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responses covering the snatch, clean and jerk, and related training variations. Topics include percentages of a reference maximum, load progressions, rounding, and barbell plate loading, with structured annotations for calculation steps, training-constraint compliance, and overall validity. It is designed for process-verifier training, reasoning evaluation, and the development of tools for checking weightlifting calculations.\u003C\u002Fp>","2026-10-09 17:18:47","2026-10-19 18:26:01","0.00",39,0,5000,"weightlifting dataset, load calculation, snatch training, clean and jerk, barbell plate loading, process verifier, constraint verification, reasoning training data","Weightlifting load, progression, and plate-loading reasoning for the snatch, clean and jerk, and training variations, annotated for verifier training and review","JSON","0.4GB","weightlifting training, training load optimization, strength progression monitoring","load calculation, step-by-step verification, constraint checking","V1.0",[583,588,593,598,603,609,615,621,627,632,637,642,647],{"id":573,"name":584,"field":585,"intro":586,"type":587},"File Name","file_name","File name","string",{"id":589,"name":590,"field":591,"intro":592,"type":587},7688,"Response Text","answer_text","Step-by-step calculations and response extracted from the original text.",{"id":594,"name":595,"field":596,"intro":597,"type":587},7689,"Question Prompt","prompt_text","Training load calculation question and constraints extracted from the original text.",{"id":599,"name":600,"field":601,"intro":602,"type":587},7690,"Lift or Training Variation","lift_variant","Weightlifting lift or training variation referenced in the prompt, such as the snatch, clean and jerk, or a derivative.",{"id":604,"name":605,"field":606,"intro":607,"type":608},7691,"Overall Reasoning Validity","overall_valid","True when all relevant calculations and training constraints pass validation; otherwise false.","boolean",{"id":610,"name":611,"field":612,"intro":613,"type":614},7692,"Barbell Plate-Loading Plan","plate_loading","Plate-loading plan for the target total weight, recorded by bar weight and plates per side.","object",{"id":616,"name":617,"field":618,"intro":619,"type":620},7693,"Target Load (kg)","target_load_kg","Target load calculated from or extracted using the reference maximum and target percentage.","number",{"id":622,"name":623,"field":624,"intro":625,"type":626},7694,"Step-by-Step Reasoning and Validation","reasoning_steps","Calculation steps in response order, including results and validation statuses for arithmetic and training constraints.","array",{"id":628,"name":629,"field":630,"intro":631,"type":620},7695,"Reference Maximum (kg)","reference_max_kg","Reference maximum used for load calculations, when a value is provided in the prompt.",{"id":633,"name":634,"field":635,"intro":636,"type":620},7696,"Target Load Percentage","target_percentage","Percentage of the reference maximum specified by the prompt.",{"id":638,"name":639,"field":640,"intro":641,"type":587},7697,"Original Prompt and Response Text","prompt_answer_text","Original text containing the training question, calculation prompt, and step-by-step response.",{"id":643,"name":644,"field":645,"intro":646,"type":587},7698,"Validation Summary","validation_summary","Brief summary of arithmetic correctness, constraint compliance, and major errors.",{"id":648,"name":649,"field":650,"intro":651,"type":620},7699,"Progression or Rounding Increment (kg)","rounding_increment_kg","Weight progression, rounding, or plate-loading increment specified by the prompt.",[653,657,661,665],{"id":654,"question":655,"answer":656},5678,"What types of weightlifting calculations are included?","The data covers the snatch, clean and jerk, and related training variations. Topics