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A model's price, read on 29 September 2026, is 10 USD excluding tax per million input tokens and 50 USD excluding tax per million output tokens. A call uses 4,000 input tokens and 1,000 output tokens. What does the call cost?
Step 1. To save time, a member asks a latest-generation chatbot for the amount of one of the twenty questions and wants to paste it into reference-td1.csv. What does the protocol require?
The portfolio of 28 September 2026 lists GPT-OSS 120B twice: via Groq on the Free plan (group G5, price 0) and via OpenRouter, pay-per-token (group G4, 0.15 / 0.60 USD excluding tax per million tokens). Why two rows?
Question: revenue of the orders placed from 2026-04-01 00:00:00 to 2026-05-01 00:00:00. A model returns the query below; its value is higher than your checked reference. What is the cause?
SELECT SUM(o.quantity_product * p.price) AS revenue_cents
FROM orders o JOIN product p ON p.product_id = o.product_id
WHERE o.date BETWEEN '2026-04-01 00:00:00' AND '2026-05-01 00:00:00'
Fictional trace line:
provider=groq model_requested=demo/reasoning-model case_id=C02 http_status=200
sql= verdict=sql_invalid verdict_detail="no SQL statement found"
tokens_completion=1024 tokens_reasoning=1024
Which cause does the trace show?
Fictional trace line:
provider=openrouter model_requested=demo/free-model-a:free case_id=C12
http_status=404 error="No endpoints found" sql= value= verdict=access_error attempts=1
How do you read this cell?
In the merged traces, the rows of question C05 carry two different prompt_sha256 values: one operator added a hint to the user template before running their model. What does the TD 1 protocol say?
Fictional trace line of a free model:
tokens_prompt=1850 tokens_completion=240 cost_native= nature=realBefore merging traces-td1.csv, a member replaces the empty cost_native with 0 "to complete the column". What does the protocol say?
An assistant returns figures used for investment decisions. According to Lecture 1, how is its configuration chosen?
The same revenue question is asked five times to the same small model, without giving it the data. It returns 12, 12, 15, "about 12" and 14. What does Lecture 1 conclude?