peter65374 / openbuddy-mistral-7b
Openbuddy finetuned mistral-7b in GPTQ quantization in 4bits by TheBloke
Prediction
peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11IDx4oof63bkgptjgrfg4nfm3s724StatusSucceededSourceWebHardwareA40Total durationCreatedInput
- debug
- top_k
- 40
- top_p
- 0.95
- prompt
- 一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？
- do_sample
- num_beams
- 1
- temperature
- 0.7
- padding_mode
- max_new_tokens
- 1024
- prompt_template
- You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages. User: Hi Assistant: Hello, how can I help you?</s> User: {prompt} Assistant:
- repetition_penalty
- 1
{ "debug": true, "top_k": 40, "top_p": 0.95, "prompt": "一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？", "do_sample": true, "num_beams": 1, "temperature": 0.7, "padding_mode": true, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", "repetition_penalty": 1 }Install Replicate’s Node.js client library:npm install replicateImport and set up the client:import Replicate from "replicate"; const replicate = new Replicate({ auth: process.env.REPLICATE_API_TOKEN, });Run peter65374/openbuddy-mistral-7b using Replicate’s API. Check out the model's schema for an overview of inputs and outputs.
const output = await replicate.run( "peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11", { input: { debug: true, top_k: 40, top_p: 0.95, prompt: "一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？", do_sample: true, num_beams: 1, temperature: 0.7, padding_mode: true, max_new_tokens: 1024, prompt_template: "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", repetition_penalty: 1 } } ); console.log(output);To learn more, take a look at the guide on getting started with Node.js.
Install Replicate’s Python client library:pip install replicateImport the client:import replicateRun peter65374/openbuddy-mistral-7b using Replicate’s API. Check out the model's schema for an overview of inputs and outputs.
output = replicate.run( "peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11", input={ "debug": True, "top_k": 40, "top_p": 0.95, "prompt": "一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？", "do_sample": True, "num_beams": 1, "temperature": 0.7, "padding_mode": True, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", "repetition_penalty": 1 } ) # The peter65374/openbuddy-mistral-7b model can stream output as it's running. # The predict method returns an iterator, and you can iterate over that output. for item in output: # https://replicate.com/peter65374/openbuddy-mistral-7b/api#output-schema print(item, end="")To learn more, take a look at the guide on getting started with Python.
Run peter65374/openbuddy-mistral-7b using Replicate’s API. Check out the model's schema for an overview of inputs and outputs.
curl -s -X POST \ -H "Authorization: Bearer $REPLICATE_API_TOKEN" \ -H "Content-Type: application/json" \ -H "Prefer: wait" \ -d $'{ "version": "peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11", "input": { "debug": true, "top_k": 40, "top_p": 0.95, "prompt": "一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？", "do_sample": true, "num_beams": 1, "temperature": 0.7, "padding_mode": true, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don\'t know the answer to a question, please don\'t share false information. You can speak fluently in many languages.\\nUser: Hi\\nAssistant: Hello, how can I help you?</s>\\nUser: {prompt}\\nAssistant:", "repetition_penalty": 1 } }' \ https://api.replicate.com/v1/predictionsTo learn more, take a look at Replicate’s HTTP API reference docs.
