{"id":"65d29026-ae30-403d-ab93-30d5c41fe343","title":"Modify Hoodie Colour To Brown","created_at":"2025-10-14T02:27:32Z","saved":true,"shared":true,"branch_id":"00000000-0000-4000-0000-000000000000","profile":{"id":null,"name":null,"subtitle":"State of the art deep research (>30 secs)","model":"ki_research","model_name":"Research","model_provider":"kagi","model_input_limit":1000000,"recommended":false,"model_info":"\n\n<div class=\"heading\">\n <div class=\"left\">\n \n \n \n <svg class=\"model-icon icon-xs\" data-model=\"ki_research\">\n <use href=\"#icon-kagi\"/>\n </svg>\n <h3>\n \n <span class=\"model-provider\">Kagi</span>\n \n <span class=\"model-name\">none</span>\n </h3>\n </div>\n\n \n <a href=\"/settings?p=custom_assistant&id=none\">\n <svg class=\"icon-sm edit-icon\" aria-hidden=\"true\">\n <use href=\"#icon-pencil\" />\n </svg>\n </a>\n \n</div>\n\n\n<hr />\n<ul>\n \n <li>\n <h4>\n Cost\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Expensive\">\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n </div>\n</span>\n </li>\n <li>\n <h4>\n Quality\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Rated 5 out of 5\">\n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n </div>\n</span>\n </li>\n <li>\n <h4>\n Speed\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Rated 1 out of 5\">\n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n </div>\n</span>\n </li>\n <li>\n <h4>\n Privacy\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Rated 4 out of 5\">\n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n </div>\n</span>\n </li>\n <li class=\"divider\" aria-hidden=\"true\"></li>\n <li>\n <h4>Last updated</h4>\n <span class=\"date\">\n \n \n 2025-11-18\n \n \n </span>\n </li>\n \n</ul>\n","model_provider_name":"Kagi","internet_access":false,"personalizations":true,"shortcut":null,"is_default_profile":false},"tag_ids":[],"read_only":true}

[{"id":"32f95806-479b-4520-9257-b18e6e1fd2be","thread_id":"65d29026-ae30-403d-ab93-30d5c41fe343","created_at":"2025-10-14T02:27:32Z","state":"done","prompt":"modify the hoodie colour so it's brown","reply":"<details><summary>Editing image</summary> Change the red hoodie to brown<p></p>\n</details>\n<details><summary>Edited image</summary> Change the red hoodie to brown<p></p>\n</details>\n<details><summary>Response planned</summary> Present the edited image showing the person wearing a brown hoodie instead of the original red one. The edit maintains all other aspects of the ID photo sheet layout.<p></p>\n<p>Display the edited image directly with simple context about the modification made.</p>\n</details><p>Here's the modified image with the hoodie changed to brown:</p>\n<p><img alt=\"Brown hoodie version\" src=\"/proxy/toolu_011nWkAyi4yvT9d8zAMJc6Us_0.png?c=JwrCZ4S6-Iypwe1RuzdaCyFiIEnkibsKazkZjQrRv7gzfwd0G6zHLXQaFwNiQv_SUCW9QhfjIpp_RNoTRycNEWtf0eY22izkqpKf9uBnqZXt1AeHBdiZBPwwSRkNoI5lAVfYCVxQemsFEqHM3V0TB7nWjCupZWN4OS6TgGS9Mgz0K0cPp8TDF1juT0Ab4FQ5fiZ2gsBRsCMSFYiLXKH1O7lD7M_pRoFP986bVUe_OG1OB7QvAEGwQCFLtx8EWBH5PG0kloWAXOuoGwSKFs4l6WzeEPlYQcfMSrQPhN-ePgTzmyEtUn3jeGAKKF4Oc71pFUnE2rKtBqev0oyvFccv7vV1VdlajeqJcDxkAZO8czdjzHe7bfRfALjI3JoavbDIjVamdnAt4FefSeGBmA_vQYhfL3gTsnUqTOeZlAHcpqk3lZhJhPIPFL4rJAfYfI3WhIqzY3f2wWmB-W6WEHaVtolJUylhpZ4RlPnz--thAuy6QdA7wtPGsPGgAk37vP-XjZx7osCCvdEdMdDjMxfsJzqEtx39sA2T9PNTGcFZWANtbe3s_E8kbXcultlwubMYhksUt8yzS0N7epXV8dMvzc_NbdyM5I6A4YUaoMJuu7pSg_M9RtXBnhI1DFMH_3PelEHt7WSz5WcJTZOKpoURZ3WeXRT5z3IDfO0vXVZE205W3PNk3aT1xSS2wakmOBZPjztMKeAMryVkst7hzl08jXA5pbEKH1ekC0KDGTcaqQqsQAwRgczeJIqLQazLNU0dxHKcrFJs5_p6lhDkT_BGBQ%3D%3D\"></p>\n<p>I've changed the red hoodie to brown while keeping all other elements of the ID photos the same.