pwt4WbXdWW41WG6U7wXEkgw34Y4r3f4a/AXUPFUTP4T0SW6lQbXeFCQhoA/Of/grj4q8Sw/tQyfBPUNWM2neC9MtRZww3Ylt2mvLaG6knTHAZkkgRjyT5C+gA+Wa9I/a8+K+hfG79o7xR8S/DEMiadfXUUViZXy0kUEEdusnQYDiLeF6gMAc4zXm9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXqX7F/xUtfg/8AtKeF/FOr3bQ6XPfCw1hjf/Z4xbXA8ppJGwQUjLLNtYYJiHI4YeW0AkHINAH7tad4VutItV17wP8AEW60KYDn7Re7EY+m5f5FTVyP9o39ofQbFrD/AIW1ZXOwEhZvLckDnqijP618nfsMfE3xt+0f8ALAXOpv/aWhzf2VqF3cSEtOY0Uxy7iWYlo2Tcx5Lq56V6B4u+FXxE0fz4bzU3RYxmXfJk4xnuRnj09aAOs179rnx3q00o1jV1E27bvjPDn1HBwPqKn8M/tH67cWU1jFM7O6MXkMmAijqSeB09fUD2rzf4f/AAktfEtpe6trF1LFFYqWlkZWPfCj5emW4545AzyM4niyz0jRb5LLTyXKp88mcZI7D0+p9aAO+1HxHrF7evdJrrAXCHMiS/fUkj6ryD19vUGuJ160GqapHpukQtKykGV4myFXIJJPbv8AhUNldazqFxFpWhR+dI0LGVVfaQM8fj/h+UGi61rHw98VreaxZ7o5jtkWVScAHkgjtyf8O1AHYeEvDcuhSXEiQ71NnLsIfqfKZscdDhfr1rf+MXwwvT4z1PTLI3Ru7a/nicklmz5rZDAe+evPPY13/wAPPFvhefwhrepW15bMx0O4iezltYfNVpImizHIq5b7/UYIwciqPxq/bc+IJ8ca34t0S5i0q71K+mmCadHtESOxYKu4nb1IyOffJoA8XtdD8ZeAvEtpba1az2FxKjS20rxshxjOcMAef1ro/HHj7XNYtoovEF/LPIq8PkHAxjOPxrg9Y8d+MfFnihvFHie9mnuHfzPNnkZnYk5JJbkk8cmrPiDXF1G1Mm3DrgdB05PbpQBzeum7kuC+PvHhgMAj+RrsfgZ4h8IeHvEhuPGWh2+pR+WVjhvHdYmbtnY6tj2DDPrVn4Z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| 这张MRI图片用的什么加权方式? | T2 |
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| 图片主要器官是什么? | 大脑 |
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| 图中最大的器官是什么? | 大脑 |
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| 图片中包含脑吗? | 包含 |
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| 图片中包含哪些疾病? | 脑水肿 |
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| 大脑是异常的吗? | 是 |
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| 异常病变在哪个位置? | 左侧 |
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| 用什么样的成像方式拍摄这张照片? | 核磁共振 |
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" | 这是T1加权的核磁共振图像吗? | 不是 |
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vq19pvnkNt27kV16jHv8AWuT+FnxY8d/CLxEz+GdZe1xMS0R5TI9j27EHqOK9Bv7q/bQF1JrkiSSLdII2PHGP1ryPVrdr1rieaZg5k346En16UAerSeJL2/1hvFvg60gsrmYmW4sLQbIt3U7F6Ln+70r3H4RftFHxxpTeE7+0e1uWjEdwccHB7enOK+RvB3jR7K9VZXyA2NwPFfRn7Onww8UfF1dY8U/Day+0Xnh+xFzqVuhwZISceYo74PWgD6t8N+FPDeq281reTx3DtHiTcPUdcdau+DPgN4z+3fZvCd0bu1S4JZpHCOgPQNnjH0ry34b+OtZ0zWBHq9nIlxFhXwNwP5da+jvC/wAULXQdJTWvEkMcKSINkTLtaQD2PagD0fwJ8OF8EaFH9o1GBfKDG42nJlkwcKAPeuS+IOuXVgo8P2kQa+u2yyIpyik9/SvPvF/7fnw28NTNZx2kZm3YjWAjAPbJ9al8B/F3SfibfPqenQeVc3DAPMzjcRjoKAMr49+PLT4c+Bp7q28s3UUZCMO74/kK+MvB2sw+JfGzXvizUyPPkDtM59+Qa98/bg1iLTdKi0Z5WU3Up4HJ96+VL1rGHM81zIgUfL5QGWPfqcUAfoT8JviJ8KrbwzH4f0jxXZmZYtuBMuScV8W/8FC/hH4qsY/EPiHR9eGopfxSS2se7cRxyo9sV5cmrfYds8cZGTlX+0Mjj05XvW34d+JK3c62esXt1cQg4Md1OZMew68EUAfDX7Qni74Z+J/BeiLPMqX40IQSQlBvhmRjjk9O4+hr52r6H/4KBfAhPht8Vr/WPDFlu0i4Ed7DJGjErDOeNxxgBZAU7cso7188UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdv8CNH1bXvG9po9pO0NrdXcUd7IqH5k3ZK56dAT9Aa+8v2QL6xg8ba1+1H4jtI5rWGWTSvCGnSfdkjjAV5D/s9vqa+L/2aIv7L8P8AjT4gSsNuhaKPIz2uJyYYyPf5mr7l8F+DtN8OeE/A3w1luHht4tHt2u5VGNvmBZHbHfmQ/XbQBf8AiXrVjf6zL8Q/h/MLGRxm508ScRseu0+h7Uz4SfCnxT8YdUt7fTDNNJcxNKX3DZEFxndn69O9bep/AP4dXl5LL4e+Kts0Zc4a7WSFj9QAwP8AOk0r4Y+Ifh1fx6noHiK01C23DzE0283BRnOcMqlWzQBb8U+DNX8HfbfDup6pYyNZwBy9pch1wTjB9CO4ryK7mRLqSOO4LDec8Yr07xvpVxraz3MGpeVNOX/dStgyYGW5yRn2zn2rx+SWVJZVmQfK5BOfTr07UAUry9tYL4RROVZTuAVRyetffH/BD34leH/Dfxa13QfFckYg1rSPsamQjDbmBA/Svz7vIfNuDJap+8J+XcfavW/2bPG154D8YwNb3TRLCQ/mK+057c0Afqn8L9U8H/sp/tkT/CrxvoWl3vhnxHdtPo/2u2ST7K7cuiOR909QD0qr/wAFldMvPhf4P0n4heH9Da00bUZ5Iknht9qZAzgY4xjP5V8efGj9olvjLo2lakuoTW+r+HrxJkv9+4tGG+Y569Cfzr1D9qf/AIKBj49/sn2PwL8X6j9vjgsYHsri52lhIkYAwRyDkHOf71AHxBqnxWEespe31xuBfKIT0b1PtXtnwo/aMTwrrGk3f9sRCMSIzJG/Ge9fIWoRumoNbyjLISNwPOP61v6TrDLpqBLlSEIOwN3/AKUAffP7Z9zbeNNK0nxlYTB7aW2DLIh4DHr/ACNfNV7pMep2F9efbFjFrZNLGr5Jc5ChQPXJrD8N/Hrxpr3hy18E+INWkeygBSzG/lV64q5qGs3elW+/R1UQyLsuZHI5UcgD9Py60AcV4tmu4tUh8P6ddO7EgO57kdcfnVrSBFY3CwM6GRXGGZ+M+/51Umt7/UPEq3dsgJywaXBwpxk5xVO1mtINQY3MpkQZ3Nngt3FAFj9qn4Y2vjP4JWvjvxppTOmi3UcV3tJ/f6dNKiFgR1KO0cgHqpyMV+b1fqPp2h33xT8Oan4Iu2c2Nxp0iJAz5UHA24H1Ar80PHvgrW/h94pu/CviC3EVzaysrqGyODQBj0UUUAFFFFABRRRQAUUUUAFFFFABRRRQB1fwltfEnirxVYfDTRriXyNc1O3jubeIf60hxtz9Ca/bPxL+wxNr32G