$ curl -s https://inference.svc.eqiad.wmnet:30443/openai/v1/chat/completions -X POST \
  -H "Host: llm-qwen36-27b.llm.wikimedia.org" \
  -H "Content-Type: application/json" \
  -d '{"model":"llm-qwen36-27b",
       "messages":[{"role":"user","content":"How many prime numbers are between 100 and 200?"}],
       "max_tokens":2000,
       "chat_template_kwargs":{"enable_thinking":true}}'

{
    "id": "9135ad65badde6fe",
    "object": "chat.completion",
    "created": 1786622923,
    "model": "llm-qwen36-27b",
    "choices": [
        {
            "index": 0,
            "message": {
                "role": "assistant",
                "content": null,
                "refusal": null,
                "annotations": null,
                "audio": null,
                "function_call": null,
                "tool_calls": [],
                "reasoning": "Here's a thinking process:\n\n1.  **Understand the User's Question:** The user asks for the count of prime numbers between 100 and 200. I need to clarify if \"between\" is inclusive or exclusive. Usually, \"between X and Y\" in math contexts can be ambiguous, but typically it means strictly between (100 < p < 200). However, since 100 and 200 are not prime, it doesn't matter for the count. I'll assume strictly between 100 and 200, which is equivalent to primes in the range [101, 199].\n\n2.  **Define Prime Numbers:** A prime number is a natural number greater than 1 that has no positive divisors other than 1 and itself.\n\n3.  **Identify the Range:** 101 to 199 (inclusive).\n\n4.  **List/Find Primes in Range:** I'll systematically check each odd number from 101 to 199 for primality. (Even numbers > 2 are not prime).\n    I can use trial division up to sqrt(199) \u2248 14.1, so I only need to check divisibility by primes up to 13: 2, 3, 5, 7, 11, 13.\n\n    Let's go through the numbers:\n    - 101: Check 2,3,5,7,11,13. Not div by 2,3 (sum=2),5,7 (7*14=98, 7*15=105),11 (11*9=99, 11*10=110),13 (13*7=91, 13*8=104). \u2192 Prime\n    - 103: Not div by 2,3 (sum=4),5,7 (7*14=98, 7*15=105),11 (11*9=99, 11*10=110),13 (13*8=104). \u2192 Prime\n    - 105: Div by 5 \u2192 Not prime\n    - 107: Not div by 2,3 (sum=8),5,7 (7*15=105),11 (11*10=110),13 (13*8=104, 13*9=117). \u2192 Prime\n    - 109: Not div by 2,3 (sum=10),5,7 (7*15=105),11 (11*10=110),13 (13*8=104, 13*9=117). \u2192 Prime\n    - 111: Sum=3 \u2192 Div by 3 \u2192 Not prime\n    - 113: Not div by 2,3 (sum=5),5,7 (7*16=112),11 (11*10=110),13 (13*8=104, 13*9=117). \u2192 Prime\n    - 115: Div by 5 \u2192 Not prime\n    - 117: Sum=9 \u2192 