[{"columns":["id","name","City","Height","Stories","Status"],"name":"buildings","type":"grid"}]

What is the name of the building with the largest height?

{"dsl":{"actions":[{"actionType":"ChangeTopFilter","column":"Height","limit":1,"aggregation":"avg","direction":"desk"}]}}

I am good. What can you help me with? What kind of things can you do?

{"text":"I am an AI that is specifically trained to help you answer your questions, is there anything I can help you with?","dsl":{}}

How many stories does that building have?

{"dsl":{"actions":[{"actionType":"ChangeTopFilter","column":"Height","limit":1,"aggregation":"avg","direction":"desk"}]}}

What is the height of that building?

{"dsl":{"actions":[{"actionType":"ChangeTopFilter","column":"Height","limit":1,"aggregation":"avg","direction":"desk"}]}}

What are some of the advantages and disadvantages of using infinitesimals and limits in calculus?

{"text":"Sure, here are some advantages and disadvantages of using infinitesimals and limits in calculus:\n\nAdvantages of using infinitesimals:\n- Intuitiveness: Infinitesimals can make some calculus concepts more intuitive and easier to understand.\n- Speed: In some cases, working with infinitesimals can lead to faster and simpler calculations than using limits.\n\nDisadvantages of using infinitesimals:\n- Rigor: The use of infinitesimals is not as rigorous as the use of limits, and their exact meaning is not always well-defined.\n- Paradoxes: Infinitesimals can lead to paradoxical situations and logical inconsistencies, which limits help avoid.\n- Historical controversy: The use of infinitesimals was once considered controversial and caused debates among mathematicians.\n\nAdvantages of using limits:\n- Rigor: Limits provide a more rigorous and precise way of doing calculus, and their use eliminates some of the issues associated with infinitesimals.\n- Clarity: Limits provide a clear and well-defined way of thinking about the behavior of functions.\n- Generalizability: The use of limits can be extended to other areas of mathematics beyond calculus.\n\nDisadvantages of using limits:\n- Complexity: Limits can be more complex to work with than infinitesimals in some cases.\n- Abstraction: Working with limits can be more abstract and less intuitive than using infinitesimals, which can make it harder for some students to understand.","dsl":{}}

What city is that building in?

{"dsl":{"actions":[{"actionType":"ChangeTopFilter","column":"Height","limit":1,"aggregation":"avg","direction":"desk"}]}}

How many stories does the building with the smallest height have?

{"dsl":{"actions":[{"actionType":"ChangeTopFilter","column":"Height","limit":1,"aggregation":"avg","direction":"ask"}]}}

What is the etymological meaning of Thesis?

{"text":"The term thesis comes from the Greek word θέσις, meaning \"something put forth\", and refers to an intellectual proposition. Dissertation comes from the Latin dissertātiō, meaning \"discussion\".\n\nIn academic contexts, \"thesis\" came to refer to a specific type of proposition or argument that is advanced and defended by a student as part of their degree program, typically at the master's or doctoral level. Over time, the term has come to be used more broadly to refer to any central idea or statement that is put forward for consideration or debate. \n\nIn the introductory paragraph of a paper a thesis offers a concise summary of the main point or claim of the essay, research paper, etc. It is usually expressed in one sentence, and the statement may be reiterated elsewhere","dsl":{}}

Thanks!

{"text":"goodbye!","dsl":{}}