include loads based on a reference maximum, target percentages, load progression or rounding, and plate-loading plans based on bar weight and plates per side. The exact content varies by record.",{"id":658,"question":659,"answer":660},5679,"How does the dataset support reasoning verification?","Records include prompt-and-response text and may provide extracted prompts, answers, reasoning steps, step-level validation statuses, and an overall validity label. These annotations support checks of arithmetic as well as compliance with constraints specified in each prompt.",{"id":662,"question":663,"answer":664},5680,"What format does the dataset use, and how many records are included?","The data is presented as prompt-response text with structured fields such as lift variation, reference maximum, target percentage, plate-loading plan, and validation summary. The total record count and specific delivery file format are not provided here; consult the product listing or delivery documentation for those details.",{"id":666,"question":667,"answer":668},5681,"How can I obtain the dataset, and what are the licensing terms?","The delivery method and permitted uses depend on the terms stated on the product listing. Before using the data for commercial training, redistribution, or public release, confirm that the license explicitly covers the intended use.",[670,684,696],{"id":671,"relate_table":672,"relate_id":673,"file_size":573,"file_name":8,"path":8,"duration":573,"cate":483,"file_format":8,"audio_rate":8,"audio_channel":522,"audio_bit_depth":522,"quality":8,"annotation":674,"cate_name":675,"answer_text":676,"prompt_text":677,"lift_variant":678,"overall_valid":679,"plate_loading":680,"target_load_kg":321,"reasoning_steps":681,"reference_max_kg":251,"target_percentage":321,"prompt_answer_text":682,"validation_summary":683,"rounding_increment_kg":20},14576,"union_cubo",335021507,"{\"answer_text\": \"1. 100 kg x 0.70 = 70 kg. 2. The five set loads are 50, 55, 62, 65, and 70 kg. 3. For the final 70 kg set, load 20 kg + 5 kg on each side of the 20 kg bar.\", \"prompt_text\": \"For the clean pull, calculate 70% of a 100 kg reference maximum. Plan five sets starting at 50 kg, increasing by exactly 5 kg from one set to the next, with the final set at the calculated target. Use a 20 kg bar and report the final plate loading.\", \"lift_variant\": \"Clean pull\", \"overall_valid\": \"false\", \"plate_loading\": \"{\\\"bar_weight_kg\\\": 20, \\\"plates_per_side_kg\\\": [20, 5]}\", \"target_load_kg\": \"70\", \"reasoning_steps\": \"[{\\\"step_index\\\": 0, \\\"step_text\\\": \\\"Calculate 70% of the 100 kg reference maximum: 100 x 0.70 = 70 kg.\\\", \\\"calculated_value_kg\\\": 70, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 1, \\\"step_text\\\": \\\"The first transition is 50 + 5 = 55 kg, which follows the prescribed increment.\\\", \\\"calculated_value_kg\\\": 55, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 2, \\\"step_text\\\": \\\"The listed transition from 55 kg to 62 kg is an increase of 7 kg, not the prescribed 5 kg.\\\", \\\"calculated_value_kg\\\": 62, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": false, \\\"error_type\\\": \\\"Increment constraint error\\\"}, {\\\"step_index\\\": 3, \\\"step_text\\\": \\\"The listed transition from 62 kg to 65 kg is an increase of 3 kg, not the prescribed 5 kg.\\\", \\\"calculated_value_kg\\\": 65, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": false, \\\"error_type\\\": \\\"Increment constraint error\\\"}, {\\\"step_index\\\": 4, \\\"step_text\\\": \\\"The final transition from 65 kg to 70 kg is an increase of 5 kg and reaches the target.\\\", \\\"calculated_value_kg\\\": 70, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 5, \\\"step_text\\\": \\\"The final plates total 25 kg per side, so 20 + 2 x 25 = 70 kg.