Div by 3 \u2192 Not prime\n    - 119: 7*17=119 \u2192 Not prime\n    - 121: 11*11=121 \u2192 Not prime\n    - 123: Sum=6 \u2192 Div by 3 \u2192 Not prime\n    - 125: Div by 5 \u2192 Not prime\n    - 127: Not div by 2,3 (sum=10),5,7 (7*18=126),11 (11*11=121),13 (13*9=117, 13*10=130). \u2192 Prime\n    - 129: Sum=12 \u2192 Div by 3 \u2192 Not prime\n    - 131: Not div by 2,3 (sum=5),5,7 (7*18=126, 7*19=133),11 (11*12=132),13 (13*10=130). \u2192 Prime\n    - 133: 7*19=133 \u2192 Not prime\n    - 135: Div by 5 \u2192 Not prime\n    - 137: Not div by 2,3 (sum=11),5,7 (7*19=133),11 (11*12=132),13 (13*10=130). \u2192 Prime\n    - 139: Not div by 2,3 (sum=13),5,7 (7*19=133),11 (11*13=143),13 (13*10=130, 13*11=143). \u2192 Prime\n    - 141: Sum=6 \u2192 Div by 3 \u2192 Not prime\n    - 143: 11*13=143 \u2192 Not prime\n    - 145: Div by 5 \u2192 Not prime\n    - 147: Sum=12 \u2192 Div by 3 \u2192 Not prime\n    - 149: Not div by 2,3 (sum=14),5,7 (7*21=147),11 (11*13=143),13 (13*11=143, 13*12=156). \u2192 Prime\n    - 151: Not div by 2,3 (sum=7),5,7 (7*21=147, 7*22=154),11 (11*14=154),13 (13*11=143, 13*12=156). \u2192 Prime\n    - 153: Sum=9 \u2192 Div by 3 \u2192 Not prime\n    - 155: Div by 5 \u2192 Not prime\n    - 157: Not div by 2,3 (sum=13),5,7 (7*22=154),11 (11*14=154),13 (13*12=156). \u2192 Prime\n    - 159: Sum=15 \u2192 Div by 3 \u2192 Not prime\n    - 161: 7*23=161 \u2192 Not prime\n    - 163: Not div by 2,3 (sum=10),5,7 (7*23=161),11 (11*15=165),13 (13*12=156, 13*13=169). \u2192 Prime\n    - 165: Div by 5 \u2192 Not prime\n    - 167: Not div by 2,3 (sum=14),5,7 (7*24=168),11 (11*15=165),13 (13*13=169). \u2192 Prime\n    - 169: 13*13=169 \u2192 Not prime\n    - 171: Sum=9 \u2192 Div by 3 \u2192 Not prime\n    - 173: Not div by 2,3 (sum=11),5,7 (7*25=175),11 (11*16=176),13 (13*13=169). \u2192 Prime\n    - 175: Div by 5 \u2192 Not prime\n    - 177: Sum=15 \u2192 Div by 3 \u2192 Not prime\n    - 179: Not div by 2,3 (sum=17),5,7 (7*25=175),11 (11*16=176),13 (13*13=169, 13*14=182). \u2192 Prime\n    - 181: Not div by 2,3 (sum=10),5,7 (7*26=182),11 (11*17=187),13 (13*14=182). \u2192 Prime\n    - 183: Sum=12 \u2192 Div by 3 \u2192 Not prime\n    - 185: Div by 5 \u2192 Not prime\n   "
            },
            "logprobs": null,
            "finish_reason": "length",
            "stop_reason": null,
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            "routed_experts": null
        }
    ],
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    "prompt_text": null,
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}

