Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
unknown
question
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What is the largest organ in the picture?
Brain
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"
Does the picture contain brian?
Yes
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"
What diseases are included in the picture?
Brain Edema, Brain Tumor
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Does the brain look abnormal?
Yes
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"
Where is/are the abnormality located?
Upper Left
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CT
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What is the scanning plane of this image?
Transverse Plane
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Where does the image represent in the body?
Neck
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Which is larynx in this image?
Black Hollow
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Which organ system is imaged?
Neck
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Is this a study of the neck?
Yes
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Does the stomach appear in the image?
No
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Does the lung exist in this picture?
No
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What color do the larynx show in the picture?
Black
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What is the shape of larynx about this patient?
Oval
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What is the function of the organ on the top of this image?
Ventilation, pronunciation
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Which organs/organ in the picture belong to the respiratory system?
Larynx
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Does the picture contain the organ which has the effect of gas delivery?
Yes
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Do any of the organs in the picture belong to the digestive system?
Yes
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Is this a CT?
Yes
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What is the scanning plane of this image?
Transverse Plane
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Which part do the organs in this image locate from the aspect of the whole body?
Head
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Is this a study of the neck?
No
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Which organs appear in pairs?
Mandible, Parotid
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Does the rectum appear in this picture?
No
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Does the picture contain eyes?
No
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What color does the tooth show in the picture?
White
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What is the largest organ in the picture?
Brain
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How many parotids are shown in this image?
2
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What is the shape of tooth in this image?
U-shaped
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What is the function of the organ on the top of this image?
Cutting, chewing, maintaining facial contour and assisting pronunciation
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Which organs/organ in the picture belong to nervous system?
Brain
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Does the picture contain the organ which has the effect of excreting body waste?
No
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Does the picture contain the organ that could be used for excreting body waste?
No
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Is this an MRI?
No
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Is this a transverse section?
Yes
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Which part do the organs in this image locate from the aspect of the whole body?
Head