\\\", \\\"calculated_value_kg\\\": 70, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}]\", \"reference_max_kg\": \"100\", \"target_percentage\": \"70\", \"prompt_answer_text\": \"Prompt: For the clean pull, calculate 70% of a 100 kg reference maximum. Plan five sets starting at 50 kg, increasing by exactly 5 kg from one set to the next, with the final set at the calculated target. Use a 20 kg bar and show the final plate loading.\\nAnswer: 1. 100 kg x 0.70 = 70 kg. 2. The five set loads are 50, 55, 62, 65, and 70 kg. 3. For the final 70 kg set, load 20 kg + 5 kg on each side of the 20 kg bar.\", \"validation_summary\": \"The target calculation and final plate loading are correct, but the set sequence violates the required 5 kg progression: the 55-to-62 kg and 62-to-65 kg transitions are incorrect.\", \"rounding_increment_kg\": \"5\"}","文本","1. 100 kg x 0.70 = 70 kg. 2. The five set loads are 50, 55, 62, 65, and 70 kg. 3. For the final 70 kg set, load 20 kg + 5 kg on each side of the 20 kg bar.","For the clean pull, calculate 70% of a 100 kg reference maximum. Plan five sets starting at 50 kg, increasing by exactly 5 kg from one set to the next, with the final set at the calculated target. Use a 20 kg bar and report the final plate loading.","Clean pull","false","{\"bar_weight_kg\": 20, \"plates_per_side_kg\": [20, 5]}","[{\"step_index\": 0, \"step_text\": \"Calculate 70% of the 100 kg reference maximum: 100 x 0.70 = 70 kg.\", \"calculated_value_kg\": 70, \"arithmetic_correct\": true, \"constraint_satisfied\": true, \"error_type\": \"None\"}, {\"step_index\": 1, \"step_text\": \"The first transition is 50 + 5 = 55 kg, which follows the prescribed increment.\", \"calculated_value_kg\": 55, \"arithmetic_correct\": true, \"constraint_satisfied\": true, \"error_type\": \"None\"}, {\"step_index\": 2, \"step_text\": \"The listed transition from 55 kg to 62 kg is an increase of 7 kg, not the prescribed 5 kg.\", \"calculated_value_kg\": 62, \"arithmetic_correct\": true, \"constraint_satisfied\": false, \"error_type\": \"Increment constraint error\"}, {\"step_index\": 3, \"step_text\": \"The listed transition from 62 kg to 65 kg is an increase of 3 kg, not the prescribed 5 kg.\", \"calculated_value_kg\": 65, \"arithmetic_correct\": true, \"constraint_satisfied\": false, \"error_type\": \"Increment constraint error\"}, {\"step_index\": 4, \"step_text\": \"The final transition from 65 kg to 70 kg is an increase of 5 kg and reaches the target.\", \"calculated_value_kg\": 70, \"arithmetic_correct\": true, \"constraint_satisfied\": true, \"error_type\": \"None\"}, {\"step_index\": 5, \"step_text\": \"The final plates total 25 kg per side, so 20 + 2 x 25 = 70 kg.\", \"calculated_value_kg\": 70, \"arithmetic_correct\": true, \"constraint_satisfied\": true, \"error_type\": \"None\"}]","Prompt: For the clean pull, calculate 70% of a 100 kg reference maximum. Plan five sets starting at 50 kg, increasing by exactly 5 kg from one set to the next, with the final set at the calculated target. Use a 20 kg bar and show the final plate loading.\nAnswer: 1. 100 kg x 0.70 = 70 kg. 2. The five set loads are 50, 55, 62, 65, and 70 kg. 3. For the final 70 kg set, load 20 kg + 5 kg on each side of the 20 kg bar.","The target calculation and final plate loading are correct, but the set sequence violates the required 5 kg progression: the 55-to-62 kg and 62-to-65 kg transitions are incorrect.",{"id":685,"relate_table":672,"relate_id":686,"file_size":573,"file_name":8,"path":8,"duration":573,"cate":483,"file_format":8,"audio_rate":8,"audio_channel":522,"audio_bit_depth":522,"quality":8,"annotation":687,"cate_name":675,"answer_text":688,"prompt_text":689,"lift_variant":690,"overall_valid":679,"plate_loading":691,"target_load_kg":292,"reasoning_steps":692,"reference_max_kg":693,"target_percentage":336,"prompt_answer_text":694,"validation_summary":695,"rounding_increment_kg":7},14575,884426448,"{\"answer_text\": \"1. 