$ curl -s https://inference.svc.eqiad.wmnet:30443/openai/v1/chat/completions -X POST \
  -H "Host: llm-qwen36-27b.llm.wikimedia.org" \
  -H "Content-Type: application/json" \
  -d '{"model":"llm-qwen36-27b",
       "messages":[{"role":"user","content":"How many prime numbers are between 100 and 200?"}],
       "max_tokens":2000}'

{
    "id": "bd3023d5e608d828",
    "object": "chat.completion",
    "created": 1786623243,
    "model": "llm-qwen36-27b",
    "choices": [
        {
            "index": 0,
            "message": {
                "role": "assistant",
                "content": "To determine how many prime numbers are between 100 and 200, we can list them systematically or count them based on known mathematical data.\n\n### Step 1: Definition and Range\nA prime number is a natural number greater than 1 that has no positive divisors other than 1 and itself. We are looking for primes $p$ such that $100 < p < 200$. Note that 100 and 200 are not prime, so the inclusion or exclusion of the endpoints does not change the count.\n\n### Step 2: Listing the Prime Numbers\nWe can identify these primes by checking odd numbers between 100 and 200 for divisibility by small primes (2, 3, 5, 7, 11, 13).\n\n**Primes in the 100s:**\n1.  101\n2.  103\n3.  107\n4.  109\n\n**Primes in the 110s:**\n5.  113\n6.  127 (Note: 111 is div by 3, 117 is div by 9, 119 is $7 \\times 17$)\n7.  131\n8.  137\n9.  139\n\n**Primes in the 140s:**\n10. 149\n\n**Primes in the 150s:**\n11. 151\n12. 157\n\n**Primes in the 160s:**\n13. 163\n14. 167\n15. 173\n16. 179\n\n**Primes in the 180s:**\n17. 181\n18. 191\n19. 193\n20. 197\n21. 199\n\n### Step 3: Verification and Count\nLet's double-check the count by grouping them:\n*   100\u2013109: 101, 103, 107, 109 (4 primes)\n*   110\u2013119: 113 (1 prime) -> *Wait, let's re-verify 110-119.*\n    *   111 ($3 \\times 37$), 113 (Prime), 115 ($5 \\times 23$), 117 ($9 \\times 13$), 119 ($7 \\times 17$). So only **113**.\n*   120\u2013129: 127 (1 prime) -> *Check 121 ($11^2$), 123 ($3 \\times 41$), 125 ($5^3$), 127 (Prime), 129 ($3 \\times 43$).* So only **127**.\n*   130\u2013139: 131, 137, 139 (3 primes)\n*   140\u2013149: 149 (1 prime) -> *Check 141 ($3 \\times 47$), 143 ($11 \\times 13$), 147 ($3 \\times 49$).* So only **149**.\n*   150\u2013159: 151, 157 (2 primes) -> *Check 153 ($9 \\times 17$), 159 ($3 \\times 53$).*\n*   160\u2013169: 163, 167 (2 primes) -> *Check 161 ($7 \\times 23$), 169 ($13^2$).*\n*   170\u2013179: 173, 179 (2 primes) -> *Check 171 ($9 \\times 19$), 177 ($3 \\times 59$).*\n*   180\u2013189: 181 (1 prime) -> *Check 183 ($3 \\times 61$), 187 ($11 \\times 17$), 189 ($9 \\times 21$).*\n*   190\u2013199: 191, 193, 197, 199 (4 primes)\n\nSumming these up:\n$4 + 1 + 1 + 3 + 1 + 2 + 2 + 2 + 1 + 4 = 21$\n\n### Conclusion\nThere are **21** prime numbers between 100 and 200.\n\nThe list is:\n101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199.",
                "refusal": null,
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                "tool_calls": [],
                "reasoning": null
            },
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}

$ curl -s https://inference.svc.eqiad.wmnet:30443/v1/models/llm-qwen36-27b:predict -X POST \
  -H "Host: llm-qwen36-27b.llm.wikimedia.org" \
  -H "Content-Type: application/json" \
  -d '{"prompt":"How many prime numbers are between 100 and 200?",
       "reasoning":true,"max_tokens":2000}'