Output
这是一个经典的概率问题，可以使用组合数学来求解。 首先，从盒子里取出两个球的方案数为 C(10,2) = 45，其中 10 表示盒子里共有 10 个球。 其次，一共有 2 种情况：取出的两个球中恰好有 1 个红球和 1 个蓝球，以及取出的两个球都是红球或都是蓝球。前者的方案数为 C(4,1)C(6,1)，即选取一个红球和一个蓝球的方案数；后者的方案数为 C(4,2)或 C(6,2)，即选取两个红球或两个蓝球的方案数。 因此，一个球是红色，另一个球是蓝色的概率为： (C(4,1)C(6,1))/(C(10,2)) = (4*6)/45 = 12/45 约等于 0.2667，即约为 26.67%。{ "completed_at": "2023-10-27T09:06:55.720680Z", "created_at": "2023-10-27T09:06:07.669330Z", "data_removed": false, "error": null, "id": "x4oof63bkgptjgrfg4nfm3s724", "input": { "debug": true, "top_k": 40, "top_p": 0.95, "prompt": "一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？", "do_sample": true, "num_beams": 1, "temperature": 0.7, "padding_mode": true, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", "repetition_penalty": 1 }, "logs": "Your formatted prompt is:\nYou are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: 一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？\nAssistant:\nSetting `pad_token_id` to `eos_token_id`:2 for open-end generation.\nafter initialization, first token took 0.752\n这\n是\n一个\n经\n典\n的\n概\n率\n问\n题\n，可\n以\n使\n用\n组\n合\n数\n学\n来\n求\n解\n。\n首\n先\n，从\n盒\n子\n里\n取\n出\n两\n个\n球\n的\n方\n案\n数\n为\nC(10,2)\n=\n45，其\n中\n10\n表\n示\n盒\n子\n里\n共\n有\n10\n个\n球\n。\n其\n次\n，一\n共\n有\n2\n种\n情\n况\n：取\n出\n的\n两\n个\n球\n中\n恰\n好\n有\n1\n个\n红\n球\n和\n1\n个\n蓝\n球\n，以\n及\n取\n出\n的\n两\n个\n球\n都\n是\n红\n球\n或\n都\n是\n蓝\n球\n。前\n者\n的\n方\n案\n数\n为\nC(4,1)C(6,1)，即\n选\n取\n一个\n红\n球\n和\n一个\n蓝\n球\n的\n方\n案\n数\n；后\n者\n的\n方\n案\n数\n为\nC(4,2)或\nC(6,2)，即\n选\n取\n两\n个\n红\n球\n或\n两\n个\n蓝\n球\n的\n方\n案\n数\n。\n因\n此\n，一个\n球\n是\n红\n色\n，另\n一个\n球\n是\n蓝\n色\n的\n概\n率\n为\n：\n(C(4,1)C(6,1))/(C(10,2))\n=\n(4*6)/45\n=\n12/45\n约\n等\n于\n \n0.2667，即\n约\n为\n26.67%。\nFinal output:这是一个经典的概率问题，可以使用组合数学来求解。\n首先，从盒子里取出两个球的方案数为 C(10,2) = 45，其中 10 表示盒子里共有 10 个球。\n其次，一共有 2 种情况：取出的两个球中恰好有 1 个红球和 1 个蓝球，以及取出的两个球都是红球或都是蓝球。前者的方案数为 C(4,1)C(6,1)，即选取一个红球和一个蓝球的方案数；后者的方案数为 C(4,2)或 C(6,2)，即选取两个红球或两个蓝球的方案数。\n因此，一个球是红色，另一个球是蓝色的概率为：\n(C(4,1)C(6,1))/(C(10,2)) = (4*6)/45 = 12/45\n约等于 0.2667，即约为 26.67%。\nGenerated in 10.287750720977783 seconds.\nTokens per second: 28.38\nTokens per second not including time to first token: 30.52\ncur memory: 5062345216\nmax allocated: 5070876672\npeak memory: 5259657216", "metrics": { "predict_time": 10.309901, "total_time": 48.05135 }, "output": [ "", "这", "是", "一个", "经", "典", "的", "概", "率", "问", "题", "", "，可", "以", "使", "用", "组", "合", "数", "学", "来", "求", "解", "", "。\n", "\n", "首", "先", "", "，从", "盒", "子", "里", "取", "出", "两", "个", "球", "的", "方", "案", "数", "为", " ", "", "", "", "", "", "", "C(10,2) ", "= ", "", "", "", "45，其", "中", " ", "", "", "10 ", "表", "示", "盒", "子", "里", "共", "有", " ", "", "", "10 ", "个", "球", "", "。\n", "\n", "其", "次", "", "，一", "共", "有", " ", "", "2 ", "种", "情", "况", "", "：取", "出", "的", "两", "个", "球", "中", "恰", "好", "有", " ", "", "1 ", "个", "红", "球", "和", " ", "", "1 ", "个", "蓝", "球", "", "，以", "及", "取", "出", "的", "两", "个", "球", "都", "是", "红", "球", "或", "都", "是", "蓝", "球", "", "。