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int64
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Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
7
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
image_1
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
7
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
image_2
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
8
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
image_3
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
8
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
image_4
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
0
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
image_5
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
9
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
image_6
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
3
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
image_7
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
2
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
image_8
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
2
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
image_9
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
2
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
image_10
Please classify the colored galaxy image. The specific classes are as follows: - Disturbed Galaxies - Merging Galaxies - Round Smooth Galaxies - In-between Round Smooth Galaxies - Cigar Shaped Smooth Galaxies - Barred Spiral Galaxies - Unbarred Tight Spiral Galaxies - Unbarred Loose Spiral Galaxies - Edge-on Galaxies without Bulge - Edge-on Galaxies with Bulge Please think step by step, and put the classification result in \boxed{}.
8
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Dataset Card for Galaxy10DECals.tsv

Dataset Description

Dataset Summary

Galaxy10DECaLS is a curated image classification dataset with 1,774 galaxy images across 10 classes. It evaluates models’ ability to classify astronomical objects based on visual features.

Dataset Details

  • Image Source: All images are derived from the DESI Legacy Imaging Surveys, which encompasses three sub-surveys:
    • Beijing-Arizona Sky Survey (BASS)
    • DECam Legacy Survey (DECaLS)
    • Mayall z-band Legacy Survey
  • Label Source: Class labels are provided by Galaxy Zoo, a citizen science project focused on galaxy classification.

Dataset Sources

Dataset Structure

Data Fields

Each entry in the dataset includes the following fields:

Field Type Description
index string A unique identifier for each galaxy image entry
question string The problem statement (classification prompt) for galaxy classification
answer int (Class ID)The categorical label of the galaxy (0-9, corresponding to the 10 classes listed below)
image Image A galaxy image encoded in base64 format (None if no image is associated)

Data Splits

The dataset is provided as a single, unified split (no separate train/validation/test partitions). All 1,774 images are included in the core dataset file.

Class Labels

Class ID Class Name
0 Disturbed Galaxies
1 Merging Galaxies
2 Round Smooth Galaxies
3 In-between Round Smooth Galaxies
4 Cigar Shaped Smooth Galaxies
5 Barred Spiral Galaxies
6 Unbarred Tight Spiral Galaxies
7 Unbarred Loose Spiral Galaxies
8 Edge-on Galaxies without Bulge
9 Edge-on Galaxies with Bulge
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