Datasets:
id
uint32 0
10.6k
| right_eye
large listlengths 2
2
| right_earbase
large listlengths 2
2
| right_earend
large listlengths 2
2
| right_antler_base
large listlengths 2
2
| right_antler_end
large listlengths 2
2
| left_antler_base
large listlengths 2
2
| left_antler_end
large listlengths 2
2
| left_earbase
large listlengths 2
2
| left_earend
large listlengths 2
2
| left_eye
large listlengths 2
2
| nose
large listlengths 2
2
| upper_jaw
large listlengths 2
2
| lower_jaw
large listlengths 2
2
| mouth_end_right
large listlengths 2
2
| throat_base
large listlengths 2
2
| neck_base
large listlengths 2
2
| neck_end
large listlengths 2
2
| back_base
large listlengths 2
2
| back_middle
large listlengths 2
2
| back_end
large listlengths 2
2
| tail_base
large listlengths 2
2
| body_middle_right
large listlengths 2
2
| bbox
large listlengths 4
4
| mouth_end_left
large listlengths 2
2
| throat_end
large listlengths 2
2
| tail_end
large listlengths 2
2
| front_left_thai
large listlengths 2
2
| front_left_knee
large listlengths 2
2
| front_left_paw
large listlengths 2
2
| front_right_thai
large listlengths 2
2
| front_right_paw
large listlengths 2
2
| front_right_knee
large listlengths 2
2
| back_left_knee
large listlengths 2
2
| back_left_paw
large listlengths 2
2
| back_left_thai
large listlengths 2
2
| back_right_thai
large listlengths 2
2
| back_right_paw
large listlengths 2
2
| back_right_knee
large listlengths 2
2
| belly_bottom
large listlengths 2
2
| body_middle_left
large listlengths 2
2
| name_file
large_stringlengths 8
21
| name_class
large_stringclasses 34
values | image_base64s
large_stringlengths 8.44k
684k
| image_width
int64 150
1.92k
| image_height
int64 138
1.92k
| image_license
large_stringlengths 295
13.1k
|
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
7,279 |
[
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126.26872246696036
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[
-1,
-1
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[
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[
-1,
-1
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[
-1,
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[
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[
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[
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[
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[
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401.7621145374449,
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[
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-1,
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499,
332
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[
207.26872246696036,
214.15418502202644
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[
218.28193832599118,
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-1,
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[
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polar+bear_10166
|
polar+bear
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
| 500 | 333 |
+--------------------------------------+
| Flickr Photo Metadata |
| Created by Bulkr on Apr 22, 2016 |
| http://clipyourphotos.com/bulkr |
+--------------------------------------+
+--------+
| INFO |
+--------+
Photographer : jeffedoe
Photo URL : https://www.flickr.com/photos/jeffedoe/1468266423/
License : Creative Commons (http://creativecommons.org/licenses)
Taken Date : Mon Oct 1 06:13:30 GMT+0200 2007
Upload Date : Mon Oct 1 19:06:23 GMT+0200 2007
Views : 39
Comments : 0
+---------+
| TITLE |
+---------+
DSC_0146.JPG
+---------------+
| DESCRIPTION |
+---------------+
(no description)
+--------+
| TAGS |
+--------+
singapore zoo
|
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chihuahua_10113
|
chihuahua
| "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDA(...TRUNCATED) | 1,024 | 768 | "+--------------------------------------+\n| Flickr Photo Metadata |\n| Created by (...TRUNCATED) |
Dataset Summary
AwA Pose, a quadrupedal keypoint detection dataset that offers richer annotations and greater species diversity than existing datasets. The data supports efficiency, advances in research on generalized keypoint detection in animals.
The dataset was explored, filtered, and stored in a pyarrow type. See : AwA2_dataset_analysis
Original Kaggle dataset: AwA2_dataset
The original data comes from two sources and is described in:
- A Novel Dataset for Keypoint Detection of Quadruped Animals from Images
- GitHub: prinik/AwA-Pose
- Animals with Attributes 2
The dataset contains:
- Lite version of keypoints dataset
- Full version of keypoints dataset
All version contains:
- train dataset: 90%
- validation dataset: 5%
- test dataset: 5%
Description of data in the dataset
Class names:
- antelope
- bobcat
- buffalo
- chihuahua
- collie
- cow
- dalmatian
- deer
- elephant
- fox
- german+shepherd
- giant+panda
- giraffe
- grizzly+bear
- hippopotamus
- horse
- leopard
- lion
- moose
- otter
- ox
- persian+cat
- pig
- polar+bear
- rabbit
- raccoon
- rhinoceros
- sheep
- siamese+cat
- squirrel
- tiger
- weasel
- wolf
- zebra
Columns description
name column | description of column |
---|---|
id | id number of records |
right_eye | keypoint values [x,y] |
right_earbase | keypoint values [x,y] |
right_earend | keypoint values [x,y] |
right_antler_base | keypoint values [x,y] |
right_antler_end | keypoint values [x,y] |
left_antler_base | keypoint values [x,y] |
left_antler_end | keypoint values [x,y] |
left_earbase | keypoint values [x,y] |
left_earend | keypoint values [x,y] |
left_eye | keypoint values [x,y] |
nose | keypoint values [x,y] |
upper_jaw | keypoint values [x,y] |
lower_jaw | keypoint values [x,y] |
mouth_end_right | keypoint values [x,y] |
throat_base | keypoint values [x,y] |
neck_base | keypoint values [x,y] |
neck_end | keypoint values [x,y] |
back_base | keypoint values [x,y] |
back_middle | keypoint values [x,y] |
back_end | keypoint values [x,y] |
tail_base | keypoint values [x,y] |
body_middle_right | keypoint values [x,y] |
bbox | bounding box dimension [x1, y1, x2, y2] |
mouth_end_left | keypoint values [x,y] |
throat_end | keypoint values [x,y] |
tail_end | keypoint values [x,y] |
front_left_thai | keypoint values [x,y] |
front_left_knee | keypoint values [x,y] |
front_left_paw | keypoint values [x,y] |
front_right_thai | keypoint values [x,y] |
front_right_paw | keypoint values [x,y] |
front_right_knee | keypoint values [x,y] |
back_left_knee | keypoint values [x,y] |
back_left_paw | keypoint values [x,y] |
back_left_thai | keypoint values [x,y] |
back_right_thai | keypoint values [x,y] |
back_right_paw | keypoint values [x,y] |
back_right_knee | keypoint values [x,y] |
belly_bottom | keypoint values [x,y] |
body_middle_left | keypoint values [x,y] |
name_file | name of file as string |
name_class | name of class as string |
image_base64s | image as string Base64 |
image_width | value of with of image |
image_height | value of height of image |
image_license | text of licence of image |
Notes on data
If a keypoints contains
[-1.0, -1.0]
, it means that the point is not visible in the image. These points must be masked when training the model.
Images are stored as a Base64 string. They can be transformed using the function:
import base64
import io
from PIL import Image
def base64_to_img(base64_str):
img_bytes = base64.b64decode(base64_str)
img_buffer = io.BytesIO(img_bytes)
img = Image.open(img_buffer)
return img
Find out more in AwA2_dataset_analysis
Licensing Information
Data for keypoints is licensed according to GitHub: prinik/AwA-Pose, this license is MIT.
The license for the images is according to Animals with Attributes 2, see data column image_license
.
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