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POST https://pdf-us-east-1.api.mathpix.com/v3/text |
0 |
59999ms |
failed to request image conversion: Post "https://pdf-us-east-1.api.mathpix.com/v3/text": context deadline exceeded |
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POST https://api.mathpix.com/v3/text |
0 |
59999ms |
failed to request image conversion: Post "https://api.mathpix.com/v3/text": context deadline exceeded |
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GET https://api.mathpix.com/v3/converter/{pdf_id} |
200 |
60000ms |
After 59896ms API returned status: 200 body: {"status":"completed","conversion_status":{"docx":{"status":"loaded"},"tex.zip":{"status":"loaded"}}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59883ms API returned status: 200 body: {"status":"completed","conversion_status":{"docx":{"status":"loaded"},"tex.zip":{"status":"loaded"}}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} |
200 |
59999ms |
After 59888ms API returned status: 200 body: {"status":"completed","conversion_status":{"docx":{"status":"loaded"},"tex.zip":{"status":"loaded"}}} |
|
POST https://api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://api.mathpix.com/v3/text": net/http: request canceled (Client.Timeout exceeded while awaiting headers) |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} |
200 |
60000ms |
After 59897ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} |
200 |
60000ms |
After 59897ms API returned status: 200 body: {"pdf_id":"4a603705-1382-46a2-a226-b2a90e2815c6","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra.pdf","num_pages":1,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
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POST https://pdf-us-east-1.api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://pdf-us-east-1.api.mathpix.com/v3/text": context deadline exceeded (Client.Timeout exceeded while awaiting headers) |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} |
200 |
60000ms |
After 59893ms API returned status: 200 body: {"pdf_id":"426a24f7-85fb-482f-a45e-a80ad8ecdd04","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra.pdf","num_pages":1,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
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POST https://pdf-us-east-1.api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://pdf-us-east-1.api.mathpix.com/v3/text": context deadline exceeded |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59896ms API returned status: 200 body: {"pdf_id":"aaf67b75-4f5a-4bc5-aafd-2cd5bf76b0c1","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59896ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} |
200 |
60000ms |
After 59893ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
POST https://api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://api.mathpix.com/v3/text": context deadline exceeded |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59889ms API returned status: 200 body: {"pdf_id":"f70350cc-5e56-4650-8bd9-7b07aa7fc272","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":18,"percent_done":90,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60001ms |
After 59889ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59877ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59877ms API returned status: 200 body: {"pdf_id":"eb293ea8-f7ca-40be-bf85-528281769a3e","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":18,"percent_done":90,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59874ms API returned status: 200 body: {"pdf_id":"61a00428-4a67-4517-9d56-7d2e8f31c33d","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":18,"percent_done":90,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59874ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59887ms API returned status: 200 body: {"pdf_id":"9e4d361c-e3e1-4961-bd9a-e5afe6bf8916","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":18,"percent_done":90,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59887ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59858ms API returned status: 200 body: {"pdf_id":"5ed993b5-24d1-4215-b4ff-e64540c76e6e","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":18,"percent_done":90,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59858ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