前", "者", "的", "方", "案", "数", "为", " ", "", "", "", "", "", "", "", "", "", "", "", "", "C(4,1)C(6,1)，即", "选", "取", "一个", "红", "球", "和", "一个", "蓝", "球", "的", "方", "案", "数", "", "；后", "者", "的", "方", "案", "数", "为", " ", "", "", "", "", "", "C(4,2)或", " ", "", "", "", "", "", "", "C(6,2)，即", "选", "取", "两", "个", "红", "球", "或", "两", "个", "蓝", "球", "的", "方", "案", "数", "", "。\n", "\n", "因", "此", "", "，一个", "球", "是", "红", "色", "", "，另", "一个", "球", "是", "蓝", "色", "的", "概", "率", "为", "", "：\n", "\n", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "", "(C(4,1)C(6,1))/(C(10,2)) ", "= ", "", "", "", "", "", "", "(4*6)/45 ", "= ", "", "", "", "", "", "12/45\n", "\n", "约", "等", "于", " ", "", "", "", "", "", "", "", "0.2667，即", "约", "为", " ", "", "", "", "", "", "", "", "26.67%。\n", "", "" ], "started_at": "2023-10-27T09:06:45.410779Z", "status": "succeeded", "urls": { "get": "https://api.replicate.com/v1/predictions/x4oof63bkgptjgrfg4nfm3s724", "cancel": "https://api.replicate.com/v1/predictions/x4oof63bkgptjgrfg4nfm3s724/cancel" }, "version": "8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11" }Generated inYour formatted prompt is: You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages. User: Hi Assistant: Hello, how can I help you?</s> User: 一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？ Assistant: Setting `pad_token_id` to `eos_token_id`:2 for open-end generation. after initialization, first token took 0.752 这 是 一个 经 典 的 概 率 问 题 ，可 以 使 用 组 合 数 学 来 求 解 。 首 先 ，从 盒 子 里 取 出 两 个 球 的 方 案 数 为 C(10,2) = 45，其 中 10 表 示 盒 子 里 共 有 10 个 球 。 其 次 ，一 共 有 2 种 情 况 ：取 出 的 两 个 球 中 恰 好 有 1 个 红 球 和 1 个 蓝 球 ，以 及 取 出 的 两 个 球 都 是 红 球 或 都 是 蓝 球 。前 者 的 方 案 数 为 C(4,1)C(6,1)，即 选 取 一个 红 球 和 一个 蓝 球 的 方 案 数 ；后 者 的 方 案 数 为 C(4,2)或 C(6,2)，即 选 取 两 个 红 球 或 两 个 蓝 球 的 方 案 数 。 因 此 ，一个 球 是 红 色 ，另 一个 球 是 蓝 色 的 概 率 为 ： (C(4,1)C(6,1))/(C(10,2)) = (4*6)/45 = 12/45 约 等 于 0.2667，即 约 为 26.67%。 Final output:这是一个经典的概率问题，可以使用组合数学来求解。 首先，从盒子里取出两个球的方案数为 C(10,2) = 45，其中 10 表示盒子里共有 10 个球。 其次，一共有 2 种情况：取出的两个球中恰好有 1 个红球和 1 个蓝球，以及取出的两个球都是红球或都是蓝球。前者的方案数为 C(4,1)C(6,1)，即选取一个红球和一个蓝球的方案数；后者的方案数为 C(4,2)或 C(6,2)，即选取两个红球或两个蓝球的方案数。 因此，一个球是红色，另一个球是蓝色的概率为： (C(4,1)C(6,1))/(C(10,2)) = (4*6)/45 = 12/45 约等于 0.2667，即约为 26.67%。 Generated in 10.287750720977783 seconds. Tokens per second: 28.38 Tokens per second not including time to first token: 30.52 cur memory: 5062345216 max allocated: 5070876672 peak memory: 5259657216Prediction
peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11IDh6frmvlb2xqhjrzqfucgujm73yStatusSucceededSourceWebHardwareA40Total durationCreatedInput
- debug
- top_k
- 40
- top_p
- 0.95
- prompt
- Problem statement: """一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？""" Correct solution: """我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。 先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。 先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。 所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。"" Student’s solution: """(4/10)*(6/9) = 24/90 = 4/15""" --- 请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导.
