Datasets:

rodriguescarson
/

adaption-general-seed700-heavyaug-aug-e61ca2


Rows	1,099
Domain	general assistant
Format	`data.parquet`, one row per example
Licence	other
Built for	supervised fine-tuning (SFT) experiments on Adaption AutoScientist

Columns

Column	Description
`original_prompt`	The prompt (user turn) as uploaded.
`original_completion`	The target response as uploaded.
`enhanced_prompt`	Prompt after Adaption processing (rewrite or augmentation).
`enhanced_completion`	Response after Adaption processing (rewrite or augmentation).

How it was built

Drawn from the no_robots, OASST1 and WildChat portions of the Tulu 3 SFT mixture (about 34% / 26% / 40%).

Sources and licence

Notes

This dataset was expanded by Adaption's augmentation, which adds platform-generated rows alongside the seed. The added rows are general-purpose and do not all match the dataset's topic; Adaption does not publish their provenance, so the licence is listed as other. The export does not mark which rows are seed and which were added.

Loading

from datasets import load_dataset
ds = load_dataset("rodriguescarson/adaption-general-seed700-heavyaug-aug-e61ca2", split="train")

import pandas as pd
df = pd.read_parquet("hf://datasets/rodriguescarson/adaption-general-seed700-heavyaug-aug-e61ca2/data.parquet")

Published by Carson Rodrigues (Hugging Face, Kaggle).

Downloads last month: 19

original_prompt stringlengths 12 11.8k ⌀	original_completion stringlengths 3 5.48k	enhanced_prompt stringlengths 16 11.8k	enhanced_completion stringlengths 526 23.4k ⌀
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United Kingdom England Europe United Kingdom'Cheshire West and Chester Chapel Lane&JACheshire,Cheshire West and Chester Allostock, Chapel Lane / Princess Road Allostock Civil Parish Allostock Civil Parish	{ "street": "Chapel Lane", "city": "Allostock Civil Parish", "state": "Cheshire West and Chester", "country": "United Kingdom", "normalized": "Chapel Lane, Allostock Civil Parish, Cheshire West and Chester, Cheshire West and Chester, United Kingdom" }	United Kingdom England Europe United Kingdom'Cheshire West and Chester Chapel Lane&JACheshire,Cheshire West and Chester Allostock, Chapel Lane / Princess Road Allostock Civil Parish Allostock Civil Parish	null
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Please describe what Business Process Mapping is and why it is used Business process mapping refers to activities involved in defining what a business entity does, who is responsible, to what standard a business process should be completed, and how the success of a business process can be determined. The main purpose ...	Business Process Mapping describes the capture of a set of business activities that deliver an outcome. Mapping is usually performed using visual tools that use standardized shapes to indicate entities. Mapping involves capturing activities, the roles performing the activities, systems and tools used to execute the a...	Define business process mapping, including its key components: describing business activities, assigning responsibilities, establishing performance standards, and determining success metrics. Explain its primary purpose—improving organizational effectiveness—by enabling clear visualization of processes, facilitating ex...	Business Process Mapping: Definition, Components, and Strategic Value Business process mapping is a structured technique used to visually represent the flow of activities, information, and responsibilities within an organization to achieve a specific business outcome. It serves as a foundational tool for understan...
null	## Solution Looking at the output pattern, I can identify that each input integer `k` generates a `2k × 2k` character grid. ### Pattern Analysis The grid is divided into `2×2` blocks. For input `k`, there are `k × k` such blocks. Key observation: A block at position `(block_row, block_col)` is filled with `##` ...	You are tasked with solving a programming challenge involving the generation of a structured 2k × 2k grid pattern for multiple test cases. The pattern is composed of 2×2 blocks, each being either '##' or '..'. Given the sample output for k=4: ##..##.. ##..##.. ..##..## ..##..## ##..##.. ##..##.. ..##..## ..##..## Pro...	1. Pattern analysis The required picture is a square of size `2 k × 2 k`. It can be seen as a `k × k` matrix of blocks; each block occupies exactly two rows and two columns: ``` block (i , j) → rows 2·i , 2·i+1 cols 2·j , 2·j+1 ``` A block is either completely filled with ‘#’ (`##` on each ...
In a certain city the rate of taxation is the following: $x\\%$ tax is collected for an income of $x$ thousand dollars. What income, in dollars, will yield the greatest take home pay? (Take-home pay is the income minus the tax on that income.)	Let's denote the income as $I$ (in dollars) and the tax rate as $x$ (in percent). Given: - The income $I$ is $x$ thousand dollars, so $I = 1000x$. - The tax rate is $x\\%$, which, as a decimal, is $\\frac{x}{100}$. - The tax paid on the income is the product of the income and the tax rate, so tax paid is $I \\times \\...	In a certain city the rate of taxation is the following: $x\\%$ tax is collected for an income of $x$ thousand dollars. What income, in dollars, will yield the greatest take home pay? (Take-home pay is the income minus the tax on that income.)	null
John R. has up to $10,000 to invest. His wife suggests investing in two bonds, A and B. Bond A is rather risky with an annual yield of 10%, and bond B is more conservative with a yield of 7%. He decides to invest at most $6,000 in bond A, at least $2,000 in bond B, and to invest at least as much in bond A as in bond B....	Let xa be the number of dollars invested in bond A and xb be the number of dollars invested in bond B. The annual yield is Y = 0.10xa + 0.07xb. We want to maximize Y, but there are some constraints on xa and xb. * xa ≥ 0 and xb ≥ 0 (non-negativity constraints) * xa ≤ 6000 (at most $6,000 in bond A) * xb ≥ 2000 (at lea...	John R. has up to $10,000 to invest. His wife suggests investing in two bonds, A and B. Bond A is rather risky with an annual yield of 10%, and bond B is more conservative with a yield of 7%. He decides to invest at most $6,000 in bond A, at least $2,000 in bond B, and to invest at least as much in bond A as in bond B....	null
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