Dataset Viewer (First 5GB)
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"text": null,
"type": "image"
},
{
"base64": null,
"text": "Can you describe the image for me?",
"type": "text"
}
],
"role": "user"
},
{
"content": [
{
"base64": null,
"text": "The image is a Others of Others. The chart presented is a line graph depicting the relationship between the cost per pregnancy in US dollars and the mean gain in birth-weight in grams. The graph illustrates three distinct data points and lines: baseline cost at 0 USD correlating with 0g gain; following, a blue solid line signifies the impact of health clinic upgrading, reaching approximately 5 USD at 100g; the blue dashed lines portray two scenarios of the IMPRESS initiative, one with provision of prepared meals and the other with food ingredients. Both IMPRESS scenarios start from the same point as the health clinic upgrade but incline steeply to approximately 25 USD, correlating with 700g gain in birth-weight. Both IMPRESS conditions show a significantly higher cost associated with larger gains in birth-weight when compared with the standalone health clinic upgrade.",
"type": "text"
}
],
"role": "assistant"
}
] |
[
{
"content": [
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"type": "image"
},
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"text": "Describe the composition and the subjects in these pictures.",
"type": "text"
}
],
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},
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"content": [
{
"base64": null,
"text": "The image is a Magnetic Resonance Imaging of Brain. The provided images appear to be axial and coronal T1-weighted, contrast-enhanced magnetic resonance imaging (MRI) scans of the brain and orbits. The scans reveal a tubular growth pattern of bilateral optic nerve sheath meningiomas, which are tumors arising from the meningeal coverings of the optic nerves. The images demonstrate diffuse enhancement and enlargement along the length of the optic nerve sheaths, particularly the left intraconal and right intracanalicular regions. The characteristic 'tram-track' sign, which refers to the central linear hypointensity of the optic nerve surrounded by the enhancing meningioma on either side, is visible in the axial view (Image A). The coronal (Image C) and sagittal (Image D) views provide additional perspectives of the bilateral optic nerve sheath involvement.",
"type": "text"
}
],
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"text": null,
"type": "image"
},
{
"base64": null,
"text": "Explain the visual content of the image",
"type": "text"
}
],
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},
{
"content": [
{
"base64": null,
"text": "The image is a Magnetic Resonance Imaging of Brain. The image consists of five distinct parts labeled from 'a' to 'e.' Parts 'a', 'b', and 'c' are MRI scans of the human brain from different orientations: coronal ('a'), sagittal ('b'), and axial ('c'). Each scan highlights specific areas of the brain with orange and green markers to indicate regions of interest, likely areas of activation or focal points for analysis. 'd' and 'e' are graphical representations of BOLD (Blood Oxygen Level Dependent) signal changes over time during two different conditions: voluntary contraction and physical stimulation respectively. The graphs 'd' and 'e' show fluctuations in signal intensity plotted against time, with error bars indicating variability in measurements.",
"type": "text"
}
],
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}
] |
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"text": null,
"type": "image"
},
{
"base64": null,
"text": "What details stand out in this image?",
"type": "text"
}
],
"role": "user"
},
{
"content": [
{
"base64": null,
"text": "The image is a Magnetic Resonance Imaging of Upper limb. The provided medical image appears to be a magnetic resonance imaging (MRI) scan of the wrist. The image shows a space-occupying lesion (indicated by the arrow) in the carpal tunnel, with the median nerve (indicated by the arrowhead) displaying high signal intensity. There is also evidence of high signal intensity in the thenar muscles, consistent with acute denervation (indicated by the asterisk). The lesion appears to be a cystic, well-defined, space-occupying mass resembling a ganglion, originating from the posterior wall of the carpal tunnel. The median nerve is flattened at the hamate level, and there is palmar bowing of the flexor retinaculum.",
"type": "text"
}
],
"role": "assistant"
}
] |
[{"content":[{"base64":"/9j/4AAQSkZJRgABAQAAAQABAAD/4UYjaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA/eHBh(...TRUNCATED) |
[{"content":[{"base64":"/9j/4AAQSkZJRgABAQAAAQABAAD/4UBDaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hw(...TRUNCATED) |
[{"content":[{"base64":"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a(...TRUNCATED) |
[{"content":[{"base64":"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a(...TRUNCATED) |
[{"content":[{"base64":"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a(...TRUNCATED) |
[{"content":[{"base64":"/9j/4AAQSkZJRgABAQAAAQABAAD/4RJIaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hw(...TRUNCATED) |
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