- do_sample
- num_beams
- 1
- temperature
- 0.7
- padding_mode
- max_new_tokens
- 1024
- prompt_template
- You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages. User: Hi Assistant: Hello, how can I help you?</s> User: {prompt} Assistant:
- repetition_penalty
- 1
{ "debug": true, "top_k": 40, "top_p": 0.95, "prompt": "Problem statement: \"\"\"一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？\"\"\"\n\nCorrect solution: \"\"\"我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。\n\n先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。\n\n先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。\n\n所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。\"\"\n\nStudent’s solution: \"\"\"(4/10)*(6/9) = 24/90 = 4/15\"\"\"\n---\n请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导.", "do_sample": true, "num_beams": 1, "temperature": 0.7, "padding_mode": true, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", "repetition_penalty": 1 }Install Replicate’s Node.js client library:npm install replicateImport and set up the client:import Replicate from "replicate"; const replicate = new Replicate({ auth: process.env.REPLICATE_API_TOKEN, });Run peter65374/openbuddy-mistral-7b using Replicate’s API. Check out the model's schema for an overview of inputs and outputs.
const output = await replicate.run( "peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11", { input: { debug: true, top_k: 40, top_p: 0.95, prompt: "Problem statement: \"\"\"一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？\"\"\"\n\nCorrect solution: \"\"\"我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。\n\n先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。\n\n先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。\n\n所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。\"\"\n\nStudent’s solution: \"\"\"(4/10)*(6/9) = 24/90 = 4/15\"\"\"\n---\n请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导.", do_sample: true, num_beams: 1, temperature: 0.7, padding_mode: true, max_new_tokens: 1024, prompt_template: "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", repetition_penalty: 1 } } ); console.log(output);To learn more, take a look at the guide on getting started with Node.js.
Install Replicate’s Python client library:pip install replicateImport the client:import replicateRun peter65374/openbuddy-mistral-7b using Replicate’s API. Check out the model's schema for an overview of inputs and outputs.
output = replicate.run( "peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11", input={ "debug": True, "top_k": 40, "top_p": 0.95, "prompt": "Problem statement: \"\"\"一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？\"\"\"\n\nCorrect solution: \"\"\"我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。\n\n先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。\n\n先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。\n\n所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。\"\"\n\nStudent’s solution: \"\"\"(4/10)*(6/9) = 24/90 = 4/15\"\"\"\n---\n请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导.", "do_sample": True, "num_beams": 1, "temperature": 0.7, "padding_mode": True, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", "repetition_penalty": 1 } ) # The peter65374/openbuddy-mistral-7b model can stream output as it's running. # The predict method returns an iterator, and you can iterate over that output. for item in output: # https://replicate.com/peter65374/openbuddy-mistral-7b/api#output-schema print(item, end="")To learn more, take a look at the guide on getting started with Python.
Run peter65374/openbuddy-mistral-7b using Replicate’s API. Check out the model's schema for an overview of inputs and outputs.
curl -s -X POST \ -H "Authorization: Bearer $REPLICATE_API_TOKEN" \ -H "Content-Type: application/json" \ -H "Prefer: wait" \ -d $'{ "version": "peter65374/openbuddy-mistral-7b:8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11", "input": { "debug": true, "top_k": 40, "top_p": 0.95, "prompt": "Problem statement: \\"\\"\\"一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？\\"\\"\\"\\n\\nCorrect solution: \\"\\"\\"我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。\\n\\n先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。\\n\\n先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。\\n\\n所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。\\"\\"\\n\\nStudent’s solution: \\"\\"\\"(4/10)*(6/9) = 24/90 = 4/15\\"\\"\\"\\n---\\n请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导.", "do_sample": true, "num_beams": 1, "temperature": 0.7, "padding_mode": true, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don\'t know the answer to a question, please don\'t share false information. You can speak fluently in many languages.\\nUser: Hi\\nAssistant: Hello, how can I help you?</s>\\nUser: {prompt}\\nAssistant:", "repetition_penalty": 1 } }' \ https://api.replicate.com/v1/predictionsTo learn more, take a look at Replicate’s HTTP API reference docs.
