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MaCBench-Prompt-Ablations

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Lab of Kevin Jablonka at Uni Jena 8

[ "us-patent", "requires-ocr", "requires-knowledge", "difficulty-advanced" ]

[ "exact_str_match", "mae", "mse" ]

[ "{'input': 'FIG. 3 in the {type1} {entry1} is a characteristic chart showing the \\\\ce{CdF2} concentration dependence of $(T_X-T_g)$ in fluoride glass. After what \\\\ce{CdF2} concentration is the glass thermal stability significantly impaired?', 'qentries_modality': {'image': {'type1': {'type': 'text', 'value': 'diagram'}, 'entry1': {'type': 'image', 'value': 'data:image/png;base64,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["{'input': 'FIG.10 and FIG.11 in {type1} {entry1} show scanning electron micrographs of glass fiber(...TRUNCATED)

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["{'input': 'FIG.1 in the {type1} {entry1} illustrates the variation in water resistance with respec(...TRUNCATED)

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["{'input': 'FIG. 4 in the {type1} {entry1} illustrates changes in the relative refractive index dif(...TRUNCATED)

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["{'input': 'FIG. 4 in the {type1} {entry1} illustrates changes in the relative refractive index dif(...TRUNCATED)

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["{'input': 'FIG.2 in the {type1} {entry1} illustrates the variation in water resistance with respec(...TRUNCATED)

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["{'input': 'FIG.10 and FIG.11 in {type1} {entry1} show scanning electron micrographs of glass fiber(...TRUNCATED)

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["{'input': 'FIG. 3 in the {type1} {entry1} is a characteristic chart showing the \\\\ce{CdF2} conce(...TRUNCATED)

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["{'input': 'FIG. 5 in the {type1} {entry1} illustrates changes in the glass transition temperature,(...TRUNCATED)

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["{'input': 'FIG. 6 is an {type1} {entry1} of the relative refractive index difference versus \\\\ce(...TRUNCATED)