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F8qSs5WNYwlnp0L7YG8uKKS5Qo8ZvZYpZI2APLKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiitHwzB4SutRW28ZanqNjaMHLXmmWMd1IhEblVELyxBt0nlqW8xdilmCuQFIBnUV65/wxp8RvEkCXvwR8a+DviVFKH8i28F+IlbU5mUkMsek3i2+pOeM5W1IIIIJFec+NfAfjj4beIJfCXxF8GatoGq24Bn0zWtOltbiMEZBaOVVYZHqKAMmiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiirmgeH9f8V63a+GvC2h3mpajfTLDZafp9s809xIxwEREBZ2J6AAk0AU6K9b/AOGKvjZ4eH2n40Lofwyt0iM1wvxG1yHTL+OLaSsq6WxbUp0bGFMNrJuyMcZIJ/DP7F/w9G3X/iT4z+I99GoSez8H6bFoOmsxHMkOo36T3Eir02SadCW/vLjkA8kr0rwj+yP8dvFHhyz8d6r4Ti8LeGL8I1l4r8cahDounXaEFi1tNeNH9tIVWYx2wlkIHCEkA35v2stW8K5g/Z/+E/hH4cgbwmq6Lpz3usZOAsq6lqDz3FpMFGN9k1qpLMdgzgeceMPGfjD4h+Jbvxn4/wDFmp65rF+4e+1bWL+S5ubhgoUNJLISzkAAZJPAA7UAenP4d/Y3+FIjfxD47134saqpDPZeEIZNC0RPmJGb2/gN5cjAUPELO1PzNsn4BNDVv2ufilb6HceEPhJZaR8NtEu4HgvNN+H9rJZS3kLhw8NzfSSSX95C29sw3FxLGOMKNox5dRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV6P4L/a5/aR8CeH4fBmlfFvU77w9BB5MPhXxGI9X0dU44/s++Wa1yNowfLyOxFecUUAet/8ADQvwf8YER/GD9knwrcySW4S61rwJqF14e1CSQdJFjRptOi75VLEA8cDvYg8J/sK+OLmEaR8YviF4BnuIgrWfifwpba3Y2smCSZL+yngnZOg+TTyw64PbxyigD14/sh3uu2/2z4V/tG/CTxZEJfLl8vx1HoUiHAPEXiBNPkkGTjMatkg/WqXin9iP9sLwbp8uua9+zH46XS4lDHWrXwzc3OnupAIZLuFGhkXB+8rke/FeXVq+DfHXjb4da7H4o+H3jHVdC1OJSItR0bUJbWdAcZAkiZWHQd+1AGVRXr9t+3t+1u9vJZ+LvjHc+MYJBg2/xH0208TxoPRE1aG5WMf7oHPPWnr+1zpWtWqxfEz9kf4O+KJ0LFbw+GbrQnySTymgXdhGcZwAUxwKAPHaK9eg+K/7HmvRrJ45/ZB1rT5wWLL8PPihLp8LZHA26pZ6m+Af9vPHWpN//BP7xJasfs3xi8GT87R5+leJlHJ5Py6WTxg4+o96APHaK9Yl8C/sT3ckdto37S3xFikc4abWvhBZwQJyOS1vrlw+MZPEZ6VEPgJ8GruV5LD9t34dwQceWNU0HxNHMRgZ3LDpMyAgk9HP3T7UAeWUV6Te/Az4YWpxB+2X8NrnjOYdL8TD8Pn0ZasWf7NGjakok079qH4WyKWxmbWry3I98T2iHH4UAeXUV6/F+yFNMfk/aZ+EAG3O5/HKL6ccx5zz+hqvqH7Lmk6VKU1D9qj4UBVGXkt9fu7gDn0htHJ/AGgDyiivTI/gP8L2JWb9tD4ZxENghtM8TN+q6MQajvfgh8LLHDj9sX4e3aj7y2GkeJC/4CXSYwfxYUAeb0V6Bp3hP9mOGdrXxP8AG/xgCjgfaNC+HVvdQuPVTcapbP8A99Iv9akkg/ZN0EmWHVfiJ4qG/i3bT7DQPl4/5aebqHPX+D0oA87or0+f4gfsoaSftvhL9mvxNd3Ijwtv4z+JS3tmW9WSw0+xmP0Ewp0v7SPhbT2N54G/ZO+F2gXuzal4ljqmqhOOvkavf3luT/vRGgDy6u3+HH7M37Rnxg0lvEHwp+A3jHxHpySFJdT0Tw1dXNtEQcHfNGhRAO5YgDviuhb9t/8AabsmEngn4hW3guTduaf4beG9O8LySHG3530m3tmfjjDE5rg/H/xN+JPxX10+Kfil8Qdc8S6myBG1HxBq015OV648yZmbHJ4zQB3w/ZD8SaEwn+Knxq+F3g+0DBJLi98fWmrSxSbgpSSz0U315GwJ5DQDbg5xint8P/2NfBpCeLf2ifFPi68gTfJaeAvA4h067Pzfukv9TuILiE8Al209wM8K1eRUUAeuf8Ly/Z28H7V+Ff7IGm3LgF11H4meLLvW7qCX+ExpZDT7RkH9ye2mBPXI4qrrP7af7Tep6XPoGifFCXwrpd3EUv8AR/h9pdp4asb0FVUm4ttJit4rhsKBukVj155OfLaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
What organ system is pictured?
Head
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Is this a study of the chest?
No
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Does the ears exist in this picture?
No
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Does the temporal lobe appear in this image?
No
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"
What color do the spinal cord show in the picture?
Gray
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What is the largest organ in the picture?
Brain
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How many mandibles in this image?
2
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What is the shape of tooth in this image?
U-shaped
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What is the function of the organ on the top of this image?
Cutting, chewing, maintaining facial contour and assisting pronunciation
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Which organs/organ in the picture belong to nervous system?
Brain
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Does the picture contain the organ that could be used for secreting enzymes?
Yes
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Do any of the organs in the picture belong to the digestive system?
Yes
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Is this a CT scan?
Yes
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What scanning plane does this image belong to?
Transverse Plane
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Do the organs in the image exist in the neck?
No
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What organ marks the lower end of the organ system?