Output
好的，让我们来看一下这道题。 题目要求我们计算一个球是红色，另一个球是蓝色的概率。这个问题可以通过条件概率公式来解决。 我们可以先抽出红球，然后再抽出蓝球，也可以先抽出蓝球，然后再抽出红球。所以，我们需要把这两种情况的概率加起来。 如果我们先抽出红球，然后再抽出蓝球，那么这两次抽球的概率分别是 (4/10) 和 (6/9)。这时候，我们需要将它们相乘，得到的结果是 (4/10)*(6/9) = 24/90 = 4/15。 如果我们先抽出蓝球，然后再抽出红球，那么这两次抽球的概率分别是 (6/10) 和 (4/9)。这时候，我们同样需要将它们相乘，得到的结果是 (6/10)*(4/9) = 24/90 = 4/15。 最后，我们将这两种情况的概率相加，得到的结果是 (4/15) + (4/15) = 8/15。 所以，一个球是红色，另一个球是蓝色的概率是 8/15。{ "completed_at": "2023-10-27T09:14:39.025601Z", "created_at": "2023-10-27T09:14:10.926189Z", "data_removed": false, "error": null, "id": "h6frmvlb2xqhjrzqfucgujm73y", "input": { "debug": true, "top_k": 40, "top_p": 0.95, "prompt": "Problem statement: \"\"\"一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？\"\"\"\n\nCorrect solution: \"\"\"我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。\n\n先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。\n\n先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。\n\n所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。\"\"\n\nStudent’s solution: \"\"\"(4/10)*(6/9) = 24/90 = 4/15\"\"\"\n---\n请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导.", "do_sample": true, "num_beams": 1, "temperature": 0.7, "padding_mode": true, "max_new_tokens": 1024, "prompt_template": "You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: {prompt}\nAssistant:", "repetition_penalty": 1 }, "logs": "Your formatted prompt is:\nYou are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages.\nUser: Hi\nAssistant: Hello, how can I help you?</s>\nUser: Problem statement: \"\"\"一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？\"\"\"\nCorrect solution: \"\"\"我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。\n先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。\n先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。\n所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。\"\"\nStudent’s solution: \"\"\"(4/10)*(6/9) = 24/90 = 4/15\"\"\"\n---\n请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导.\nAssistant:\nSetting `pad_token_id` to `eos_token_id`:2 for open-end generation.\nafter initialization, first token took 0.108\n好\n的\n，让\n我\n们\n来\n看\n一\n下\n这\n道\n题\n。\n题\n目\n要\n求\n我\n们\n计\n算\n一个\n球\n是\n红\n色\n，另\n一个\n球\n是\n蓝\n色\n的\n概\n率\n。这\n个\n问\n题\n可\n以\n通\n过\n条\n件\n概\n率\n公\n式\n来\n解\n决\n。\n我\n们\n可\n以\n先\n抽\n出\n红\n球\n，然\n后\n再\n抽\n出\n蓝\n球\n，也\n可\n以\n先\n抽\n出\n蓝\n球\n，然\n后\n再\n抽\n出\n红\n球\n。所\n以\n，我\n们\n需\n要\n把\n这\n两\n种\n情\n况\n的\n概\n率\n加\n起\n来\n。\n如\n果\n我\n们\n先\n抽\n出\n红\n球\n，然\n后\n再\n抽\n出\n蓝\n球\n，那\n么\n这\n两\n次\n抽\n球\n的\n概\n率\n分\n别\n是\n(4/10)\n和\n(6/9)。这\n时\n候\n，我\n们\n需\n要\n将\n它\n们\n相\n乘\n，得\n到\n的\n结\n果\n是\n(4/10)*(6/9)\n=\n24/90\n=\n4/15。