4bx9omlGPTIFjk1XUUtjGAgBUhyM4Pcda/LX/AIJVeEdM1z9quw8VavZJcReG7STUYo5BlfNUYQkdDgnOPav0G+JvxT8Q/GPxTJf6t4pEUqsEHmoqRADsMYA/GgDL8efsq3fhO4nbwz4/sNZtoX2y3VtcdSQNxAblgCTgj0rj9Y8N+IPh9bRay/iCK5spCFmt4pAXjx3Poe/4V11v4D8V+IbO4QeM9BtYI5vI+1y6vCjSPjOAoOSPcivP/GHhnxd8OdQ+y+IofNtp+PNjlEsUw9VZeD9ODQB1OvaTB4g0K31Fr3bIVaRXcfebbjIYe1eK3KSWur3dpKwLI+Dg8H0r2L4WQ6nqGoQeB4k8+y1YMtnJIpPkSH37D+VeZfFzwrqvgTxo+natp8ttMJGWaOTHUHHUdRQBiXFgI7v7X0OMkGtvwojRs1yDznJf0Hp79qyrQz6tdR2EZLO7BVUd69JuvAx8M6L9qu4xEsKDeT1LHtQBp/CLQNS8WX2vWiAulposrgIcg5xzXmra1eT2baUWKpA5Vk9x/Kve/wBmzxx8LvhXo2t6t488QQR3usae9ta2qnlQfX0rwzWoNLk8T6jp+lX6SRyzmS2mB4YHtmgDlb23Wbc0kYLBshwec+n40tjbtgTRx4XB3Bq0bjTbm2n23DEHGVwvShj9mhYNHhieoXj+dADdJnaDUUckR/N/Ceg68V6v4Q17RJ7J9O1DSprqOUj94rYZO24DvXlehQLqOtpGMYUgLn1+leiSavZ6XYSWEyAbYlxImAMZIKk9unX3oAv63HofhmKa3069EjTjJdjgoCMYHqcd65B7zTJLmOxg0SJ3HyjaWyfrVqz8J6/41ujfkC3tM8SyygZHt7Vd1G98KeCrZtKsIZTft1u50KoR6DPNAHbfDiOzg1m10eCaEXFxgNHbqxC+gz7Gvgj/AIKU+El8LftNai0cPlrfQrOUx91jw3619zfCvw1ol5qMN5q/xAgt5XkBhtbdWeWZv7q44BPvXwr/AMFMvEOt6x+2P4q0rVra7tk0hre0tLO+RVlgT7PG5D7eC252OfTFAHgdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfUv8AwSv1u9T4w6xo0ECc+F7tkcJ8w+7kk+gr6ztU02W1v4LzxLDYTRgkeeuTId3IAH8zXxh/wS88T3nhb9qqzvoo4ZrX+yLs6haTZ/0mJUD+WMdMsq5/2d31H2D4lbSNZ1m61zU9PVYZJ3Z0gHzKS2cKCfwoAq6SPMb7NJrSyoWJDKpXJ7fSuhk8Y2eieG7vwt4g0Vb62ulxHLL8xgfs6+hFeY3N5Fb3nm6Za3KgfwO2Pwp1z8T9WtCi3mjxsRjmZM59/egDu4PFV94X062t21ee+tCoKxW4W2RuMbi0ah2PqC1cH8XvHh8T3cKCKCOOyBjiEEW0tk5OT3OR61Bd/EbULrTzDBYJEud6lF6fT0q7+zz8OrX4qfGDTdD8RXCx2ZuQ8qMeHGcnP5UAfTP/AATu/YK8UfEjwtcftD/EHSnSyb914X0w8PeyDjzTn7sYOADyTgntXOf8FEr7w78GtRj+EGn6na3niOQCfVYLAExWK9VTJ5Zz15xxzX2f+0X+2P8ADv8AYy/ZxhtvDklpLrkditp4d05VHD7RhyvZF6n1JxX5FzavrnxG8d3/AIy8Z6rLd3+oTS3d/eXT5eaVzk5J9fToBx2oASG01TVInvJQ7sAxkdjnACsSf/HaS4g1XQngadiJE+fbg9CBggV7B4CvPh5oPgXU5ta8M/aHlsCFkRipHduecZXIyORn3rP+K8Pw+1uZZ/DiTQN9kjXMwU7yFC54wV+70560Ad/+zd4H8A/tJeF9QsdWdbfU4IEiyoyVcnG4j09/avH/AI1+AfF3wW8d3nw/8Y2LQ3ULlVkGdsq9Qwz1BGD+NZvwU+LfiX9nr4qWfjfw8xkjt5gl7at9y6hz8ynt05HuK+4P24pvgx+158BfDPxQ8Bog1y2t/wB7InVVA4jb02+9AHxB8Pbq00y4kvtRjMoKHYM9Dg8/pW4XutZuFvprNpNq7AIo9xVc5H4Zrk9KkvdHumt7qPcY5CpGOBjitm48frbui6eBFtUK+3gDHGaAOwtV1q3svsv2k2pOMRKuWP4jpWb/AGHoayma/wBbDyknIJLfngf/AF6xE8fW8ySol47l+RjnnmmafrCy5WKM4z98rzQB6D4D0i0n1iBI9Sc5Y7QowPunH8q+DP299buPEX7YXj7VbqQu51wxbj3EcaRD9EFfa+j+LdP8Lu3iTV9QWKx01DdXMh/hSMbj9SegHc8V+bnjLxDqHizxZqXibVNUnvbi+vZZ5bu6ctJKWYncxPJJ96AM2iiigAooooAKKKKACiiigAooooAKKKKANfwJ468U/DXxXZ+NPBuqvZ6hYyh4Jk5z6qw6MpGQQeCCRX6beEPDd58V/h34d+J2haTcRR+IrKO4S13q3ls6btp/I+1fllX3L+wr+0b4h8d/ByP4MXWsyR3/AIUbdYsCQZbNjhRkKFXYTtGSSc5oA9g8QyXXhKZYtbtoRKvRCi549eOtcD468YL4huVRbJUXJPyg/wBK7i/+HVuxOteM/E4Zm+aO3E252/DPH1NY/iZ/B+j6ebWNYFk5KqOXNAHLaTHrk+lPK07pap0EkvDewB61c8PeKr7wdfrrOkN5V0n+olXIxXPvfzM5uJ3IXdlVPp6Cr09xBfrFGDnCAKFPPNAEnizxB4q+JGutrfjHxDcahcKNsXnuTtHoo7CpfD3gDV/HM4TTp0tLeyGx5JGC5J9fWpo/h74lOg3HiKww6W2BPHj5gp4H61neHfEeo6XefY7eEiSRh8m7AJ9xQB6bF8MPF+l+GbrTLq1mlt1hDSXUa71VNwycjIx/jVHxp4EsdWuZby51AWm2NVh2g/OR9OldD4R8Q+L10i9tbaKdEmtws0aE7WQkZyB2+tct4t1y5S5mS+JVYmOeeAR9aAOJ8Q6Q+kBdMuJlk2vnzPXNdP8ADr4l6r4WsLnww944sbpNrxByNp9RXO20OoeJb2S7WCR4w2FOCRitHxB4IutF0seIfOAQMFZN6k5IyOAfSgCrqwihuWZfmjYkggdaoaPpK6zeutplsHcysmfwq5PJFcaUrSg4wVVv7pxmpPA8ljbLITdmOck7W6bh2xQB0+mwWug2YW88LrHxncV5b8CKv6h4XttS07+1rWJYAnMttHyy/wC8Tj9KoSSeILzakV6JoyfuSHOPxrpvBun6jNiS9sy8QISdjyqg929s4GfegDw/9sHxXbfDz4BXdncaNJNJ4nk/s+3ZXCrDgby7dycLwAOvXFfD1eyftw/FW/8AiB8cdU8P22qSSaR4fupLLT7YP+7RlOHIHrkYP+7XjdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXWfBD4kXvwn+J+k+NrSMyJb3AS6hBUGWB/lkQFgQpKkjOMjrXJ0dOlAH6l+Kfh5aaHqrW17cvcsrEn7Mcgnt2GR71yepfDiKy0ufxXrMEtvb+cUt1PBlbGT+WR+deZfsmft3ReKZtI+G3xem/wCJ1EVtNH1p4wI50CosUMvOS5IIDEcnAzkgV9EfHbxXceKfB2n2kdils+mB90cSgKSzgk/jgUAeYP4PvNSv1N+kcUUaKXCLjg/pnpR8SPC9v4SihvbK0MTo2CQ3DcDn9a9A8C2J8fa9o+gwMFSaOMTt/cRSS5/Ksv8AaOu9NcfY4n5+1P5a9whYYH5CgDofgRp0msaXcadfz7zqenvES/8ACxBZP/Hkx+Nc/wCLvhFPNp91dabbFL2xlBZcYI5YY/TFaPgabUPD+iWRW3dGWBXO4Ebl9fw7V29r8WrMkf8ACbaUt/aSvta8gYJOo9Sf4j9fzoA8/wDh1418RW2lXllc6g8a7FhnjAxuXIIH5qKxU8K6p45u/tFwkrxS3bKoXp7sfWvTrmT4N3HieKTw6smoQSazC8lvLF5Lyx7X3KzKSABnOcVha74xm0GOW10LT0sYSzLDGp3MM8ZLHrxQBCfAsfh3Tns9ElS5giP72SHs2OQfpXnvxMu7qO5Tw5aymSSSRcRqeF6dfyrsLLUNXgT+zLfxE091fEBrWJCcgnjJ6ZNcl430W+8IfEIadq423CzKZATypyOKAMzxD4P8RaHOmiz5kaWFXbYeB3H6GszR9OvdRu2tIgzNDney9B6V6n4m32+k2+uSRbj9mKbj/s9DXN/BaB4Hu9YuQAlxckEOvUd+tAE3hvwv41WDzdK1OCRNu4+ZIq8A8jJ//XV/xT8WF+DXwr1Xx/4t1CMQRW5FnZPMEF/cYJhh4GSGdVYgfwqx6Cuk16z8M+GPC9546vLj7No8EgFwA+92c9FC988ADvXwX+2D8efF3xY+IE/hzULGTTdK0aYx2OlseQf+eknq5H5UAeVa/rd94l1298R6o4a51C7kubhlGAZHYsxH4k1UoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAJLS8u9Pu4r+wupIJ4JFkhmhcq8bqchlI5BBAII6V9sfsr/tTWXx50dfhd8RtSjtvFkcYWyu3wqauo7egm45H8XUd1HxHU2n6hfaVexalpl5Jb3EDh4Z4XKsjDoQRyDQB+1/wf8A2etN8HfAbXPjx4kaZJtPt/Kt7FIWX52OOXIAxj09a+VfFutQ+L/GS3uryeVbGcs/lrnAz2FfL3w9/wCChH7XPgW4isrz45eJdc0Ir5d74Z1zWp7mwuoiMFWhdioOOjgBlPIIr6h+CHx9/Ze+OV/Ztrevf8IrdTTiOW11ZQ8RfA4Dqc4yepWgD0jxR8YPDHjDTbO38P6M8I0myW2SV/vyqOMtiuPsZdQS6l3MJbeUZaFzW9bfDK98P+I5tX0eKG+0qWdlhktJN0brz0x2Iq3aeE4dEWPxB40g8jT5XxbmKQEt9fQUAWfAuhaVpmk2uuagBFNeXjxwRn+6I2JasPVNAv8AW4DdPe+WiZLLM/y49Qa89/aS/bl+Gfwy+Jej+CvDuhXusf2WM69MR5KW3mJwkQP+sYKwY5wOQM5zje0vXdI+KHhtfEfhTxPBfaWMeY2nzbvLJUMUfujAMMq2CO4oA2/D3iHT/hrexa1pEP2q8yCJODsI6Yzn865/xlcSeKvFq+Kbq+Ja4k8ycltxUnk16t8CvgdpvinwX4g8f6dfeamnRi3+zzIS6vICEYe2QeawfiB8Pvg3+z78P5PiF8WPifpaPdybLLSobpftMkpUsFKn7vQ+3BoA3vHmneEB8JtFv9P11bnzldLuJE+aMrjjGcnOfSvNbnxD4a+Gmi2Nv4kS4uNQu3P9naHYReZcXB7nGQFUd3YgD1rxH4o/t+6z4c0CDwf8OND0Ji7POuopKbh4lJ2qjfwBsDOAOOPWvmnxh4+8X+PNdm8SeK9euLu8n+/K8h6dgB0A9hQB9K/tC/tdeKfDvii18OX3hvSzb28LTx6LZawJmtZiP3ck8kYZGcA7hGD8vGeor5b1fV9T1/VJ9a1m+kubu5kMlxPK2Wdj1JNV2ZmO5mJJ6kmkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKks7u5sLuO+s5mjmhcPFIvVWByCKjooA67Tfj38aNGs20/SvibrNvAz72ihvWVd3rgV1V3+2n8eLrwofCI162jha0SB7pLXNwSowJPMJJEnU7hg8mvJ6KALOr6xquv6lLrGt6jNd3U7bpri4kLu5xjJJ5PArZ+HvxY+Ifwqu7i78A+KbjTzdxhLuJNrRzgZ270YFWxk4JGRk461ztFAHb3H7Sv7QMz3Zt/jN4lsor8obu00vWJbS3l2jC5hhZY+P8Ad6knqSa5TXPEXiDxPe/2l4l1281G52BPtF9dPM+3JONzknGSePc1TooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=" | 这是矢状面吗? | 不是 |
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" | 图像中的器官是否存在于颈部? | 不是 |
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| 图中异常位置在哪里? | 顶部 |
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| 图中是什么器官系统? | 头部 |
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" | 图片中可以观察到脑水肿吗? | 可以 |
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| 如何治疗这张图片中脑顶部的疾病? | 药物治疗,支持治疗,手术治疗 |
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| 这是什么类型的医学图像? | 核磁共振 |
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| 这张核磁共振图像用的什么加权方式? | T2 |
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| 扫描的是图像的哪个平面,横断面还是冠状面? | 横断面 |
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| 图像中的器官是否存在于头部? | 是的 |
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| 图中脑水肿在哪里? | 左上叶 |
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| 图像中的主要器官系统是什么? | 头部 |
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| 图片中包含哪些疾病? | 脑水肿,增强型脑肿瘤 |
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| 该图像中有多少种异常? | 2 |
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| 如何预防图片中大脑左上叶疾病的发生? | 注意饮食卫生,加强身体素质,避免脑部外伤 |
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" | 用什么样的成像方式拍摄这张照片? | 核磁共振 |
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b3NxqFrsYbmCvnnt7ZoA5jR/t2kakNRtrdZNhARR0AHsK7a/1HVPHkMKamhYxBVXaMlP1q9o2leB7u1ZrNzJLEp8yIZyjY7E9ST6V638CNCs/Bv2fXdX0ow+V+8lM0eevIyMdqAO0/Zo+EXjXWvhvrszaDPNHZ2nn27tCfmlVchF496+e/jT4V8Q6P4nW+1SxeCdpPMaQrwSTn86/V34EeN9L8YfCyDX/AA34fimspN6tIcQu+373yY5yOOa+Svjt4o8K/GW5v9C8JaRbBLS7kje1mC+dDICVbHqP0oA+JPGd/qHiRidWigt38rEsoGBt7H61H4Y0C2hsZNTtLK+1Fkjwgt7MkZ7HJ6D3r3j4r+D/AAh8GJ7G7vrGR76+hVbeJ4VdCF5cnjC8kc5rmZofiP47046vYGVbNHMQe3AQHPO07cdqANjwLcxW3gxNNvPiDqGh6jcR5t7TSrMSSRggcl24BJ4xXZfBj4b+NtT0KK18c3YluItwe5WHyxMNxKuRwA2CASOtYHwf+FWtW+uLfamI1JAIG7IwK/QH9mT9jmy8aeH9P8c+L9ZLW10pK20ca4wDgd+eRQB8uD4PeH/PFtqFl5pVc7WXdz+tM+JHgP4f6V4TN8bqCwuIlHlEyBc44IA79a/SLVf2UfhLp2gSPa2Nuknl43xgZ3f8BAr87P2yvgLft8UW0bTtQc2ceZBEHI7kEDAPUAUAfkt/wVP+CljosOn/ABQ8KaPFFYPfG3umgQAI7ITnjsdgP418X1+2P7S/wHtPih+zX4k+Ai6TFHdalCLnT7lySY7yEbo2ye2MjHvX4q6rpt3o2qXOkX8ZSe0neGZD/C6sVI/MGgCCiiigAooooAKKKKACiiigAooooAKKKACTgDJPQUAfqV/wTz8D337JP7Nvhf42fDWS6sfGPjS0fUbvxDHEY7mC2Mvlw28TqTtj+QvkHLFiTxgD0f4z/tN698XLcW3xAWG8vtzA6g0X75ixGWdiSW+6K76f4peNbb/gnf8ADL4c/EXRPDkHiG10a1k0610q0ZJ7LTpbRJI4bgPyk4kYhlxgV4jqPwk1y90dPEv9nXciPu82RYjwfTj3oA9C/YpsPAp+M+n2fi29VLcygRyNjb/e59uK/RH/AIKLXvg/xR+zNe+GvCPiCyuZNEltpJLW3u1dogcKoYAnb8pJ5xxX46Pq2p+Dtdi1G1keNreQbyCcgZ5xX21+z98ZPhl8SP2cfGI1URW/iK70xYblokAa8dADHOxJ3FgAQe1AHy54tGni+t5njYQg4cg8g55/Squu+J7bX9UJin2WMCrBDHEM4x/EfUmsrxjeyrqM9isp2TXJMeG5HORVTwNb2KLc3OtpIiKcwurYBkz/AIUAd5pFxEPDja/dQx+faSD7ONwVnwe49MVt/wDCwfiN4thM/iPWUsLUJm30m1kUEp6uepzXlHjX4hQ6FpMsOnxs0khLBmOc+9ee+GPFvia88SxarJfOAzfvQ/GR6fSgD9Tv2avjk3h74N2mnLrESw2gklEgkyFcxkZP4jvXy74Z+0eP/GGqan4e8YtYXv2uaWynFztWeR3JKOv8WSa9O+BHwy8Aa/8ABGYXGuzH+0rHMzm42rCcbgAOMYJr44+N3iC98BeODongTU2W102Uq80Ux/eyBjzkfQGgD3H45+NfFPiPU4tI8WzBrnTrRYTEFwI3z82MdckZrR+APih9FuHgknyJUKyxu/yMCOwPfjrXBfDHVovjMTqevauLeUIv2yRk3EnoG/x+tem6b8KvDWg3aRDxZvaMjzTDHjBPIHJ9KAPa/hHHaatqCskLAO5ESr1zg5Ga+0P2T/iPJ4a0t/Bmq3KxxwsZLfcw5U4P+NfGHhu/0bweunC3niaGZA8dx69iDjoa+mvgRd+GLqE6nqGpQxylduBIMgf4UAfT1z4jvvE1u1tYXYFsvMknTJ9M18cftO2UWlfGKG6nuA0UilTubd1H+Oa918T/ABh03S9GbSfDtw6bIiHdDwfoSK+M/wBpC5+IHxB8Rh/C/m3DbCWZnyS2fUn3oA4v41+O/Dnh7X4U0GaOWeJ1MjkDaCGyeM1+MX/BQf4USfDD9pzxFc2lh5Ona/fy6nYMpyrea3mOF7gBn6e/Ffpz8UfA/jvw7PBN4jURGaYiVEkyT9cV8+/8FWPgZqXjL9k7QvjnoukCVvCWupaarc7gGW1u42KnB+8FkjQHHI356CgD82qKKKACiiigAooooAKKKKACiiigAqfTL3+zdSt9R+zxzfZ50k8qUZV9rA7T7HGDUFFAH7xeJk8FfGH4m6b8RPh1aSXPhbW7aC60S1LbSLcxKI0PXG0qQfpXpuv+J31fSf8AhAIvDQhgCny5Ih5aB8Y4Cgfqa+U/2BvEGqaD+yH8N/E3h/Ubu6jj0eRGmmwSHFzMZIxgdFcsoJ5wAK930D9sLwhb6glpr9jcRtkK00sKEZPp3P40AfM3x2+GPizw34muzquiOYzMxUqhxyeDkfWuA8H+MNa8A6iRa6jLGjMVkiBOMHOc+1fc/jv4h+C/E1g+oHSra7geLdl4ztZcf3W6GviX4p6fpuo+MLm40CFRDJMQsadsnpQBzfivXZ5dafVI5gBJgKwOQM+lJZ+JNU1+wjstJujL5Wd4AxubPp9K9s0L9iDU9Y0A63rNybeIWwlWRVJXBGfTms/wD+yL468NavFrum6Y99pzykGbysKMnjPPegDw6W7fU7k2GrWMglY4BbPy/hVLVtHvdNHn2jFmB+QKfyzX1Rb/ALJQ+IWvXFr4a1a203VbZhHf6Zq+6Ni3XMeB864PavOfif8AAHXvAFzcpNd219BBdC3eawfcIphyYyOoP1oA0fgj8Z9X8B/CfWNIub9jILUNBATypbIOOR2Oa8JmvdQ1XUJZL9neSaT5i5JOfXmvQPEvw7124uNJ1XT3l8t5gLwIONme/pVz/hVupal4oGi+GdNuNRurhtsUFpbl5D34C5PAoAzvhF41T4f+LoFvGzbTfJcjs6cZBNe56p4ma+0dvEmlQFbS3O2JpJRmZfYAcgVyXgv9ib4peN9eEFz4Rd4YZVF1LJcLEkODyHyw59sV6J8c/hn/AGF4i0/4b/Du8tJYbXQ/tGomBw4hPPykrxnI4+tAFr4aeKLrxJeQWlrfyPBuDXMDEnavsD05NexaL4q8a/D+7RkM0tpc5xIZDx0/Svmf4YX+paJ4usns13tKPLkxnB78/iK+3bnwTLY/DzTb/VoM3U0QYozcxjt9e1AD/DXjrxT4us/IWMpvx94dCK6nQtGt9A099UuyJJST5jMPbNZPwu0iA2k9y8i8Z5BAI96q/EDxkNF8O3tjA6k9n38gUAfO/wC0t4jh1/xRLbovAlPlFRwAD/WvnH9v8atqX7E/jDQftt0hhaxu47eNjsIjuUL7uenllq9t8RXekHxG/iLxPqUTwxvvjgWUZkx2JzwK8z/a+8SWHiT9mvxtcXtklvYXOhTjfHHlowBwcjkgUAfkbRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH67f8GxvxE8Aa/4c+KfwL+LiWWr6dYi31nR/D1xqCi6aWVTHNNbQs6l0VYEEjLnaXiyPmBr6M/aD+EXwq1n4gtL8NvDF3YQRFQ1hPHlg4Jyc49Mev1r8Qf2UPjZ4w/Z9/aD8LfE3wb4kvdMltNXt0vpLJjma1aVBLEyB0Eqsv8DMFJAzjrX9Bfxq/aK+Dvgbw/oWt+HdMXUdVk0+V5pZsjCuoeEntxk5oA8Y+Lep/DP4afDKKHXPDt2moSxsqxecUUjpnpmvk/SbaHUPF1rdE7IbjUIgQ/IKbhk/Wut+NXxW8d/GnxHcXd6rykMfLiiDEIvOFHWvOdQGtaXJBNNbSxsrAhHOMfSgD9mIPghoLfs+6XAllE8V7pUSyEr80Z2jLg+ntXyB8T7n49/swLdw+FGB0i4AO97cTKqgEg/MMDv0r7t+AHiy0+LX7IHh7xP4YtftYbRogIl+Yl0Ubk+vNcx490z+zfg1r0XxK0KzhsIYGaJ7m3VTGrAqFyeTyf1oA/M7xF+134g1rXItW17SbaaeDhb63BSWL1KkYwa+kf2evHfwp+Kvh5vDmu+H7e6g1rJuHlUCZJFUj5go+YnBO7Oa+L9Y8M2PijxjfnQ49kMl4zRBOAcnpxXeeCdZ1v4bXFutlBc4tLxUM0KkEzsMBc/3fU0AfaV5+yD8FdBhGq6ba3E1nqJMUaNt/dkAkYwOORXl3xM/Z/8ACfwB0a0vPh9qdxHreuoJJ7tCVn060JO+RCCSD29eele0eG9b8a2/wps9U1bR45HngiuoAk+cNxuQ8cd687/aB8GeN7b4Y+KPFl9rrW9xMITa3d3GXxbHBeOMn7uOmKAPmf4g/HXwV4e1seEdFl1C+src4uZ5bt908hHLNyue/WpND+L3h0aBqFjovgqC3uL5dq3YYCQD1JxlvxNeL32hajdFr66tfLkkJYELlXH1xXR/CzwlrvjjWBo/9ti1EBzsWMb3X0GaAPUvgd8N7/V/iTYQWMkc8csPnuFO4qdw4b078V9sfEjw3q3hrw3Y2VxNlkskO4jg8c8c15n+yB8OD4f8QxaRYaR55LrJLdyx/vHHOFz2AJ6CvUv21viNZfD7Q5BqSYkFl+6Zj1Zs8du4NAHE2HivRfCfgm61O8ucSSSlVJbpjqa+Wfjz+1BPqN1J4d8M3ocnIds59R61x3xg+P3iDxLog0jTpnEeSX2t95jxn9a8p0hb6eZbiSNpGZvnYAEmgDs/D/8Aaes3f2zW74zb2JCSYAAz6Vm/t1+LdL0D9jDxRdakzp/aj2+m2C27lN8ryBwBjttjYkd1BHtXUeD9PupEU3OnM29flOMYr5o/4Kk/Hi1h0LSv2adEkPm210NR8QRy27AxN5am3CORhsq7k46YA7mgD4qooooAKKKKACiiigAooooAKKKKACiiigBY5HikWWJyrKQVYdQR3r9gv+Cfvwq/a0/bU/ZE0749+LdFs7jSrLUJNDstTjZlnultUiVppI9oAH7wLvX5WZX6FSK/Hyv1d/4I+/tc+NdS/Yu1D4J+Fri+s7j4a6tu3x3h8u7t9Sku51XywOiSRShiSeZk96APsH4cfB34I/s+2zah4xtodX1h4wRbzxHy7Y846khia+XP2rtc0bxD4puNUstJsbZmlGy30+EIgUHAwo4FdR45+KPjG8WXUtUtijykkF1wWbu1ePnTfGfxB1My6Vp1zezuSP3cTSMT7AAk0AfoX/wRA/aT05dG1T9nbxZqKW8kVyt1oEcz/wCsDKRJGuT1G0Gu+/4LJfFC80z4eaT8NfDUv+k6nM808UZPzwqCOeP7wXvX5keCdZ8e/An4m6V4jvVvNPu7S4STYweGTaGGR6jjIr6s/aQ+Ktv8VNN8IfFq3Y3gsbSWHVjKS7BHUbWPphgaAPHfgHD4O+G/hu88c/EOyYXJmeC1WSPc0LlcrJtPbOQM122jax8KviZpOn6RrnjfSdIeMtI0jhjJcS7iVLAAhAOO35Vz+r+OdLOmmzu9MtXtpUHy3SjYy44yf19q8Z8YnwZ/bCJod09opGGZ5PNx7jHUUAfdHw4+LHxY0z4XQ+FvB3hOLxLcWTNFL5B8wxIW4k9dpyACelZn7Z3xP8c+KfhxongPxR4eXSNRuoFS9063OWOONzYJwSCK+e/h98drn9l/RLnxBrdw9xpsdsgu5xkFUYgrjkY5xXqPgr4vWHxx0aP4veJpJUvtcjMuj2LW+VNmAAkoYHGW9Dz3oA5pfhT4c8Q6Vp/h+O9t4bnTLKR9RjZh86ADue4x+teaaxpX/Cu/G2lePtBuke3hufmZF6r91gQPavW9T+F+k3+qnVtf8SNYpI22QBTuwfYHkVxvi3Q9Au7Sa08IRPd2FhZT+bdMpAdwcqee9AH6M/sseGPD83gy08cR2oWS4tkn39ev4+1fFf8AwVx+N9j4o+Jll8NdCuA7WEIOoFGBy5wyjgnsxr7H+Hnj/R/gx+wnZfEHWpo42tvD29TK20SSbfkTPqTX5PeI/FGqfFD4mXvjDW5jJNf3TysHYnYCxIXJ7AcUAcpP9uM4t0JVf7xBOD9PSvYvg3Do89gtsnhNL1YhmeZJWXb68Dg1xWo6DcWt9JcyxbkHCnsPoa6vwLZ+N/D+mCXw7FKbe6bEjQ5Y464O3+tAHT/t9/EL4J/s1/sM6r8TfA3h/XLT4g6pqtrY+HpvOhls7PMqtNI8bKGIMSsikHIeQNj5cV+Ld/f3uq30+p6ldST3FzM0txPK5ZpHYksxJ5JJJJNfoV/wVn+N3w/ufgPpXwM1HXp7jxiuvW9/9it5DttLVIZAwnA4/eGVGVTz8inGOa/PCgAooooAKKKKACiiigAooooAKKKKACiiigAr2L9hP9qWH9j/APaN0j4wat4Yk1vSI4prPW9IiufKae2mjKMykgjehIdQeCUxlc7h47RQB+2fizSvAvxv+KnhD4bfD/4veFbvUvGs1rF4f0WHxHbG8upJ8bIxAsm8Odw4x1r374xX3w2/4JweCYPhd8PLGx1j4hyxBvEniN42/wBAcqP9FiUkqccHeOea/Dj/AIJ0ftMeFv2OP23fhv8AtOeNfDL6vpfg3xCt/dWMUSO5HluiyIH43ozLIp6hkBHIFfqD8XLu6+L2r6f8XfD9wmqeHvFlumo6LqsTGQT28xyCWycSL910PzI6srYIoA8k8Y+M/EnxD8XT+JfE9zNcXN1JmSSUH8+c16H8GfiFb6DFL4R19RcWOo2zwNFJztVu4zxketb3j74F6d4b+Bp+JN1Dse8vRbaaMjMhQ4kJGcgDNcBrPgb/AIRH4Z+H/H+oW8kkmtpPIoZipiWN9oyO+eooAT40eHLvR7i3s9JuHnspmItI+vQjIz+NXU/ZN+LDeDbH4h3FhaWkF5Kws7e8mQSSqCRu2jJAJHcViWPi2TWNTsFvb5jBDMpVmb7gJGeK9S8UeLfCZFtJafEe61O/ZUCQR2rgRHP3dzcdPSgDl7b9nnxz8WvD/jPwR4tkZp38LyTW+UG1pklRY4x0xk/oK9X8R/CfxP8As6/2d4FbSJbo6VoVlFbARcMpgDsOOOCcfhXW/ssXXjHxD4K8XWV9obwahN/Zkel3cpAZma5y6Zb1UAfjXGfH/wDa4/aWi+I+qzeK49KtmF3JbRQSwrKYljIQKp9Rg8+9AGH4g+L2o2Ft52ufBKwaGHAkuLqaXp7jOM1v3Xxj8C/EL4b2ngb4eeDIdG+2ITr9yhDpDH/y0K8DGew613GpfGjSF/ZKisv2grC01W41LVGu9Hso4kilZNgQ5K87Aefxr5Vs/Hkz6APB3h3TGRBIzbYYsvOWbgM3oKAO9/aY/ar8XfETwNpXwY0PWJY/DehxLHFbxsyi5CBQrSDuRjI+teQ/C3Sb7xV4kh0uy2mcsQsR6sTwKqa5o/iLSddh0zW7CWJ5irhXG0gHPb8K6TxH4T1b4U65pviXTnZWurZZY8DnlgR+tAHd6b8HvHc+oPpdtpztLuIa2lT5j69a5r9oP9oGP/gnj4P/AOEj8b6C9xrerpInh/w5JKoE8uzIlkHOIVO3cRyc7RyeOg/4av8AFHgK0m+JHjdRHaaLayXUsspQPMEQsUXcQGdgCACRk8V+b/8AwUl/bo8Sf8FBv2nL/wCOesaDDpNhDp9vpWgaZBkCKzt12I7ruKrLJzI4TC7mxzgswB458RfiB4s+K3jrVviR471Z77WNbvpLvULpwBvlc5OAOAB0AHAAAHSsWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9i/Zf/bp/aD/ZLW80z4a+Ibe60W/Ja78O63b/AGmyMpwPOSMkeVLgAb0IJAAbcAAPHaKAP1M8Jf8ABVv4Gftb2Oi/DXxlpcXwvuLKaCOODUdWNxpt3LII1kmE5jUwAys2Y33bUCt5jfNt+/v20f2KvBUX7Pnw1u/hh8a/BWs26+Gg082n+JLaaK7lclnmt5I2KSR9ACCc1/NrX2H+xL+118FfBPwah+Efxa8U3+j3sGtt/Z12ls8tsIJcFpJGUExhWGCAGJHOKAPoe50i40PV7uyJUrFLtVlOQMHBwe9aVxeXGnNa61aFCY2BdP731FXfg58cP2B7v4ir8NPjV+0h4e09NSvUtrbXba6e4tbeVjtV3niDRJHk5MjsEUckgCtT48+D/Dv7PHjC/Txf4wsoNDsr4CLVbqYeS8RK7JAy5DKQ6kEZzkYzQB638FPix4gg8LW2m6nJ/Zov9btIbf8Ae/NLKvzx47gZHPYV5L8W9U8QeL/iXPaaizXF9JeSsIkBLM7yYP1JOK8w/au+KGtXn7QUC/DPxjby+H/Ddkga80XUY5rQypkTSCVCV6g5Oexr6G/Yc+PH7GWm+IYPiJ8SP2k/B97r40t7jRfD6ar5t7cXrL8qHaCiMjc4kZc4wMnAoA5LxZrniO/uhofjgyRvYWywRW0p/wBSAeVAPQ5613H7C4+GV78cLfwl8RLREtNQ3wfbGUHyHZSUcZ46gCrugfDHWfi58Qr/AOIXivCwzSNLNJKAAzHlj6defpXn37cv7Z/7Gf7E/i/S9G8ATT/EHxV/Yv223ufDuqWj6VBcgsqQ3LJL5yEMAWXYCVPyn0APS/2/P2ddQ+C3x/i0Y3f2+2yj2t6DkSIyKwOcD+8R+FcB+358UPhr+zz8NPA/xH+IupIraposbaNolsC11ftGwWXaMYRVz95yq8EAk8V+bv7SP/BSj9sz9qT4qXnxZ+JHxt1WG9ntxaWdposgsYLCzVy0VvEsAXhAQvmNulYKC7sea8e8V+O/HHju4hu/HHjLVdZlt4ykEuq6jLcNGpOSqmRiVGecCgD2H9sb9u/4kftX3Vv4aa0g0Pwdpbg6X4esoVXe43AXE8nLSSlSARu2DHyqCST4TRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFWL/VtV1QQrqep3FyLeFYoBPMz+XGoAVFyeFAAAA4AFV6KALdr4g16w0+XSLHW7uG0nbdNaxXLLHIcYyyg4Jx61WilkhkWaGRkdTlWU4IPqDTaKAPbdN/4KPftw6R4L1L4daf+0fr8eh6to76ZfaXuiMLW7oqNtUp+7kKoB5q4kHOG5OfEqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z" | 这个图像是用什么样的权重生成的,t1还是t2? | T2 |