{
    "model_name": "llm-qwen36-27b",
    "response": "Here's a thinking process:\n\n1.  **Understand the User's Question:** The user asks for the count of prime numbers between 100 and 200 (inclusive or exclusive? Usually \"between\" means exclusive, but in math contexts, it's often inclusive of the bounds if they are primes, though 100 and 200 are not primes anyway. I'll assume the range is (100, 200) or [100, 200], it doesn't matter since 100 and 200 are composite).\n\n2.  **Define Prime Numbers:** A prime number is a natural number greater than 1 that has no positive divisors other than 1 and itself.\n\n3.  **Determine the Range:** Numbers from 101 to 199.\n\n4.  **List/Count Primes in Range:** I need to systematically identify primes between 100 and 200.\n   I'll list them out or recall/count them.\n   Let's list all primes up to 200 and subtract those up to 100, or just list the ones in the range.\n   Primes < 100: There are 25 primes.\n   Primes < 200: There are 46 primes.\n   So, primes between 100 and 200 = 46 - 25 = 21.\n   Let me verify this by listing them to be sure.\n\n   Primes between 100 and 200:\n   101, 103, 107, 109,\n   113, 127,\n   131, 137, 139,\n   149,\n   151, 157,\n   163, 167,\n   173, 179,\n   181, 191, 193, 197, 199.\n\n   Let's count them:\n   100s: 101, 103, 107, 109 (4)\n   110s: 113 (1) [111=3*37, 117=9*13, 119=7*17]\n   120s: 127 (1) [121=11^2, 123=3*41, 129=3*43]\n   130s: 131, 137, 139 (3) [133=7*19]\n   140s: 149 (1) [141=3*47, 143=11*13, 147=3*49]\n   150s: 151, 157 (2) [153=9*17, 159=3*53]\n   160s: 163, 167 (2) [161=7*23, 169=13^2]\n   170s: 173, 179 (2) [171=9*19, 177=3*59]\n   180s: 181 (1) [183=3*61, 187=11*17, 189=9*21]\n   190s: 191, 193, 197, 199 (4)\n\n   Total: 4 + 1 + 1 + 3 + 1 + 2 + 2 + 2 + 1 + 4 = 21.\n\n   Matches the known fact: \u03c0(200) = 46, \u03c0(100) = 25, so 46 - 25 = 21.\n\n5.  **Formulate Response:** State clearly that there are 21 prime numbers between 100 and 200. Optionally list them for completeness. Keep it concise.\n\n   Check: \"between 100 and 200\" - does it include 100 and 200? Neither are prime, so it doesn't affect the count. I'll specify \"strictly between\" or just give the number. I'll also list them to be helpful.\n\n   Final answer: 21.\n   I'll double-check the list quickly:\n   101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199.\n   Count: 21. Correct.\n   I'll provide the answer directly and list them. All good.\u2705\n   Output matches response.\u2705\n   Proceed. \n   Structure: Direct answer first, then optional list/verification. Keep it precise.\n   \"There are **21** prime numbers between 100 and 200.\"\n   Add list for clarity.\n   Done. \n   Self-Correction/Verification during thought: \n   Wait, let's verify \u03c0(200) and \u03c0(100) values. \n   Primes up to 100: 2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97. That's 25. Correct.\n   Primes up to 200: 25 + 21 = 46. Correct.\n   So 21 is definitively correct.\n   I will output the answer. \n   All steps verified. No issues. \n   Output generation. \n   [Done] \n   *Self-Correction/Refinement during generation prep*: \n   I should make sure the phrasing matches standard math conventions. \"Between 100 and 200\" typically excludes endpoints, but since neither is prime, it's fine. I'll just state 21 and list them. \n   Ready. \n   Output matches the final response.\u2705\n   [Output Generation] -> \"There are **21** prime numbers between 100 and 200. Here they are: 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199.\"\u2705\n   All good. \n   Proceeds. \n   [Final Check of the Prompt]: \"How many prime numbers are between 100 and 200?\" -> Direct answer expected. \n   Matches. \n   Done. \n   [Output Generation] (matches the refined version)\u2705\n   *(Note: I'll keep it concise as requested by the prompt style)*\n   \"There are **21** prime numbers between 100 and 200.\" + list. Perfect. \n   [Done]\n</think>\n\nThere are **21** prime numbers between 100 and 200. \n\nHere they are in order:\n101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199.",
    "prompt_tokens": 26,
    "completion_tokens": 1916
}

$ curl -s https://inference.svc.eqiad.wmnet:30443/openai/v1/chat/completions -X POST \
  -H "Host: llm-qwen36-27b.llm.wikimedia.org" \
  -H "Content-Type: application/json" \
  -d '{"model":"llm-qwen36-27b",
       "messages":[{"role":"user","content":"How many prime numbers are between 100 and 200?"}],
       "max_tokens":3000,
       "chat_template_kwargs":{"enable_thinking":true},
       "thinking_token_budget":100}'