\n如\n果\n我\n们\n先\n抽\n出\n蓝\n球\n，然\n后\n再\n抽\n出\n红\n球\n，那\n么\n这\n两\n次\n抽\n球\n的\n概\n率\n分\n别\n是\n(6/10)\n和\n(4/9)。这\n时\n候\n，我\n们\n同\n样\n需\n要\n将\n它\n们\n相\n乘\n，得\n到\n的\n结\n果\n是\n(6/10)*(4/9)\n=\n24/90\n=\n4/15。\n最\n后\n，我\n们\n将\n这\n两\n种\n情\n况\n的\n概\n率\n相\n加\n，得\n到\n的\n结\n果\n是\n(4/15)\n+\n(4/15)\n= \n8/15。\n所\n以\n，一个\n球\n是\n红\n色\n，另\n一个\n球\n是\n蓝\n色\n的\n概\n率\n是\n8/15。\nFinal output:好的，让我们来看一下这道题。\n题目要求我们计算一个球是红色，另一个球是蓝色的概率。这个问题可以通过条件概率公式来解决。\n我们可以先抽出红球，然后再抽出蓝球，也可以先抽出蓝球，然后再抽出红球。所以，我们需要把这两种情况的概率加起来。\n如果我们先抽出红球，然后再抽出蓝球，那么这两次抽球的概率分别是 (4/10) 和 (6/9)。这时候，我们需要将它们相乘，得到的结果是 (4/10)*(6/9) = 24/90 = 4/15。\n如果我们先抽出蓝球，然后再抽出红球，那么这两次抽球的概率分别是 (6/10) 和 (4/9)。这时候，我们同样需要将它们相乘，得到的结果是 (6/10)*(4/9) = 24/90 = 4/15。\n最后，我们将这两种情况的概率相加，得到的结果是 (4/15) + (4/15) = 8/15。\n所以，一个球是红色，另一个球是蓝色的概率是 8/15。\nGenerated in 11.99962306022644 seconds.\nTokens per second: 31.42\nTokens per second not including time to first token: 31.62\ncur memory: 5152501248\nmax allocated: 5206267904\npeak memory: 5364514816", "metrics": { "predict_time": 28.120445, "total_time": 28.099412 }, "output": [ "", "好", "的", "", "，让", "我", "们", "来", "看", "一", "下", "这", "道", "题", "", "。\n", "\n", "题", "目", "要", "求", "我", "们", "计", "算", "一个", "球", "是", "红", "色", "", "，另", "一个", "球", "是", "蓝", "色", "的", "概", "率", "", "。这", "个", "问", "题", "可", "以", "通", "过", "条", "件", "概", "率", "公", "式", "来", "解", "决", "", "。\n", "\n", "我", "们", "可", "以", "先", "抽", "出", "红", "球", "", "，然", "后", "再", "抽", "出", "蓝", "球", "", "，也", "可", "以", "先", "抽", "出", "蓝", "球", "", "，然", "后", "再", "抽", "出", "红", "球", "", "。所", "以", "", "，我", "们", "需", "要", "把", "这", "两", "种", "情", "况", "的", "概", "率", "加", "起", "来", "", "。\n", "\n", "如", "果", "我", "们", "先", "抽", "出", "红", "球", "", "，然", "后", "再", "抽", "出", "蓝", "球", "", "，那", "么", "这", "两", "次", "抽", "球", "的", "概", "率", "分", "别", "是", " ", "", "", "", "", "", "(4/10) ", "和", " ", "", "", "", "", "", "(6/9)。这", "时", "候", "", "，我", "们", "需", "要", "将", "它", "们", "相", "乘", "", "，得", "到", "的", "结", "果", "是", " ", "", "", "", "", "", "", "", "", "", "", "(4/10)*(6/9) ", "= ", "", "", "", "", "", "24/90 ", "= ", "", "", "", "", "", "4/15。\n", "\n", "如", "果", "我", "们", "先", "抽", "出", "蓝", "球", "", "，然", "后", "再", "抽", "出", "红", "球", "", "，那", "么", "这", "两", "次", "抽", "球", "的", "概", "率", "分", "别", "是", " ", "", "", "", "", "", "(6/10) ", "和", " ", "", "", "", "", "", "(4/9)。这", "时", "候", "", "，我", "们", "同", "样", "需", "要", "将", "它", "们", "相", "乘", "", "，得", "到", "的", "结", "果", "是", " ", "", "", "", "", "", "", "", "", "", "", "(6/10)*(4/9) ", "= ", "", "", "", "", "", "24/90 ", "= ", "", "", "", "", "", "4/15。