</p>\n<p><em>Generated content expires after 10 minutes.</em></p>","md":"Here's the modified image with the hoodie changed to brown:\n\n\n\nI've changed the red hoodie to brown while keeping all other elements of the ID photos the same.\n\n*Generated content expires after 10 minutes.*","profile":{"id":null,"name":null,"subtitle":"State of the art deep research (>30 secs)","model":"ki_research","model_name":"Research","model_provider":"kagi","model_input_limit":1000000,"recommended":false,"model_info":"\n\n<div class=\"heading\">\n <div class=\"left\">\n \n \n \n <svg class=\"model-icon icon-xs\" data-model=\"ki_research\">\n <use href=\"#icon-kagi\"/>\n </svg>\n <h3>\n \n <span class=\"model-provider\">Kagi</span>\n \n <span class=\"model-name\">none</span>\n </h3>\n </div>\n\n \n <a href=\"/settings?p=custom_assistant&id=none\">\n <svg class=\"icon-sm edit-icon\" aria-hidden=\"true\">\n <use href=\"#icon-pencil\" />\n </svg>\n </a>\n \n</div>\n\n\n<hr />\n<ul>\n \n <li>\n <h4>\n Cost\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Expensive\">\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-cost --high\"></div>\n \n \n </div>\n</span>\n </li>\n <li>\n <h4>\n Quality\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Rated 5 out of 5\">\n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n </div>\n</span>\n </li>\n <li>\n <h4>\n Speed\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Rated 1 out of 5\">\n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n </div>\n</span>\n </li>\n <li>\n <h4>\n Privacy\n </h4>\n <span>\n \n \n \n\n \n \n \n\n <div class=\"score\" aria-label=\"Rated 4 out of 5\">\n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"filled-bubble\"></div>\n \n \n \n \n <div aria-hidden=\"true\" class=\"unfilled-bubble\"></div>\n \n \n </div>\n</span>\n </li>\n <li class=\"divider\" aria-hidden=\"true\"></li>\n <li>\n <h4>Last updated</h4>\n <span class=\"date\">\n \n \n 2025-11-18\n \n \n </span>\n </li>\n \n</ul>\n","model_provider_name":"Kagi","internet_access":false,"personalizations":true,"shortcut":null,"is_default_profile":false},"metadata":"<li>\n <span class=\"attribute\">Model</span>\n <span class=\"value\"><i class=\"icon-xs mr-2\"><svg><use href=\"#icon-kagi\"></use></svg></i>Claude 4.5 Sonnet</span>\n</li>\n<li>\n <span class=\"attribute\">Version</span>\n <span class=\"value\">claude-sonnet-4-5-20250929</span>\n</li>\n<li>\n <span class=\"attribute\">Speed (tok/s)</span>\n <span class=\"value\">26</span>\n</li>\n<li>\n <span class=\"attribute\">Tokens</span>\n <span class=\"value\">8,963</span>\n</li>\n<li>\n <span class=\"attribute\">Cost / Total ($)</span>\n <span class=\"value\">0.11 / 0.11</span>\n</li>\n<li>\n <span class=\"attribute\">End to end time (s)</span>\n <span class=\"value\">40.98</span>\n</li>\n\n","documents":[{"id":"0718a719-6200-4d2a-9b9f-ca432bd9a024","name":"image.png","type":"file","mime":"image/png","data":"data:image/png;base64,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"}]}]