Mandible
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lk1QtIx1GCG+d5DktJNGskmD3AkZxn2rGrpvGcXneEfD15Mqx3Fol3pd3CVIdXhm83LZP924VeP7hrmaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBVZlYMrEEHIIPSvq79hjxDB4d8Gy6nbXjMiao8V9byuVUw8MGQ4OD8xycdK+UY0MkixggFmAyegr6r+DmlQad8M7b7JaxQrcoJjG8hDLnHH1I457Z4zQB+9n/BAD/gor+xh4G8Aax+yX4t+J9p4X8Yav4km8Q6fb68jW1tfRy20EDIlyyiESr9lBKM6s/mLsD4bFT/goj4l+Of7VH7WunfD7wuF0fR9Y1uLQ/C+pNeqYpYRkCYtgCNXLPLz8wEgUZxz+VvwW8PQ+Ab/AEnxLd6oz3lpP50DLjcrLg8gLk89geBgYr6e+PH7SfxP/aVl8PeENVu4rS7spkWOHTYygnZRtWRtpyWwmMceuKAM34i/sfWf7N/x08S/DrVbhta8V2OpLDfa6l75wUDB+VmOVUBlz6EYPOQNL9mP46/8E9fjt+11pH7M3xS8La74wk0NLu71A+ErSSaeCW2Qu43RgF1VlZnZTwA3fp9N/sV/sKH9pLxi3gvW/EV1HbxWDv4g1yBQZUUMoAjMgIMhYgZwe5I4r1O+/wCDYD9iv4O67F8bf2L/AB18RfAPxH0yC5aDV4PGU0qaoZYnWWG4BwVEu7BKFVGfuHpQB8B+EE/YF0Tx74h+I37Pmkajc2d34guX0vX9RtJnNsJCdourggrHgfKSx45z6nzr41/EzwjrmnRarpnxHsL+7vLpluIdLJaW1QRBi7A4KgEFTwPoa/Xr9nT9rX9hT4Yf8E/YPgjpejWFpqNtoc1hqHgWXSmeS81ORWDPJ8m1g8mWMjH5QP8AZFfm94b/AOCXvwj+MviDWda8XfC1/EnjfxbqctzqNnoKzJCjStuZIYlBAQKQuee5OOaAPzY/bB/4J/8Ax5vdZn+N/wAN9Lm8YaXfwQfbY9KjMt5BIsaxZ8pcmRSFU5TLDLZUKu4+A6V+y7+0xr1w1nof7O3jq9lUkNFaeEb2RgQMnIWIngc1/Tt+xx/wQFHgnw5Z2PjDV5vBmiidZm0mxvmvNRkUMMoXctHBuXo2XIPVByK/Qz9nf9mD4Kfss+CYvAvwa8HpYW4Gbq9uJmnu7yQ/ekmmclmJOTtGEXOFVRxQB/Fd8Ev2Bv2ivi/42i8Lal4E1PwvapIp1HUNf02WBrePcAxWFwrytgkhRgEjllHNfoBf+HNW/Zw8Kaf8OfBnhvVvEdvoul21peXVpp8khjEUSRlm2IRlgDnHQ45IGD/Rz8QP2Fv2QvihrX/CSeMf2f8Aw7LqBJMl9ZWps5ZSepke3KGQ+7Zr4++Nn7KH7Dcnxz1v4I/D79qy48H+NdHijmvfDniW2kSxiEsSXEEUd7JCiKpjkQ8STOMgYyCtAH53fswfHzwR4s8DXHxE1b4Tf2zocGrRafPa6zHCZ7eRsKPvjqWIwMZAx0NfSv7JHiCXx5+21pvgr4c/sVaB8QNCt9DknvZtZKWjWI4VJTvV4yqtkcr1bgZwRc+P37BfxE/ZJtbT4z+K/gXD428KWGpW+p6vqfgy7imjmX5WZ2RlSQhlG0ysu3kAHkZ+iP2afiZ8BPG/7cngb4p/so3