POST https://eu-central-1.api.mathpix.com/v3/text |
200 |
15097ms |
request error: response JSON included an error: https://s3.amazonaws.com/mathpix-ocr-examples/cases_hw.jpg: AbortError: The operation was aborted. with status: 200 and body: {"error":"https://s3.amazonaws.com/mathpix-ocr-examples/cases_hw.jpg: AbortError: The operation was aborted.","error_info":{"id":"image_download_error","message":"AbortError: The operation was aborted.","url":"https://s3.amazonaws.com/mathpix-ocr-examples/cases_hw.jpg"}} |
|
POST https://api.mathpix.com/v3/text |
200 |
10412ms |
request error: response JSON included an error: Internal error with status: 200 and body: {"request_id":"7740a5a4-18ec-454f-bc19-75d49d774dee","version":"SuperNet-109p2","is_printed":false,"is_handwritten":true,"auto_rotate_confidence":0,"auto_rotate_degrees":0,"image_height":332,"image_width":850,"confidence":1,"confidence_rate":1,"latex_styled":"f(x)=\\left\\{\\begin{array}{ll}\nx^{2} & \\text { if } x<0 \\\\\n2 x & \\text { if } x \\geq 0\n\\end{array}\\right.","text":"\\( f(x)=\\left\\{\\begin{array}{ll}x^{2} & \\text { if } x<0 \\\\ 2 x & \\text { if } x \\geq 0\\end{array}\\right. \\)","data":[{"type":"asciimath","value":"f(x)={[x^(2),\" if \"x < 0],[2x,\" if \"x >= 0]:}"}],"error":"Internal error","error_info":{"id":"sys_exception","message":"Internal error"}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59883ms API returned status: 200 body: {"pdf_id":"097c9c36-34e0-4b57-a422-4e99154ed12c","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":18,"percent_done":90,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59883ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
POST https://pdf-us-east-1.api.mathpix.com/v3/text |
200 |
10742ms |
request error: response JSON included an error: Internal error with status: 200 and body: {"request_id":"d57d95fe-ae07-4c4a-a63c-eb118a5c04a8","version":"SuperNet-109p2","is_printed":false,"is_handwritten":true,"auto_rotate_confidence":0,"auto_rotate_degrees":0,"image_height":332,"image_width":850,"confidence":1,"confidence_rate":1,"latex_styled":"f(x)=\\left\\{\\begin{array}{ll}\nx^{2} & \\text { if } x<0 \\\\\n2 x & \\text { if } x \\geq 0\n\\end{array}\\right.","text":"\\( f(x)=\\left\\{\\begin{array}{ll}x^{2} & \\text { if } x<0 \\\\ 2 x & \\text { if } x \\geq 0\\end{array}\\right. \\)","data":[{"type":"asciimath","value":"f(x)={[x^(2),\" if \"x < 0],[2x,\" if \"x >= 0]:}"}],"error":"Internal error","error_info":{"id":"sys_exception","message":"Internal error"}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} |
200 |
5140ms |
request error: PDF conversion failed with error status with status: 200 and body: {"status":"error","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} |
200 |
5161ms |
request error: PDF processing failed with error: with status: 200 and body: {"pdf_id":"347c940e-8e6a-45c3-a531-a7093201470e","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"error","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra.pdf","num_pages":0,"num_pages_completed":0,"percent_done":0,"conversion_status":{},"error_info":{"id":"http_error","message":"HTTP 500: Internal Server Error","pdf_id":"347c940e-8e6a-45c3-a531-a7093201470e"}} |
|
POST https://pdf-us-east-1.api.mathpix.com/v3/text |
200 |
10378ms |
request error: response JSON included an error: Internal error with status: 200 and body: {"request_id":"017ee1e5-070b-4587-a676-d61e13b86e00","version":"SuperNet-109p2","is_printed":false,"is_handwritten":true,"auto_rotate_confidence":0,"auto_rotate_degrees":0,"image_height":332,"image_width":850,"confidence":1,"confidence_rate":1,"latex_styled":"f(x)=\\left\\{\\begin{array}{ll}\nx^{2} & \\text { if } x<0 \\\\\n2 x & \\text { if } x \\geq 0\n\\end{array}\\right.","text":"\\( f(x)=\\left\\{\\begin{array}{ll}x^{2} & \\text { if } x<0 \\\\ 2 x & \\text { if } x \\geq 0\\end{array}\\right. \\)","data":[{"type":"asciimath","value":"f(x)={[x^(2),\" if \"x < 0],[2x,\" if \"x >= 0]:}"}],"error":"Internal error","error_info":{"id":"sys_exception","message":"Internal error"}} |
|
POST https://pdf-us-east-1.api.mathpix.com/v3/text |
200 |
10874ms |
request error: response JSON included an error: Internal error with status: 200 and body: {"request_id":"27a0b64b-df78-426c-8314-acb3e5c275f6","version":"SuperNet-109p2","is_printed":false,"is_handwritten":true,"auto_rotate_confidence":0,"auto_rotate_degrees":0,"image_height":332,"image_width":850,"confidence":1,"confidence_rate":1,"latex_styled":"f(x)=\\left\\{\\begin{array}{ll}\nx^{2} & \\text { if } x<0 \\\\\n2 x & \\text { if } x \\geq 0\n\\end{array}\\right.","text":"\\( f(x)=\\left\\{\\begin{array}{ll}x^{2} & \\text { if } x<0 \\\\ 2 x & \\text { if } x \\geq 0\\end{array}\\right. \\)","data":[{"type":"asciimath","value":"f(x)={[x^(2),\" if \"x < 0],[2x,\" if \"x >= 0]:}"}],"error":"Internal error","error_info":{"id":"sys_exception","message":"Internal error"}} |
|
POST https://api.mathpix.com/v3/text |
200 |
10619ms |
request error: response JSON included an error: Internal error with status: 200 and body: {"request_id":"45136e7c-5933-4601-a0fb-1a60d60bf1bb","version":"SuperNet-109p2","is_printed":false,"is_handwritten":true,"auto_rotate_confidence":0,"auto_rotate_degrees":0,"image_height":332,"image_width":850,"confidence":1,"confidence_rate":1,"latex_styled":"f(x)=\\left\\{\\begin{array}{ll}\nx^{2} & \\text { if } x<0 \\\\\n2 x & \\text { if } x \\geq 0\n\\end{array}\\right.","text":"\\( f(x)=\\left\\{\\begin{array}{ll}x^{2} & \\text { if } x<0 \\\\ 2 x & \\text { if } x \\geq 0\\end{array}\\right. \\)","data":[{"type":"asciimath","value":"f(x)={[x^(2),\" if \"x < 0],[2x,\" if \"x >= 0]:}"}],"error":"Internal error","error_info":{"id":"sys_exception","message":"Internal error"}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59861ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59861ms API returned status: 200 body: {"pdf_id":"ad3d1534-d959-4c17-913f-90838068051e","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":18,"percent_done":90,"conversion_status":{}} |
|
POST https://api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://api.mathpix.com/v3/text": net/http: request canceled (Client.Timeout exceeded while awaiting headers) |
|
POST https://pdf-us-east-1.api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://pdf-us-east-1.api.mathpix.com/v3/text": context deadline exceeded |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} |
200 |
60000ms |
After 59905ms API returned status: 200 body: {"pdf_id":"25925b6e-5268-4c08-ada3-366f1b68cac1","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra.pdf","num_pages":1,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59912ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59912ms API returned status: 200 body: {"pdf_id":"a26f36ae-2dd0-439c-9f65-4045011ca187","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} |
200 |
60000ms |
After 59905ms API returned status: 200 body: {"pdf_id":"25925b6e-5268-4c08-ada3-366f1b68cac1","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra.pdf","num_pages":1,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} |
200 |
60000ms |
After 59906ms API returned status: 200 body: {"pdf_id":"082915d3-e303-4080-9933-23039c69f2ea","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra.pdf","num_pages":1,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/pdf/{pdf_id} (20 pages) |
200 |
60000ms |
After 59899ms API returned status: 200 body: {"pdf_id":"c39549d5-ca86-4b4e-9016-712f5958f4e4","app_id":"mathpix-monitor","group_id":"mathpix-test","status":"split","input_file":"https://s3.amazonaws.com/mathpix-ocr-examples/algebra-20.pdf","num_pages":20,"num_pages_completed":0,"percent_done":0,"conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59899ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
POST https://api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://api.mathpix.com/v3/text": net/http: request canceled (Client.Timeout exceeded while awaiting headers) |
|
POST https://pdf-us-east-1.api.mathpix.com/v3/text |
0 |
60000ms |
failed to request image conversion: Post "https://pdf-us-east-1.api.mathpix.com/v3/text": context deadline exceeded |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} |
200 |
60000ms |
After 59907ms API returned status: 200 body: {"status":"split","conversion_status":{}} |
|
GET https://api.mathpix.com/v3/converter/{pdf_id} (20 pages) |
200 |
60000ms |
After 59887ms API returned status: 200 body: {"error":"Unknown conversion 2025_12_01_951a40b93434f7f80f0dg","error_info":{"id":"cnv_unknown_id","message":"Unknown conversion 2025_12_01_951a40b93434f7f80f0dg","conversion_id":"2025_12_01_951a40b93434f7f80f0dg"}} |