82.5 kg x 0.75 = 63.75 kg. 2. Rounded to the nearest kilogram, that is 64 kg. 3. Load 10 kg + 5 kg + 5 kg + 2 kg on each side; with the 20 kg bar, the total is 64 kg.\", \"prompt_text\": \"For the snatch, calculate 75% of an 82.5 kg reference maximum and round to the nearest whole kilogram. Use a 20 kg bar and report the plate loading for the result.\", \"lift_variant\": \"Snatch\", \"overall_valid\": \"false\", \"plate_loading\": \"{\\\"bar_weight_kg\\\": 20, \\\"plates_per_side_kg\\\": [10, 5, 5, 2]}\", \"target_load_kg\": \"62\", \"reasoning_steps\": \"[{\\\"step_index\\\": 0, \\\"step_text\\\": \\\"The answer states 82.5 x 0.75 = 63.75 kg; the product is actually 61.875 kg.\\\", \\\"calculated_value_kg\\\": 63.75, \\\"arithmetic_correct\\\": false, \\\"constraint_satisfied\\\": false, \\\"error_type\\\": \\\"Arithmetic error\\\"}, {\\\"step_index\\\": 1, \\\"step_text\\\": \\\"Rounding the stated intermediate value of 63.75 kg to the nearest whole kilogram gives 64 kg, but the correct 61.875 kg target rounds to 62 kg.\\\", \\\"calculated_value_kg\\\": 64, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": false, \\\"error_type\\\": \\\"Percentage error\\\"}, {\\\"step_index\\\": 2, \\\"step_text\\\": \\\"The listed plates total 22 kg per side, so the bar totals 20 + 2 x 22 = 64 kg, not the correct rounded target of 62 kg.\\\", \\\"calculated_value_kg\\\": 64, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": false, \\\"error_type\\\": \\\"Percentage error\\\"}]\", \"reference_max_kg\": \"82.5\", \"target_percentage\": \"75\", \"prompt_answer_text\": \"Prompt: For the snatch, calculate 75% of an 82.5 kg reference maximum and round to the nearest whole kilogram. Use a 20 kg bar. Show the plate loading for the result.\\nAnswer: 1. 82.5 kg x 0.75 = 63.75 kg. 2. Rounded to the nearest kilogram, that is 64 kg. 3. Load 10 kg + 5 kg + 5 kg + 2 kg on each side; with the 20 kg bar, the total is 64 kg.\", \"validation_summary\": \"The multiplication is incorrect: 75% of 82.5 kg is 61.875 kg, which rounds to 62 kg. The stated 64 kg plate setup matches the incorrect intermediate result, not the target.\", \"rounding_increment_kg\": \"1\"}","1. 82.5 kg x 0.75 = 63.75 kg. 2. Rounded to the nearest kilogram, that is 64 kg. 3. Load 10 kg + 5 kg + 5 kg + 2 kg on each side; with the 20 kg bar, the total is 64 kg.","For the snatch, calculate 75% of an 82.5 kg reference maximum and round to the nearest whole kilogram. Use a 20 kg bar and report the plate loading for the result.","Snatch","{\"bar_weight_kg\": 20, \"plates_per_side_kg\": [10, 5, 5, 2]}","[{\"step_index\": 0, \"step_text\": \"The answer states 82.5 x 0.75 = 63.75 kg; the product is actually 61.875 kg.\", \"calculated_value_kg\": 63.75, \"arithmetic_correct\": false, \"constraint_satisfied\": false, \"error_type\": \"Arithmetic error\"}, {\"step_index\": 1, \"step_text\": \"Rounding the stated intermediate value of 63.75 kg to the nearest whole kilogram gives 64 kg, but the correct 61.875 kg target rounds to 62 kg.\", \"calculated_value_kg\": 64, \"arithmetic_correct\": true, \"constraint_satisfied\": false, \"error_type\": \"Percentage error\"}, {\"step_index\": 2, \"step_text\": \"The listed plates total 22 kg per side, so the bar totals 20 + 2 x 22 = 64 kg, not the correct rounded target of 62 kg.\", \"calculated_value_kg\": 64, \"arithmetic_correct\": true, \"constraint_satisfied\": false, \"error_type\": \"Percentage error\"}]","82.5","Prompt: For the snatch, calculate 75% of an 82.5 kg reference maximum and round to the nearest whole kilogram. Use a 20 kg bar. Show the plate loading for the result.\nAnswer: 1. 