\n", "\n", "最", "后", "", "，我", "们", "将", "这", "两", "种", "情", "况", "的", "概", "率", "相", "加", "", "，得", "到", "的", "结", "果", "是", " ", "", "", "", "", "", "(4/15) ", "+ ", "", "", "", "", "", "(4/15) ", "= ", "", "", "", "", "", "8/15。\n", "\n", "所", "以", "", "，一个", "球", "是", "红", "色", "", "，另", "一个", "球", "是", "蓝", "色", "的", "概", "率", "是", " ", "", "", "", "", "", "8/15。\n", "", "" ], "started_at": "2023-10-27T09:14:10.905156Z", "status": "succeeded", "urls": { "get": "https://api.replicate.com/v1/predictions/h6frmvlb2xqhjrzqfucgujm73y", "cancel": "https://api.replicate.com/v1/predictions/h6frmvlb2xqhjrzqfucgujm73y/cancel" }, "version": "8199f01fa38cf1b42ff59f231f0ed05fc5214fce4065c7ea33d2fadc79d90f11" }Generated inYour formatted prompt is: You are a helpful high school Math tutor. If you don't know the answer to a question, please don't share false information. You can speak fluently in many languages. User: Hi Assistant: Hello, how can I help you?</s> User: Problem statement: """一个盒子里有4个红球和6个蓝球。从盒子里不放回地抽出两个球。求一个球是红色，另一个球是蓝色的概率是多少？""" Correct solution: """我们可以先抽出红球，然后抽出蓝球，也可以先抽出蓝球，然后抽出红球。所以，我们需要把这两种情况的概率加起来。 先抽出红球，然后抽出蓝球的概率是 (4/10)*(6/9) = 24/90 = 4/15。 先抽出蓝球，然后抽出红球的概率是 (6/10)*(4/9) = 24/90 = 4/15。 所以，一个球是红色，另一个球是蓝色的概率是 4/15 + 4/15 = 8/15。"" Student’s solution: """(4/10)*(6/9) = 24/90 = 4/15""" --- 请根据上面题目的标准答案和学生的回答，针对这道题给学生辅导. Assistant: Setting `pad_token_id` to `eos_token_id`:2 for open-end generation. after initialization, first token took 0.108 好 的 ，让 我 们 来 看 一 下 这 道 题 。 题 目 要 求 我 们 计 算 一个 球 是 红 色 ，另 一个 球 是 蓝 色 的 概 率 。这 个 问 题 可 以 通 过 条 件 概 率 公 式 来 解 决 。 我 们 可 以 先 抽 出 红 球 ，然 后 再 抽 出 蓝 球 ，也 可 以 先 抽 出 蓝 球 ，然 后 再 抽 出 红 球 。所 以 ，我 们 需 要 把 这 两 种 情 况 的 概 率 加 起 来 。 如 果 我 们 先 抽 出 红 球 ，然 后 再 抽 出 蓝 球 ，那 么 这 两 次 抽 球 的 概 率 分 别 是 (4/10) 和 (6/9)。这 时 候 ，我 们 需 要 将 它 们 相 乘 ，得 到 的 结 果 是 (4/10)*(6/9) = 24/90 = 4/15。 如 果 我 们 先 抽 出 蓝 球 ，然 后 再 抽 出 红 球 ，那 么 这 两 次 抽 球 的 概 率 分 别 是 (6/10) 和 (4/9)。这 时 候 ，我 们 同 样 需 要 将 它 们 相 乘 ，得 到 的 结 果 是 (6/10)*(4/9) = 24/90 = 4/15。 最 后 ，我 们 将 这 两 种 情 况 的 概 率 相 加 ，得 到 的 结 果 是 (4/15) + (4/15) = 8/15。 所 以 ，一个 球 是 红 色 ，另 一个 球 是 蓝 色 的 概 率 是 8/15。 Final output:好的，让我们来看一下这道题。 题目要求我们计算一个球是红色，另一个球是蓝色的概率。这个问题可以通过条件概率公式来解决。 我们可以先抽出红球，然后再抽出蓝球，也可以先抽出蓝球，然后再抽出红球。所以，我们需要把这两种情况的概率加起来。 如果我们先抽出红球，然后再抽出蓝球，那么这两次抽球的概率分别是 (4/10) 和 (6/9)。这时候，我们需要将它们相乘，得到的结果是 (4/10)*(6/9) = 24/90 = 4/15。 如果我们先抽出蓝球，然后再抽出红球，那么这两次抽球的概率分别是 (6/10) 和 (4/9)。这时候，我们同样需要将它们相乘，得到的结果是 (6/10)*(4/9) = 24/90 = 4/15。 最后，我们将这两种情况的概率相加，得到的结果是 (4/15) + (4/15) = 8/15。 所以，一个球是红色，另一个球是蓝色的概率是 8/15。 Generated in 11.99962306022644 seconds. Tokens per second: 31.42 Tokens per second not including time to first token: 31.62 cur memory: 5152501248 max allocated: 5206267904 peak memory: 5364514816
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