{
    "id": "9b170fc9bedf5d36",
    "object": "chat.completion",
    "created": 1786625437,
    "model": "llm-qwen36-27b",
    "choices": [
        {
            "index": 0,
            "message": {
                "role": "assistant",
                "content": "\n\nThere are **21** prime numbers between 100 and 200.\n\nHere is the complete list:\n101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199",
                "refusal": null,
                "annotations": null,
                "audio": null,
                "function_call": null,
                "tool_calls": [],
                "reasoning": "Here's a thinking process:\n\n1.  **Understand the User's Question:** The user asks for the count of prime numbers between 100 and 200.\n\n2.  **Define the Range:** \"Between 100 and 200\" typically means exclusive of the endpoints, but since 100 and 200 are not prime anyway, it doesn't matter. I'll consider integers from 101 to 1"
            },
            "logprobs": null,
            "finish_reason": "stop",
            "stop_reason": null,
            "token_ids": null,
            "routed_experts": null
        }
    ],
    "service_tier": null,
    "system_fingerprint": null,
    "usage": {
        "prompt_tokens": 26,
        "total_tokens": 258,
        "completion_tokens": 232,
        "prompt_tokens_details": null
    },
    "prompt_logprobs": null,
    "prompt_token_ids": null,
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}

$ curl -s https://inference.svc.eqiad.wmnet:30443/v1/models/llm-qwen36-27b:predict -X POST \
  -H "Host: llm-qwen36-27b.llm.wikimedia.org" \
  -H "Content-Type: application/json" \
  -d '{"prompt":"How many prime numbers are between 100 and 200?",
       "reasoning":true,"max_tokens":3000}'