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b3NxqFrsYbmCvnnt7ZoA5jR/t2kakNRtrdZNhARR0AHsK7a/1HVPHkMKamhYxBVXaMlP1q9o2leB7u1ZrNzJLEp8yIZyjY7E9ST6V638CNCs/Bv2fXdX0ow+V+8lM0eevIyMdqAO0/Zo+EXjXWvhvrszaDPNHZ2nn27tCfmlVchF496+e/jT4V8Q6P4nW+1SxeCdpPMaQrwSTn86/V34EeN9L8YfCyDX/AA34fimspN6tIcQu+373yY5yOOa+Svjt4o8K/GW5v9C8JaRbBLS7kje1mC+dDICVbHqP0oA+JPGd/qHiRidWigt38rEsoGBt7H61H4Y0C2hsZNTtLK+1Fkjwgt7MkZ7HJ6D3r3j4r+D/AAh8GJ7G7vrGR76+hVbeJ4VdCF5cnjC8kc5rmZofiP47046vYGVbNHMQe3AQHPO07cdqANjwLcxW3gxNNvPiDqGh6jcR5t7TSrMSSRggcl24BJ4xXZfBj4b+NtT0KK18c3YluItwe5WHyxMNxKuRwA2CASOtYHwf+FWtW+uLfamI1JAIG7IwK/QH9mT9jmy8aeH9P8c+L9ZLW10pK20ca4wDgd+eRQB8uD4PeH/PFtqFl5pVc7WXdz+tM+JHgP4f6V4TN8bqCwuIlHlEyBc44IA79a/SLVf2UfhLp2gSPa2Nuknl43xgZ3f8BAr87P2yvgLft8UW0bTtQc2ceZBEHI7kEDAPUAUAfkt/wVP+CljosOn/ABQ8KaPFFYPfG3umgQAI7ITnjsdgP418X1+2P7S/wHtPih+zX4k+Ai6TFHdalCLnT7lySY7yEbo2ye2MjHvX4q6rpt3o2qXOkX8ZSe0neGZD/C6sVI/MGgCCiiigAooooAKKKKACiiigAooooAKKKACTgDJPQUAfqV/wTz8D337JP7Nvhf42fDWS6sfGPjS0fUbvxDHEY7mC2Mvlw28TqTtj+QvkHLFiTxgD0f4z/tN698XLcW3xAWG8vtzA6g0X75ixGWdiSW+6K76f4peNbb/gnf8ADL4c/EXRPDkHiG10a1k0610q0ZJ7LTpbRJI4bgPyk4kYhlxgV4jqPwk1y90dPEv9nXciPu82RYjwfTj3oA9C/YpsPAp+M+n2fi29VLcygRyNjb/e59uK/RH/AIKLXvg/xR+zNe+GvCPiCyuZNEltpJLW3u1dogcKoYAnb8pJ5xxX46Pq2p+Dtdi1G1keNreQbyCcgZ5xX21+z98ZPhl8SP2cfGI1URW/iK70xYblokAa8dADHOxJ3FgAQe1AHy54tGni+t5njYQg4cg8g55/Squu+J7bX9UJin2WMCrBDHEM4x/EfUmsrxjeyrqM9isp2TXJMeG5HORVTwNb2KLc3OtpIiKcwurYBkz/AIUAd5pFxEPDja/dQx+faSD7ONwVnwe49MVt/wDCwfiN4thM/iPWUsLUJm30m1kUEp6uepzXlHjX4hQ6FpMsOnxs0khLBmOc+9ee+GPFvia88SxarJfOAzfvQ/GR6fSgD9Tv2avjk3h74N2mnLrESw2gklEgkyFcxkZP4jvXy74Z+0eP/GGqan4e8YtYXv2uaWynFztWeR3JKOv8WSa9O+BHwy8Aa/8ABGYXGuzH+0rHMzm42rCcbgAOMYJr44+N3iC98BeODongTU2W102Uq80Ux/eyBjzkfQGgD3H45+NfFPiPU4tI8WzBrnTrRYTEFwI3z82MdckZrR+APih9FuHgknyJUKyxu/yMCOwPfjrXBfDHVovjMTqevauLeUIv2yRk3EnoG/x+tem6b8KvDWg3aRDxZvaMjzTDHjBPIHJ9KAPa/hHHaatqCskLAO5ESr1zg5Ga+0P2T/iPJ4a0t/Bmq3KxxwsZLfcw5U4P+NfGHhu/0bweunC3niaGZA8dx69iDjoa+mvgRd+GLqE6nqGpQxylduBIMgf4UAfT1z4jvvE1u1tYXYFsvMknTJ9M18cftO2UWlfGKG6nuA0UilTubd1H+Oa918T/ABh03S9GbSfDtw6bIiHdDwfoSK+M/wBpC5+IHxB8Rh/C/m3DbCWZnyS2fUn3oA4v41+O/Dnh7X4U0GaOWeJ1MjkDaCGyeM1+MX/BQf4USfDD9pzxFc2lh5Ona/fy6nYMpyrea3mOF7gBn6e/Ffpz8UfA/jvw7PBN4jURGaYiVEkyT9cV8+/8FWPgZqXjL9k7QvjnoukCVvCWupaarc7gGW1u42KnB+8FkjQHHI356CgD82qKKKACiiigAooooAKKKKACiiigAqfTL3+zdSt9R+zxzfZ50k8qUZV9rA7T7HGDUFFAH7xeJk8FfGH4m6b8RPh1aSXPhbW7aC60S1LbSLcxKI0PXG0qQfpXpuv+J31fSf8AhAIvDQhgCny5Ih5aB8Y4Cgfqa+U/2BvEGqaD+yH8N/E3h/Ubu6jj0eRGmmwSHFzMZIxgdFcsoJ5wAK930D9sLwhb6glpr9jcRtkK00sKEZPp3P40AfM3x2+GPizw34muzquiOYzMxUqhxyeDkfWuA8H+MNa8A6iRa6jLGjMVkiBOMHOc+1fc/jv4h+C/E1g+oHSra7geLdl4ztZcf3W6GviX4p6fpuo+MLm40CFRDJMQsadsnpQBzfivXZ5dafVI5gBJgKwOQM+lJZ+JNU1+wjstJujL5Wd4AxubPp9K9s0L9iDU9Y0A63rNybeIWwlWRVJXBGfTms/wD+yL468NavFrum6Y99pzykGbysKMnjPPegDw6W7fU7k2GrWMglY4BbPy/hVLVtHvdNHn2jFmB+QKfyzX1Rb/ALJQ+IWvXFr4a1a203VbZhHf6Zq+6Ni3XMeB864PavOfif8AAHXvAFzcpNd219BBdC3eawfcIphyYyOoP1oA0fgj8Z9X8B/CfWNIub9jILUNBATypbIOOR2Oa8JmvdQ1XUJZL9neSaT5i5JOfXmvQPEvw7124uNJ1XT3l8t5gLwIONme/pVz/hVupal4oGi+GdNuNRurhtsUFpbl5D34C5PAoAzvhF41T4f+LoFvGzbTfJcjs6cZBNe56p4ma+0dvEmlQFbS3O2JpJRmZfYAcgVyXgv9ib4peN9eEFz4Rd4YZVF1LJcLEkODyHyw59sV6J8c/hn/AGF4i0/4b/Du8tJYbXQ/tGomBw4hPPykrxnI4+tAFr4aeKLrxJeQWlrfyPBuDXMDEnavsD05NexaL4q8a/D+7RkM0tpc5xIZDx0/Svmf4YX+paJ4usns13tKPLkxnB78/iK+3bnwTLY/DzTb/VoM3U0QYozcxjt9e1AD/DXjrxT4us/IWMpvx94dCK6nQtGt9A099UuyJJST5jMPbNZPwu0iA2k9y8i8Z5BAI96q/EDxkNF8O3tjA6k9n38gUAfO/wC0t4jh1/xRLbovAlPlFRwAD/WvnH9v8atqX7E/jDQftt0hhaxu47eNjsIjuUL7uenllq9t8RXekHxG/iLxPqUTwxvvjgWUZkx2JzwK8z/a+8SWHiT9mvxtcXtklvYXOhTjfHHlowBwcjkgUAfkbRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH67f8GxvxE8Aa/4c+KfwL+LiWWr6dYi31nR/D1xqCi6aWVTHNNbQs6l0VYEEjLnaXiyPmBr6M/aD+EXwq1n4gtL8NvDF3YQRFQ1hPHlg4Jyc49Mev1r8Qf2UPjZ4w/Z9/aD8LfE3wb4kvdMltNXt0vpLJjma1aVBLEyB0Eqsv8DMFJAzjrX9Bfxq/aK+Dvgbw/oWt+HdMXUdVk0+V5pZsjCuoeEntxk5oA8Y+Lep/DP4afDKKHXPDt2moSxsqxecUUjpnpmvk/SbaHUPF1rdE7IbjUIgQ/IKbhk/Wut+NXxW8d/GnxHcXd6rykMfLiiDEIvOFHWvOdQGtaXJBNNbSxsrAhHOMfSgD9mIPghoLfs+6XAllE8V7pUSyEr80Z2jLg+ntXyB8T7n49/swLdw+FGB0i4AO97cTKqgEg/MMDv0r7t+AHiy0+LX7IHh7xP4YtftYbRogIl+Yl0Ubk+vNcx490z+zfg1r0XxK0KzhsIYGaJ7m3VTGrAqFyeTyf1oA/M7xF+134g1rXItW17SbaaeDhb63BSWL1KkYwa+kf2evHfwp+Kvh5vDmu+H7e6g1rJuHlUCZJFUj5go+YnBO7Oa+L9Y8M2PijxjfnQ49kMl4zRBOAcnpxXeeCdZ1v4bXFutlBc4tLxUM0KkEzsMBc/3fU0AfaV5+yD8FdBhGq6ba3E1nqJMUaNt/dkAkYwOORXl3xM/Z/8ACfwB0a0vPh9qdxHreuoJJ7tCVn060JO+RCCSD29eele0eG9b8a2/wps9U1bR45HngiuoAk+cNxuQ8cd687/aB8GeN7b4Y+KPFl9rrW9xMITa3d3GXxbHBeOMn7uOmKAPmf4g/HXwV4e1seEdFl1C+src4uZ5bt908hHLNyue/WpND+L3h0aBqFjovgqC3uL5dq3YYCQD1JxlvxNeL32hajdFr66tfLkkJYELlXH1xXR/CzwlrvjjWBo/9ti1EBzsWMb3X0GaAPUvgd8N7/V/iTYQWMkc8csPnuFO4qdw4b078V9sfEjw3q3hrw3Y2VxNlkskO4jg8c8c15n+yB8OD4f8QxaRYaR55LrJLdyx/vHHOFz2AJ6CvUv21viNZfD7Q5BqSYkFl+6Zj1Zs8du4NAHE2HivRfCfgm61O8ucSSSlVJbpjqa+Wfjz+1BPqN1J4d8M3ocnIds59R61x3xg+P3iDxLog0jTpnEeSX2t95jxn9a8p0hb6eZbiSNpGZvnYAEmgDs/D/8Aaes3f2zW74zb2JCSYAAz6Vm/t1+LdL0D9jDxRdakzp/aj2+m2C27lN8ryBwBjttjYkd1BHtXUeD9PupEU3OnM29flOMYr5o/4Kk/Hi1h0LSv2adEkPm210NR8QRy27AxN5am3CORhsq7k46YA7mgD4qooooAKKKKACiiigAooooAKKKKACiiigBY5HikWWJyrKQVYdQR3r9gv+Cfvwq/a0/bU/ZE0749+LdFs7jSrLUJNDstTjZlnultUiVppI9oAH7wLvX5WZX6FSK/Hyv1d/4I+/tc+NdS/Yu1D4J+Fri+s7j4a6tu3x3h8u7t9Sku51XywOiSRShiSeZk96APsH4cfB34I/s+2zah4xtodX1h4wRbzxHy7Y846khia+XP2rtc0bxD4puNUstJsbZmlGy30+EIgUHAwo4FdR45+KPjG8WXUtUtijykkF1wWbu1ePnTfGfxB1My6Vp1zezuSP3cTSMT7AAk0AfoX/wRA/aT05dG1T9nbxZqKW8kVyt1oEcz/wCsDKRJGuT1G0Gu+/4LJfFC80z4eaT8NfDUv+k6nM808UZPzwqCOeP7wXvX5keCdZ8e/An4m6V4jvVvNPu7S4STYweGTaGGR6jjIr6s/aQ+Ktv8VNN8IfFq3Y3gsbSWHVjKS7BHUbWPphgaAPHfgHD4O+G/hu88c/EOyYXJmeC1WSPc0LlcrJtPbOQM122jax8KviZpOn6RrnjfSdIeMtI0jhjJcS7iVLAAhAOO35Vz+r+OdLOmmzu9MtXtpUHy3SjYy44yf19q8Z8YnwZ/bCJod09opGGZ5PNx7jHUUAfdHw4+LHxY0z4XQ+FvB3hOLxLcWTNFL5B8wxIW4k9dpyACelZn7Z3xP8c+KfhxongPxR4eXSNRuoFS9063OWOONzYJwSCK+e/h98drn9l/RLnxBrdw9xpsdsgu5xkFUYgrjkY5xXqPgr4vWHxx0aP4veJpJUvtcjMuj2LW+VNmAAkoYHGW9Dz3oA5pfhT4c8Q6Vp/h+O9t4bnTLKR9RjZh86ADue4x+teaaxpX/Cu/G2lePtBuke3hufmZF6r91gQPavW9T+F+k3+qnVtf8SNYpI22QBTuwfYHkVxvi3Q9Au7Sa08IRPd2FhZT+bdMpAdwcqee9AH6M/sseGPD83gy08cR2oWS4tkn39ev4+1fFf8AwVx+N9j4o+Jll8NdCuA7WEIOoFGBy5wyjgnsxr7H+Hnj/R/gx+wnZfEHWpo42tvD29TK20SSbfkTPqTX5PeI/FGqfFD4mXvjDW5jJNf3TysHYnYCxIXJ7AcUAcpP9uM4t0JVf7xBOD9PSvYvg3Do89gtsnhNL1YhmeZJWXb68Dg1xWo6DcWt9JcyxbkHCnsPoa6vwLZ+N/D+mCXw7FKbe6bEjQ5Y464O3+tAHT/t9/EL4J/s1/sM6r8TfA3h/XLT4g6pqtrY+HpvOhls7PMqtNI8bKGIMSsikHIeQNj5cV+Ld/f3uq30+p6ldST3FzM0txPK5ZpHYksxJ5JJJJNfoV/wVn+N3w/ufgPpXwM1HXp7jxiuvW9/9it5DttLVIZAwnA4/eGVGVTz8inGOa/PCgAooooAKKKKACiiigAooooAKKKKACiiigAr2L9hP9qWH9j/APaN0j4wat4Yk1vSI4prPW9IiufKae2mjKMykgjehIdQeCUxlc7h47RQB+2fizSvAvxv+KnhD4bfD/4veFbvUvGs1rF4f0WHxHbG8upJ8bIxAsm8Odw4x1r374xX3w2/4JweCYPhd8PLGx1j4hyxBvEniN42/wBAcqP9FiUkqccHeOea/Dj/AIJ0ftMeFv2OP23fhv8AtOeNfDL6vpfg3xCt/dWMUSO5HluiyIH43ozLIp6hkBHIFfqD8XLu6+L2r6f8XfD9wmqeHvFlumo6LqsTGQT28xyCWycSL910PzI6srYIoA8k8Y+M/EnxD8XT+JfE9zNcXN1JmSSUH8+c16H8GfiFb6DFL4R19RcWOo2zwNFJztVu4zxketb3j74F6d4b+Bp+JN1Dse8vRbaaMjMhQ4kJGcgDNcBrPgb/AIRH4Z+H/H+oW8kkmtpPIoZipiWN9oyO+eooAT40eHLvR7i3s9JuHnspmItI+vQjIz+NXU/ZN+LDeDbH4h3FhaWkF5Kws7e8mQSSqCRu2jJAJHcViWPi2TWNTsFvb5jBDMpVmb7gJGeK9S8UeLfCZFtJafEe61O/ZUCQR2rgRHP3dzcdPSgDl7b9nnxz8WvD/jPwR4tkZp38LyTW+UG1pklRY4x0xk/oK9X8R/CfxP8As6/2d4FbSJbo6VoVlFbARcMpgDsOOOCcfhXW/ssXXjHxD4K8XWV9obwahN/Zkel3cpAZma5y6Zb1UAfjXGfH/wDa4/aWi+I+qzeK49KtmF3JbRQSwrKYljIQKp9Rg8+9AGH4g+L2o2Ft52ufBKwaGHAkuLqaXp7jOM1v3Xxj8C/EL4b2ngb4eeDIdG+2ITr9yhDpDH/y0K8DGew613GpfGjSF/ZKisv2grC01W41LVGu9Hso4kilZNgQ5K87Aefxr5Vs/Hkz6APB3h3TGRBIzbYYsvOWbgM3oKAO9/aY/ar8XfETwNpXwY0PWJY/DehxLHFbxsyi5CBQrSDuRjI+teQ/C3Sb7xV4kh0uy2mcsQsR6sTwKqa5o/iLSddh0zW7CWJ5irhXG0gHPb8K6TxH4T1b4U65pviXTnZWurZZY8DnlgR+tAHd6b8HvHc+oPpdtpztLuIa2lT5j69a5r9oP9oGP/gnj4P/AOEj8b6C9xrerpInh/w5JKoE8uzIlkHOIVO3cRyc7RyeOg/4av8AFHgK0m+JHjdRHaaLayXUsspQPMEQsUXcQGdgCACRk8V+b/8AwUl/bo8Sf8FBv2nL/wCOesaDDpNhDp9vpWgaZBkCKzt12I7ruKrLJzI4TC7mxzgswB458RfiB4s+K3jrVviR471Z77WNbvpLvULpwBvlc5OAOAB0AHAAAHSsWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9i/Zf/bp/aD/ZLW80z4a+Ibe60W/Ja78O63b/AGmyMpwPOSMkeVLgAb0IJAAbcAAPHaKAP1M8Jf8ABVv4Gftb2Oi/DXxlpcXwvuLKaCOODUdWNxpt3LII1kmE5jUwAys2Y33bUCt5jfNt+/v20f2KvBUX7Pnw1u/hh8a/BWs26+Gg082n+JLaaK7lclnmt5I2KSR9ACCc1/NrX2H+xL+118FfBPwah+Efxa8U3+j3sGtt/Z12ls8tsIJcFpJGUExhWGCAGJHOKAPoe50i40PV7uyJUrFLtVlOQMHBwe9aVxeXGnNa61aFCY2BdP731FXfg58cP2B7v4ir8NPjV+0h4e09NSvUtrbXba6e4tbeVjtV3niDRJHk5MjsEUckgCtT48+D/Dv7PHjC/Txf4wsoNDsr4CLVbqYeS8RK7JAy5DKQ6kEZzkYzQB638FPix4gg8LW2m6nJ/Zov9btIbf8Ae/NLKvzx47gZHPYV5L8W9U8QeL/iXPaaizXF9JeSsIkBLM7yYP1JOK8w/au+KGtXn7QUC/DPxjby+H/Ddkga80XUY5rQypkTSCVCV6g5Oexr6G/Yc+PH7GWm+IYPiJ8SP2k/B97r40t7jRfD6ar5t7cXrL8qHaCiMjc4kZc4wMnAoA5LxZrniO/uhofjgyRvYWywRW0p/wBSAeVAPQ5613H7C4+GV78cLfwl8RLREtNQ3wfbGUHyHZSUcZ46gCrugfDHWfi58Qr/AOIXivCwzSNLNJKAAzHlj6defpXn37cv7Z/7Gf7E/i/S9G8ATT/EHxV/Yv223ufDuqWj6VBcgsqQ3LJL5yEMAWXYCVPyn0APS/2/P2ddQ+C3x/i0Y3f2+2yj2t6DkSIyKwOcD+8R+FcB+358UPhr+zz8NPA/xH+IupIraposbaNolsC11ftGwWXaMYRVz95yq8EAk8V+bv7SP/BSj9sz9qT4qXnxZ+JHxt1WG9ntxaWdposgsYLCzVy0VvEsAXhAQvmNulYKC7sea8e8V+O/HHju4hu/HHjLVdZlt4ykEuq6jLcNGpOSqmRiVGecCgD2H9sb9u/4kftX3Vv4aa0g0Pwdpbg6X4esoVXe43AXE8nLSSlSARu2DHyqCST4TRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFWL/VtV1QQrqep3FyLeFYoBPMz+XGoAVFyeFAAAA4AFV6KALdr4g16w0+XSLHW7uG0nbdNaxXLLHIcYyyg4Jx61WilkhkWaGRkdTlWU4IPqDTaKAPbdN/4KPftw6R4L1L4daf+0fr8eh6to76ZfaXuiMLW7oqNtUp+7kKoB5q4kHOG5OfEqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z" | 这是横断面吗? | 是的 |
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" | 图像在身体里代表什么? | 头部 |
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" | 图中脑部增强肿瘤在哪里? | 左叶 |
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" | 这张图像是关于胸腔吗? | 不是 |
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" | 图片中包含哪些疾病? | 脑水肿,增强型脑肿瘤,非增强型脑肿瘤 |
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" | 相对于其他组织,脑肿瘤是白色的还是灰色的? | 白色 |
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" | 如何治疗这张图片中脑左侧的疾病? | 药物治疗,支持治疗,手术治疗 |
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| 这是核磁共振扫描吗? | 是的 |
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| 这是T1加权的核磁共振图像吗? | 不是 |
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| 这是矢状面吗? | 不是 |
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| 图中的器官位于身体的哪个部分? | 头部 |
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| 图中脑部增强肿瘤在哪里? | 左叶 |
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| 图中是什么器官系统? | 头部 |
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| 大脑看起来不正常吗? | 是的 |
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| 如何治疗这张图片中脑左侧的疾病? | 药物治疗,支持治疗,手术治疗 |
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| 这是CT图像吗? | 不是 |
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| 这是T1加权的核磁共振图像吗? | 不是 |
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| 这个图像是在哪个平面扫描的? | 横断面 |
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" | 图像中的器官是否存在于头部? | 是的 |
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| 图中异常位置在哪里? | 左上叶 |
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| 这张图像是关于头部吗? | 是的 |
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| 图片中包含哪些疾病? | 脑水肿 |
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| 产生图中大脑左上侧疾病的主要病因是什么? | 颅脑损伤,颅内占位性病变,颅内炎症,脑血管病变,脑缺氧 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" | 这张图片的成像方式是什么? | 核磁共振 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" | 这个图像是用什么样的权重生成的,t1还是t2? | T2 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" | 扫描的是图像的哪个平面,横断面还是冠状面? | 横断面 |
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| 图像展示的位置是? | 头部 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" | 图中脑哪个叶是正常的? | 左叶 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" | 这张图像是关于头部吗? | 是的 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" | 图中脑部右侧显示什么疾病? | 脑水肿,增强型脑肿瘤,非增强型脑肿瘤 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==" | 如何治疗这张图片中脑右侧的疾病? | 药物治疗,支持治疗,手术治疗 |
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| 用什么样的成像方式拍摄这张照片? | 核磁共振 |
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| 这是T1加权还是T2加权的核磁共振图像? | T2 |
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" | 扫描的是图像的哪个平面,横断面还是冠状面? | 横断面 |
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