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7c9444d8-c6a0-45ef-9d59-b04486cd0e6e | [
{
"from": "human",
"value": "Identify the category, that recorded 35% and 15% ? Answer the question using a single word or phrase."
},
{
"from": "gpt",
"value": "<SUMMARY> I will identify the category with the specified percentages by analyzing the image and interpreting the relevant data points. </SUMMARY>\n\n<CAPTION> The image displays a bar chart comparing different categories related to consumer ratings. The categories are Convenience, Customer service, Product availability, Product quality, and Value for money. Each category is divided into two segments: Rated 4/5 and Rated 5/5, with respective percentages labeled within the bars. </CAPTION>\n\n<REASONING> To find the category with percentages of 35% and 15%, I will examine the chart for each category. Product availability is shown with 35% rated 4/5 and 15% rated 5/5 as part of the total share of respondents. </REASONING>\n\n<CONCLUSION> Product availability </CONCLUSION>"
},
{
"from": "human",
"value": "What is the average of all the blue bars ? Answer the question using a single word or phrase."
},
{
"from": "gpt",
"value": "<SUMMARY> I will calculate the average of the percentages represented by the blue bars in the image. I will list each percentage, sum them, and then divide by the number of categories to find the average. </SUMMARY>\n\n<CAPTION> The image is a bar chart showing five categories: Convenience, Customer service, Product availability, Product quality, and Value for money. Each category has two colored bars, where the blue bars represent a rating of 4/5. The percentages for the blue bars are: 34% for Convenience, 36% for Customer service, 35% for Product availability, 45% for Product quality, and 27% for Value for money. </CAPTION>\n\n<REASONING> To find the average of the blue bars, I need to add up all the percentages of the blue bars and then divide by the number of categories. The percentages are 34, 36, 35, 45, and 27. The sum of these percentages is 34 + 36 + 35 + 45 + 27 = 177. There are 5 categories, so I divide the total by 5 to find the average: 177 / 5 = 35.4. </REASONING>\n\n<CONCLUSION> 35.4 </CONCLUSION>"
}
] | chartqa/train/png/multi_col_100056.png | 2024-12-02T17:27:45.640010 | 800 | 557 | 800 | 557 | false | 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b8b12429-faa5-4e7d-833b-8b599a457d54 | [{"from":"human","value":"What is Google's annual revenue? Answer the question using a single word o(...TRUNCATED) | chartqa/train/png/two_col_102544.png | 2024-12-02T17:27:45.648823 | 800 | 986 | 800 | 986 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
b428eded-5fa8-4fb9-9dfd-7e72035fb5fa | [{"from":"human","value":"How much money was spent on corporate business meetings in the U.S. in 200(...TRUNCATED) | chartqa/train/png/two_col_42332.png | 2024-12-02T17:27:45.654117 | 800 | 557 | 800 | 557 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
f7612e39-51cd-4842-9c4d-058232405365 | [{"from":"human","value":"How many months are between the Solstices?12\n4\n3\n6 Please answer the qu(...TRUNCATED) | ai2d/images/2578.png | 2024-12-02T17:27:45.655613 | 400 | 267 | 400 | 267 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
87ca707e-0729-455a-97b9-796bb552e302 | [{"from":"human","value":"What confectionery company had the most revenue in 2016? Answer the questi(...TRUNCATED) | chartqa/train/png/two_col_62742.png | 2024-12-02T17:27:45.660295 | 800 | 557 | 800 | 557 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
1789a448-d6bc-4ef8-b937-164707368f3e | [{"from":"human","value":"Which letter represents the planula stage?L\nJ\nB\nK Please answer the que(...TRUNCATED) | ai2d/images/2330.png | 2024-12-02T17:27:45.664674 | 720 | 540 | 720 | 540 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
932f9bc7-5932-4f4e-a04a-961a53aad59e | [{"from":"human","value":"What would happen to the earthworms if the bluestem disappeared?can't pred(...TRUNCATED) | ai2d/images/2067.png | 2024-12-02T17:27:45.670671 | 800 | 546 | 800 | 546 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
42c4727c-68ad-4bb0-86c6-5a7bdb86c985 | [{"from":"human","value":"What stage of the moon cycle is shown at letter F?new moon\nfirst quarter (...TRUNCATED) | ai2d/images/2636.png | 2024-12-02T17:27:45.672511 | 400 | 326 | 400 | 326 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
26dd71d5-c7a0-459c-a262-961120758ebb | [{"from":"human","value":"What was Orlando's score out of 100? Answer the question using a single wo(...TRUNCATED) | chartqa/train/png/two_col_41387.png | 2024-12-02T17:27:45.677073 | 800 | 557 | 800 | 557 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
b6de67a4-43b8-4435-b7c5-4092300a1273 | [{"from":"human","value":"What was the total health expenditure in the Netherlands in 2020? Answer t(...TRUNCATED) | chartqa/train/png/two_col_5185.png | 2024-12-02T17:27:45.682099 | 800 | 557 | 800 | 557 | false | "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgICAgUEBAMEBgUGBgYFBgYGBwkIBgcJBwYGCAsICQo(...TRUNCATED) |
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