Vp4Z8La74XvrLxhY6uXV9RuNifZYIVUssc4mIzvYKwjZV+ZlDAHk/7V/wH+JPw1ub3Wfip8CbTTdB8RzbYZ9AvhNBpRZ/kUY6jOBkZI3AmvAv2V/+CkFl+zx+0Bp0jXhu9C0WdlnF1MTdLBtKSQ7WU9RkDAyDjGa/VP8A4Km+LvhN8Mf2DfiR8ZPjTqOpW+h+DvDN1qrR6TOsU95cLEyW9orFWAM07xRDoNzrkgZNfhZd654P+Pv7Pmj/ABU8IfBe/wBPs7jT47rNzCZLgbhks7RqA21znJzjJ7CgD9fv+Cuv7WX7Nlz/AMEofFvxV034y6PPpfijT7GXwbLZX0Zn1e7S/tZUhghZlkeRWUebGBviVXLqNjAfiBJ8U/C/jG6g8V2ltAPt0IXy97SuufvqR6k8EDGcZ56VwXx7vfEfizwHpx17TY59X0S8kNlLG+Q8G/d5exMbDnB7HI75rgvh1451d5rrQ0t0Fs8gknlLfcGOmBgHGOxJ6dKAPCP2sfBNj4a8d+NdOsXWO3nv7XXrLzQCziRmilRcAbfnmViPRF4FeF19eftW+DbvWI9J8a6eoJuo7vSZgyou/wA+FhEx+XO0ShTnnGevr8h0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADoRmQZXPU4r7Z8G6Fbanb6Wot1hsrCyhdZoHz5hIBLY6Hp3+vc18TRyNE4dfxGSMjuOPUV9Wfsv/F/whH8P7DQdT1lYpbSZkZrpw0kZJGAec7cYw2MdR1BAAPf38Q6foSyapqEptbfToTLc3RKsIwflJwvOe/HcGuy+B/xFu7P9oTwLqeoeIrEWuvzSHTrGUBbgRqjMXZc5QZVevUA8VH8LfD3h74heKrk6kqy22k2yTauuzdG6AFgGHAJLAHH+zXx7+1B+1X4W8R/t8/8Ll+GemXGkaT4fuYdOtfNnDEiBDDJONgwAxy2BnIGe+AAf0Uf8E2P+CgP7MHwG+Letfs+/F3xg2h6v4h0qDUdH1S7s3NpcGOSfzYPMQNskw4cbsAqnXIAP19/w3H4b+NdhrXhP9i3Sbnx34kt7R47XVGs5bbQ7G5IIRrq7kUfKpyxSNXdwpCjqR+J/wDwSD/Zi1z/AIKt6zeaT418cXml6XpMhk1DU9Lk2Tvp+EwiD+HzW/iOCfSv3F+DXgPwx+yfodt8Afgl8BP7B8I6ZbStaX8Cqy3l0VB82Ux87nYfMz/NgAAAAKAD5o/ZU/4IK/DX4Y6tY+Pf2nfjn4i+I2txXLXt3pEDmw0mS5kjw4lVSZ7lVc5XMkaED5oyCVr7W8Q+AtUsvCR8K/Bm/wBK8HNIQpvrTRIpPsyAf8sofljL9AC+VAz8pqp8OfHfj/xldafLr/gL+yLZtIkk1IteLLsvPMiCxpjqu3zGycZ+Xj16y/sLfVrc2d7HKEWeORTHO0ZLIyyKQUYHG4DIPXBBBB5APNvhP8GdS/Z3+HfiLUpPiBrnjPxJdxz3dxrfizVGnkn8tZGt4OwihUMflXoXfkjGPQfCXiXTvGnhXTPGOj7/ALJq2nw3lr5q4by5Yw65AJwcMK5H9pCH4k6v8ML7wj8KdJW41XWI2tZJ5pUjitLZhtllZn+XoQu0fOQxKg7Tj4r+EX/BQXxb8AL+8/Z+1n4l+DtdTQpzFY3tzK8sezdzDDPCwEijJ27skDAzgAAA+v8A9qXx1/wr+38BavNrc2n21x8R9Otb64hkKjyHjnLK5DD92do3ZyMZyO46LxV+z38D/G/ilvG3i74VaHqGrOiLNf3VgjSShQAoc4/eYAAG7PCqOwx8K/Ev9rH9nv8Aa78UQaZ8Yv2qLPwbHoVz5Wm2Fn4bu7i2u2kI8yQyKQAAY0AMhxknGBuz97/B+50a6+GGiN4d8Z6d4hsI7BIbTWtJmjkt7qNPkVkaMlDwuDg4yDQBc8MeCdF8D2tvo/gvTrXTtMhiCNYQxNtAVVVNnz7UwBg/KS3HIxzz3in4Tfs+eG9K1Txlr3wo8KQRxwNcanfHQ7dHdFyxLOEBJ69TyTjvXWa9oVl4i08abqDyiIXUE/7qTa26KVZV5HIG5FzjnFPv9E0bVIbqDUtKtp0vbb7PeLLCrefD837t8j5l+d+Dx8zepoA5bU9D+BfiaeX4L+IvDOiakIoVlfQdW0xZ4mQ4IIWZSj+uBnGO2K+Jf+Ci/wCyL4M+AmhHxl8KvDVlp/hTxFcmzvtEjVBDY3jhn/cRlT5cbqjNtX5UZTgAMoH1N+0X+2F8KP2eruSCPTU1zxPLCqHT7KVIyiKchZ58N5Q5YhcMcnoA26vzN/4LJf8ABYVvF37KN34a0z4dp4cv9LvrTUZ0k1xbmWWUu8cMaAImVyWZjg9ABjByAfm34O+IfhrX/wBqbxX8C9SkvJ7zSL2eH7A0ZljkTKlSWOePm6Z6nvUfizwdofhbxXNHbaWLZPOYx+YjLlt3KFVODz614n+wl+1vpuj/ALbHjL4m/EXTgdU8XWrw6eZbnZDFOZoyN7KCTlFwAMAk8mvpP492Yn+Juo/8I+ltcQz2cF08sg8xi8kZ35P3toIOMHGcdOtAHjHx90G61T4Vazp1pYuptbUX1qqq+I5YWEiMqsTwdnU5H1xXwj4itbCy127ttKnElss7fZ3GfuE5UHPcDg+44J619++MPHOnQ6VdT6i6Tw29i4kSW42sQBjaFJHU8c9cj1r4A13C6pJEEK+UFjKEcqVUKQfcYx+FAFSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArT8HeJrrwd4osvE1nHva0nDNESAJUPDoSQcBlLLnHesyigD75/ZJ+J+ry/Az4gfCzwJPNqWsa9fRW2hXgX51WY7Ekkz/ALEhbkYyvbFepL8EvgZ8CvgZe2niz4daVqlroOmNHLe6lp8bTXV8S2ZGYjJ+Yk457V5J/wAEgPEGkXPxh8cywyQJbxzx3FkJF+4HkkRGUAZyBgfjX2349+F1p8X/AId6z4O0XV47b+3YJViBA4cgIQ/PBz/9brQB8QeHNT8afDn9nT/hbPwW8Q6lY6nply1y9naXLxG5t5GBMUiKfnjAjwARiv1q/wCCTX/BdHxB8Q/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What organ system is pictured?
Head
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Does the stomach appear in the image?
No
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Does the picture contain eyes?
No
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What color are the teeth in the picture?