82.5 kg x 0.75 = 63.75 kg. 2. Rounded to the nearest kilogram, that is 64 kg. 3. Load 10 kg + 5 kg + 5 kg + 2 kg on each side; with the 20 kg bar, the total is 64 kg.","The multiplication is incorrect: 75% of 82.5 kg is 61.875 kg, which rounds to 62 kg. The stated 64 kg plate setup matches the incorrect intermediate result, not the target.",{"id":697,"relate_table":672,"relate_id":698,"file_size":573,"file_name":8,"path":8,"duration":573,"cate":483,"file_format":8,"audio_rate":8,"audio_channel":522,"audio_bit_depth":522,"quality":8,"annotation":699,"cate_name":675,"answer_text":700,"prompt_text":701,"lift_variant":702,"overall_valid":703,"plate_loading":704,"target_load_kg":251,"reasoning_steps":705,"reference_max_kg":706,"target_percentage":356,"prompt_answer_text":707,"validation_summary":708,"rounding_increment_kg":709},14574,1965222271,"{\"answer_text\": \"1. 125 kg x 0.80 = 100 kg. 2. Each side must carry (100 - 20) \u002F 2 = 40 kg. 3. Load 20 kg + 10 kg + 5 kg + 2.5 kg + 2.5 kg on each side; this gives 100 kg total.\", \"prompt_text\": \"For the clean and jerk, calculate 80% of a 125 kg reference maximum. Use a 20 kg bar and load the target with plates in 2.5 kg increments. Report the per-side plate loading.\", \"lift_variant\": \"Clean and jerk\", \"overall_valid\": \"true\", \"plate_loading\": \"{\\\"bar_weight_kg\\\": 20, \\\"plates_per_side_kg\\\": [20, 10, 5, 2.5, 2.5]}\", \"target_load_kg\": \"100\", \"reasoning_steps\": \"[{\\\"step_index\\\": 0, \\\"step_text\\\": \\\"Calculate 80% of the 125 kg reference maximum: 125 x 0.80 = 100 kg.\\\", \\\"calculated_value_kg\\\": 100, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 1, \\\"step_text\\\": \\\"Calculate the required load per side: (100 - 20) \u002F 2 = 40 kg.\\\", \\\"calculated_value_kg\\\": 40, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 2, \\\"step_text\\\": \\\"The listed plates total 40 kg per side, so the bar total is 20 + 2 x 40 = 100 kg; the plate weights respect the 2.5 kg increment.\\\", \\\"calculated_value_kg\\\": 100, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}]\", \"reference_max_kg\": \"125\", \"target_percentage\": \"80\", \"prompt_answer_text\": \"Prompt: For the clean and jerk, calculate 80% of a 125 kg reference maximum. Load the result on a 20 kg bar using plates in 2.5 kg increments. Show the calculation and the plates on each side.\\nAnswer: 1. 125 kg x 0.80 = 100 kg. 2. Each side must carry (100 - 20) \u002F 2 = 40 kg. 3. Load 20 kg + 10 kg + 5 kg + 2.5 kg + 2.5 kg on each side; this gives 100 kg total.\", \"validation_summary\": \"The percentage calculation, per-side loading, and total bar weight are correct. All listed plate weights respect the 2.5 kg increment.\", \"rounding_increment_kg\": \"2.5\"}","1. 125 kg x 0.80 = 100 kg. 2. Each side must carry (100 - 20) \u002F 2 = 40 kg. 3. Load 20 kg + 10 kg + 5 kg + 2.5 kg + 2.5 kg on each side; this gives 100 kg total.","For the clean and jerk, calculate 80% of a 125 kg reference maximum. Use a 20 kg bar and load the target with plates in 2.5 kg increments. Report the per-side plate loading.","Clean and jerk","true","{\"bar_weight_kg\": 20, \"plates_per_side_kg\": [20, 10, 5, 2.5, 2.5]}","[{\"step_index\": 0, \"step_text\": \"Calculate 80% of the 125 kg reference maximum: 125 x 0.80 = 100 kg.\", \"calculated_value_kg\": 100, \"arithmetic_correct\": true, \"constraint_satisfied\": true, \"error_type\": \"None\"}, {\"step_index\": 1, \"step_text\": \"Calculate the required load per side: (100 - 20) \u002F 2 = 40 kg.\", \"calculated_value_kg\": 40, \"arithmetic_correct\": true, \"constraint_satisfied\": true, \"error_type\": \"None\"}, {\"step_index\": 2, \"step_text\": \"The listed plates total 40 kg per side, so the bar total is 20 + 2 x 40 = 100 kg; the plate weights respect the 2.5 kg increment.