White
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lk1QtIx1GCG+d5DktJNGskmD3AkZxn2rGrpvGcXneEfD15Mqx3Fol3pd3CVIdXhm83LZP924VeP7hrmaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBVZlYMrEEHIIPSvq79hjxDB4d8Gy6nbXjMiao8V9byuVUw8MGQ4OD8xycdK+UY0MkixggFmAyegr6r+DmlQad8M7b7JaxQrcoJjG8hDLnHH1I457Z4zQB+9n/BAD/gor+xh4G8Aax+yX4t+J9p4X8Yav4km8Q6fb68jW1tfRy20EDIlyyiESr9lBKM6s/mLsD4bFT/goj4l+Of7VH7WunfD7wuF0fR9Y1uLQ/C+pNeqYpYRkCYtgCNXLPLz8wEgUZxz+VvwW8PQ+Ab/AEnxLd6oz3lpP50DLjcrLg8gLk89geBgYr6e+PH7SfxP/aVl8PeENVu4rS7spkWOHTYygnZRtWRtpyWwmMceuKAM34i/sfWf7N/x08S/DrVbhta8V2OpLDfa6l75wUDB+VmOVUBlz6EYPOQNL9mP46/8E9fjt+11pH7M3xS8La74wk0NLu71A+ErSSaeCW2Qu43RgF1VlZnZTwA3fp9N/sV/sKH9pLxi3gvW/EV1HbxWDv4g1yBQZUUMoAjMgIMhYgZwe5I4r1O+/wCDYD9iv4O67F8bf2L/AB18RfAPxH0yC5aDV4PGU0qaoZYnWWG4BwVEu7BKFVGfuHpQB8B+EE/YF0Tx74h+I37Pmkajc2d34guX0vX9RtJnNsJCdourggrHgfKSx45z6nzr41/EzwjrmnRarpnxHsL+7vLpluIdLJaW1QRBi7A4KgEFTwPoa/Xr9nT9rX9hT4Yf8E/YPgjpejWFpqNtoc1hqHgWXSmeS81ORWDPJ8m1g8mWMjH5QP8AZFfm94b/AOCXvwj+MviDWda8XfC1/EnjfxbqctzqNnoKzJCjStuZIYlBAQKQuee5OOaAPzY/bB/4J/8Ax5vdZn+N/wAN9Lm8YaXfwQfbY9KjMt5BIsaxZ8pcmRSFU5TLDLZUKu4+A6V+y7+0xr1w1nof7O3jq9lUkNFaeEb2RgQMnIWIngc1/Tt+xx/wQFHgnw5Z2PjDV5vBmiidZm0mxvmvNRkUMMoXctHBuXo2XIPVByK/Qz9nf9mD4Kfss+CYvAvwa8HpYW4Gbq9uJmnu7yQ/ekmmclmJOTtGEXOFVRxQB/Fd8Ev2Bv2ivi/42i8Lal4E1PwvapIp1HUNf02WBrePcAxWFwrytgkhRgEjllHNfoBf+HNW/Zw8Kaf8OfBnhvVvEdvoul21peXVpp8khjEUSRlm2IRlgDnHQ45IGD/Rz8QP2Fv2QvihrX/CSeMf2f8Aw7LqBJMl9ZWps5ZSepke3KGQ+7Zr4++Nn7KH7Dcnxz1v4I/D79qy48H+NdHijmvfDniW2kSxiEsSXEEUd7JCiKpjkQ8STOMgYyCtAH53fswfHzwR4s8DXHxE1b4Tf2zocGrRafPa6zHCZ7eRsKPvjqWIwMZAx0NfSv7JHiCXx5+21pvgr4c/sVaB8QNCt9DknvZtZKWjWI4VJTvV4yqtkcr1bgZwRc+P37BfxE/ZJtbT4z+K/gXD428KWGpW+p6vqfgy7imjmX5WZ2RlSQhlG0ysu3kAHkZ+iP2afiZ8BPG/7cngb4p/so3Vp4Z8La74XvrLxhY6uXV9RuNifZYIVUssc4mIzvYKwjZV+ZlDAHk/7V/wH+JPw1ub3Wfip8CbTTdB8RzbYZ9AvhNBpRZ/kUY6jOBkZI3AmvAv2V/+CkFl+zx+0Bp0jXhu9C0WdlnF1MTdLBtKSQ7WU9RkDAyDjGa/VP8A4Km+LvhN8Mf2DfiR8ZPjTqOpW+h+DvDN1qrR6TOsU95cLEyW9orFWAM07xRDoNzrkgZNfhZd654P+Pv7Pmj/ABU8IfBe/wBPs7jT47rNzCZLgbhks7RqA21znJzjJ7CgD9fv+Cuv7WX7Nlz/AMEofFvxV034y6PPpfijT7GXwbLZX0Zn1e7S/tZUhghZlkeRWUebGBviVXLqNjAfiBJ8U/C/jG6g8V2ltAPt0IXy97SuufvqR6k8EDGcZ56VwXx7vfEfizwHpx17TY59X0S8kNlLG+Q8G/d5exMbDnB7HI75rgvh1451d5rrQ0t0Fs8gknlLfcGOmBgHGOxJ6dKAPCP2sfBNj4a8d+NdOsXWO3nv7XXrLzQCziRmilRcAbfnmViPRF4FeF19eftW+DbvWI9J8a6eoJuo7vSZgyou/wA+FhEx+XO0ShTnnGevr8h0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADoRmQZXPU4r7Z8G6Fbanb6Wot1hsrCyhdZoHz5hIBLY6Hp3+vc18TRyNE4dfxGSMjuOPUV9Wfsv/F/whH8P7DQdT1lYpbSZkZrpw0kZJGAec7cYw2MdR1BAAPf38Q6foSyapqEptbfToTLc3RKsIwflJwvOe/HcGuy+B/xFu7P9oTwLqeoeIrEWuvzSHTrGUBbgRqjMXZc5QZVevUA8VH8LfD3h74heKrk6kqy22k2yTauuzdG6AFgGHAJLAHH+zXx7+1B+1X4W8R/t8/8Ll+GemXGkaT4fuYdOtfNnDEiBDDJONgwAxy2BnIGe+AAf0Uf8E2P+CgP7MHwG+Letfs+/F3xg2h6v4h0qDUdH1S7s3NpcGOSfzYPMQNskw4cbsAqnXIAP19/w3H4b+NdhrXhP9i3Sbnx34kt7R47XVGs5bbQ7G5IIRrq7kUfKpyxSNXdwpCjqR+J/wDwSD/Zi1z/AIKt6zeaT418cXml6XpMhk1DU9Lk2Tvp+EwiD+HzW/iOCfSv3F+DXgPwx+yfodt8Afgl8BP7B8I6ZbStaX8Cqy3l0VB82Ux87nYfMz/NgAAAAKAD5o/ZU/4IK/DX4Y6tY+Pf2nfjn4i+I2txXLXt3pEDmw0mS5kjw4lVSZ7lVc5XMkaED5oyCVr7W8Q+AtUsvCR8K/Bm/wBK8HNIQpvrTRIpPsyAf8sofljL9AC+VAz8pqp8OfHfj/xldafLr/gL+yLZtIkk1IteLLsvPMiCxpjqu3zGycZ+Xj16y/sLfVrc2d7HKEWeORTHO0ZLIyyKQUYHG4DIPXBBBB5APNvhP8GdS/Z3+HfiLUpPiBrnjPxJdxz3dxrfizVGnkn8tZGt4OwihUMflXoXfkjGPQfCXiXTvGnhXTPGOj7/ALJq2nw3lr5q4by5Yw65AJwcMK5H9pCH4k6v8ML7wj8KdJW41XWI2tZJ5pUjitLZhtllZn+XoQu0fOQxKg7Tj4r+EX/BQXxb8AL+8/Z+1n4l+DtdTQpzFY3tzK8sezdzDDPCwEijJ27skDAzgAAA+v8A9qXx1/wr+38BavNrc2n21x8R9Otb64hkKjyHjnLK5DD92do3ZyMZyO46LxV+z38D/G/ilvG3i74VaHqGrOiLNf3VgjSShQAoc4/eYAAG7PCqOwx8K/Ev9rH9nv8Aa78UQaZ8Yv2qLPwbHoVz5Wm2Fn4bu7i2u2kI8yQyKQAAY0AMhxknGBuz97/B+50a6+GGiN4d8Z6d4hsI7BIbTWtJmjkt7qNPkVkaMlDwuDg4yDQBc8MeCdF8D2tvo/gvTrXTtMhiCNYQxNtAVVVNnz7UwBg/KS3HIxzz3in4Tfs+eG9K1Txlr3wo8KQRxwNcanfHQ7dHdFyxLOEBJ69TyTjvXWa9oVl4i08abqDyiIXUE/7qTa26KVZV5HIG5FzjnFPv9E0bVIbqDUtKtp0vbb7PeLLCrefD837t8j5l+d+Dx8zepoA5bU9D+BfiaeX4L+IvDOiakIoVlfQdW0xZ4mQ4IIWZSj+uBnGO2K+Jf+Ci/wCyL4M+AmhHxl8KvDVlp/hTxFcmzvtEjVBDY3jhn/cRlT5cbqjNtX5UZTgAMoH1N+0X+2F8KP2eruSCPTU1zxPLCqHT7KVIyiKchZ58N5Q5YhcMcnoA26vzN/4LJf8ABYVvF37KN34a0z4dp4cv9LvrTUZ0k1xbmWWUu8cMaAImVyWZjg9ABjByAfm34O+IfhrX/wBqbxX8C9SkvJ7zSL2eH7A0ZljkTKlSWOePm6Z6nvUfizwdofhbxXNHbaWLZPOYx+YjLlt3KFVODz614n+wl+1vpuj/ALbHjL4m/EXTgdU8XWrw6eZbnZDFOZoyN7KCTlFwAMAk8mvpP492Yn+Juo/8I+ltcQz2cF08sg8xi8kZ35P3toIOMHGcdOtAHjHx90G61T4Vazp1pYuptbUX1qqq+I5YWEiMqsTwdnU5H1xXwj4itbCy127ttKnElss7fZ3GfuE5UHPcDg+44J619++MPHOnQ6VdT6i6Tw29i4kSW42sQBjaFJHU8c9cj1r4A13C6pJEEK+UFjKEcqVUKQfcYx+FAFSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArT8HeJrrwd4osvE1nHva0nDNESAJUPDoSQcBlLLnHesyigD75/ZJ+J+ry/Az4gfCzwJPNqWsa9fRW2hXgX51WY7Ekkz/ALEhbkYyvbFepL8EvgZ8CvgZe2niz4daVqlroOmNHLe6lp8bTXV8S2ZGYjJ+Yk457V5J/wAEgPEGkXPxh8cywyQJbxzx3FkJF+4HkkRGUAZyBgfjX2349+F1p8X/AId6z4O0XV47b+3YJViBA4cgIQ/PBz/9brQB8QeHNT8afDn9nT/hbPwW8Q6lY6nply1y9naXLxG5t5GBMUiKfnjAjwARiv1q/wCCTX/BdHxB8Q/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What is the largest organ in the picture?
Brain
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How many parotids are shown in this image?
2
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What is the shape of tooth in this image?
U-shaped
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Which organs/organ in the picture belong to nervous system?
Brain
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Are there some organs controlling heartbeat and breathing in this image?
No
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Does the picture contain the organ that could receive sound?
No
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Is this a X-Ray?
No
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Is this a transverse plane?
Yes
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Where does the image represent in the body?
Head
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"
What organ system is pictured?
Head
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What organ is the on the top of the image?
Mandible
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Does the rectum appear in this picture?
No
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What color does the mandible show in the picture?