\", \"calculated_value_kg\": 100, \"arithmetic_correct\": true, \"constraint_satisfied\": true, \"error_type\": \"None\"}]","125","Prompt: For the clean and jerk, calculate 80% of a 125 kg reference maximum. Load the result on a 20 kg bar using plates in 2.5 kg increments. Show the calculation and the plates on each side.\nAnswer: 1. 125 kg x 0.80 = 100 kg. 2. Each side must carry (100 - 20) \u002F 2 = 40 kg. 3. Load 20 kg + 10 kg + 5 kg + 2.5 kg + 2.5 kg on each side; this gives 100 kg total.","The percentage calculation, per-side loading, and total bar weight are correct. All listed plate weights respect the 2.5 kg increment.","2.5","{\"answer_text\":\"1. 100 kg x 0.70 = 70 kg. 2. The five set loads are 50, 55, 62, 65, and 70 kg. 3. For the final 70 kg set, load 20 kg + 5 kg on each side of the 20 kg bar.\",\"prompt_text\":\"For the clean pull, calculate 70% of a 100 kg reference maximum. Plan five sets starting at 50 kg, increasing by exactly 5 kg from one set to the next, with the final set at the calculated target. Use a 20 kg bar and report the final plate loading.\",\"lift_variant\":\"Clean pull\",\"overall_valid\":\"false\",\"plate_loading\":\"{\\\"bar_weight_kg\\\": 20, \\\"plates_per_side_kg\\\": [20, 5]}\",\"target_load_kg\":\"70\",\"reasoning_steps\":\"[{\\\"step_index\\\": 0, \\\"step_text\\\": \\\"Calculate 70% of the 100 kg reference maximum: 100 x 0.70 = 70 kg.\\\", \\\"calculated_value_kg\\\": 70, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 1, \\\"step_text\\\": \\\"The first transition is 50 + 5 = 55 kg, which follows the prescribed increment.\\\", \\\"calculated_value_kg\\\": 55, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 2, \\\"step_text\\\": \\\"The listed transition from 55 kg to 62 kg is an increase of 7 kg, not the prescribed 5 kg.\\\", \\\"calculated_value_kg\\\": 62, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": false, \\\"error_type\\\": \\\"Increment constraint error\\\"}, {\\\"step_index\\\": 3, \\\"step_text\\\": \\\"The listed transition from 62 kg to 65 kg is an increase of 3 kg, not the prescribed 5 kg.\\\", \\\"calculated_value_kg\\\": 65, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": false, \\\"error_type\\\": \\\"Increment constraint error\\\"}, {\\\"step_index\\\": 4, \\\"step_text\\\": \\\"The final transition from 65 kg to 70 kg is an increase of 5 kg and reaches the target.\\\", \\\"calculated_value_kg\\\": 70, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}, {\\\"step_index\\\": 5, \\\"step_text\\\": \\\"The final plates total 25 kg per side, so 20 + 2 x 25 = 70 kg.\\\", \\\"calculated_value_kg\\\": 70, \\\"arithmetic_correct\\\": true, \\\"constraint_satisfied\\\": true, \\\"error_type\\\": \\\"None\\\"}]\",\"reference_max_kg\":\"100\",\"target_percentage\":\"70\",\"prompt_answer_text\":\"Prompt: For the clean pull, calculate 70% of a 100 kg reference maximum. Plan five sets starting at 50 kg, increasing by exactly 5 kg from one set to the next, with the final set at the calculated target. Use a 20 kg bar and show the final plate loading.\\nAnswer: 1. 100 kg x 0.70 = 70 kg. 2. The five set loads are 50, 55, 62, 65, and 70 kg. 3. For the final 70 kg set, load 20 kg + 5 kg on each side of the 20 kg bar.\",\"validation_summary\":\"The target calculation and final plate loading are correct, but the set sequence violates the required 5 kg progression: the 55-to-62 kg and 62-to-65 kg transitions are incorrect.\",\"rounding_increment_kg\":\"5\"}","MOBIUSI INC","https:\u002F\u002Fstatic.mobiusi.com\u002Fmobiwusi\u002F20250829\u002F7bf4ac62b4533e2b809998a6f1c5491e.png?Expires=1792463130&OSSAccessKeyId=LTAI5tH8MQqhgeiAtrzCHrxM&Signature=v6Tr8jBrdm4s5wU1SnnyGsYg%2Bhw%3D&x-oss-process=image%2Fresize%2Cm_fill%2Cw_35%2Ch_35",[714,720],{"type":715,"title":716,"count_data":717},"bar","Length distribution",[718],{"name":719,"value":483},"1k lower",{"type":721,"title":722,"count_data":723},"pie","Language distribution",[724],{"name":725,"value":483},"English"]