White
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What is the largest organ in the picture?
Brain
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Are there organs in the picture that can detoxicate?
No
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Do any of the organs in the picture belong to the digestive system?
Yes
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Is this image taken via CT?
Yes
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Is this a transverse plane?
Yes
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Which organ system is imaged?
Head
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What organ is the white part on the top of the image?
Mandible
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Does the picture contain mandible?
Yes
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Does the picture contain spinal cord?
Yes
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What color does the mandible show in the picture?
White
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What is the largest organ in the picture?
Brain
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What is the shape of mandible about this patient?
U-shaped
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Which organs/organ in the picture belong to the digestive system?
Parotid
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Do any of the organs in the picture belong to the respiratory system?
No
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Are there organs in the picture that can perceive things?
No
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Is this image taken via CT?
Yes
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Is this a transverse plane?
Yes
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Where does the image represent in the body?
Head
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Which organ system is imaged?
Head
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What organ is the white part on the top of the image?
Mandible
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Does the picture contain mandible?
Yes
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Does the picture contain heart?
No
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What color does the mandible show in the picture?
White
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What is the largest organ in the picture?
Brain
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What is the shape of mandible about this patient?
U-shaped
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Which organs/organ in the picture belong to the digestive system?
Parotid
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Do any of the organs in the picture belong to the digestive system?
Yes
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Are there organs in the picture that can perceive things?
No
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Is this image taken via CT?
Yes