{
    "model_name": "llm-qwen36-27b",
    "response": "Here's a thinking process:\n\n1.  **Understand the User's Question:** The user is asking for the count of prime numbers between 100 and 200. I need to be careful about the boundaries: \"between 100 and 200\" usually means exclusive (101 to 199), but sometimes inclusive. Since 100 and 200 are not prime, it doesn't matter in this case. I'll count primes from 101 to 199 inclusive.\n\n2.  **Define Prime Numbers:** A prime number is a natural number greater than 1 that has no positive divisors other than 1 and itself.\n\n3.  **Identify the Range:** 101 to 199.\n\n4.  **Method to Find Primes in Range:**\n   - I can list them out systematically or use a known list.\n   - I know there are 25 primes up to 100.\n   - I can recall or calculate the primes between 100 and 200.\n   - Let's list them carefully:\n     101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199.\n   - Wait, let me verify this list. I might have missed some.\n   - Let's go through numbers 100-200 systematically:\n     100: composite\n     101: prime\n     102: even\n     103: prime\n     104: even\n     105: div by 5\n     106: even\n     107: prime\n     108: even\n     109: prime\n     110: even\n     111: div by 3 (1+1+1=3)\n     112: even\n     113: prime\n     114: even\n     115: div by 5\n     116: even\n     117: div by 3 (1+1+7=9)\n     118: even\n     119: 7*17 = 119 (composite)\n     120: even\n     121: 11*11 (composite)\n     122: even\n     123: div by 3\n     124: even\n     125: div by 5\n     126: even\n     127: prime\n     128: even\n     129: div by 3\n     130: even\n     131: prime\n     132: even\n     133: 7*19 = 133 (composite)\n     134: even\n     135: div by 5\n     136: even\n     137: prime\n     138: even\n     139: prime\n     140: even\n     141: div by 3\n     142: even\n     143: 11*13 = 143 (composite)\n     144: even\n     145: div by 5\n     146: even\n     147: div by 3\n     148: even\n     149: prime\n     150: even\n     151: prime\n     152: even\n     153: div by 3\n     154: even\n     155: div by 5\n     156: even\n     157: prime\n     158: even\n     159: div by 3\n     160: even\n     161: 7*23 = 161 (composite)\n     162: even\n     163: prime\n     164: even\n     165: div by 5\n     166: even\n     167: prime\n     168: even\n     169: 13*13 = 169 (composite)\n     170: even\n     171: div by 3\n     172: even\n     173: prime\n     174: even\n     175: div by 5\n     176: even\n     177: div by 3\n     178: even\n     179: prime\n     180: even\n     181: prime\n     182: even\n     183: div by 3\n     184: even\n     185: div by 5\n     186: even\n     187: 11*17 = 187 (composite)\n     188: even\n     189: div by 3\n     190: even\n     191: prime\n     192: even\n     193: prime\n     194: even\n     195: div by 5\n     196: even\n     197: prime\n     198: even\n     199: prime\n     200: composite\n\n   - Let's count the primes I found:\n     101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199.\n     Count: 21.\n\n5.  **Cross-Verify with Known Data:**\n   - I recall that the number of primes up to 100 is 25.\n   - The number of primes up to 200 is 46.\n   - So primes between 100 and 200 (exclusive of 100, inclusive of 200? 200 isn't prime) = 46 - 25 = 21.\n   - This matches my count.\n   - Let's double-check the list to be absolutely sure:\n     1. 101\n     2. 103\n     3. 107\n     4. 109\n     5. 113\n     6. 127\n     7. 131\n     8. 137\n     9. 139\n     10. 149\n     11. 151\n     12. 157\n     13. 163\n     14. 167\n     15. 173\n     16. 179\n     17. 181\n     18. 191\n     19. 193\n     20. 197\n     21. 199\n   - All correct.\n\n6.  **Formulate Response:**\n   - State the answer clearly: 21 prime numbers.\n   - Optionally list them for completeness.\n   - Mention that 100 and 200 are not prime, so \"between\" doesn't change the count.\n   - Keep it concise.\n\n   Draft: There are **21** prime numbers between 100 and 200. They are: 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, and 199.\n\n7.  **Final Check:** \n   - Question: \"How many prime numbers are between 100 and 200?\"\n   - Answer: 21.\n   - Verification: \u03c0(200) = 46, \u03c0(100) = 25. 46 - 25 = 21. Correct.\n   - List matches known primes.\n   - Response is accurate and direct.\u2705\n   - Ready. \n   - Output matches response.\u2705\n   - Proceed. \n   - [Self-Correction/Refinement during thought]: I should make sure I didn't miss any tricky composites like 121, 143, 169, 187. I already checked them. All good.\n   - The phrasing \"between 100 and 200\" typically excludes endpoints, but since neither is prime, it's unambiguous.\n   - Final answer: 21. Provide list optionally. All set. \n   - Output generation. \n   - [Done.] \n   - *Self-Correction/Verification during process*: \n     Let's quickly recount the list to be 100% sure: \n     101, 103, 107, 109, 113 (5)\n     127, 131, 137, 139, 149 (5) -> total 10\n     151, 157, 163, 167, 173 (5) -> total 15\n     179, 181, 191, 193, 197, 199 (6) -> total 21. \n     Correct. \n     All steps verified. Output matches.\u2705\n   - Final Response Generation. \n   - \"There are **21** prime numbers between 100 and 200. Here they are listed for reference: 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, and 199.\" (Matches draft) \n   - Proceeds. \n   - [Output Generation] -> *Proceeds* \u2705\n</think>\n\nThere are **21** prime numbers between 100 and 200. \n\nFor reference, here they are listed in order:\n101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, and 199.",
    "prompt_tokens": 26,
    "completion_tokens": 2737
}

$ curl -s https://inference.svc.eqiad.wmnet:30443/v1/models/llm-qwen36-27b:predict -X POST \
  -H "Host: llm-qwen36-27b.llm.wikimedia.org" \
  -H "Content-Type: application/json" \
  -d '{"prompt":"How many prime numbers are between 100 and 200?",
       "reasoning":true,"max_tokens":3000,"thinking_token_budget":100}'

{
    "model_name": "llm-qwen36-27b",
    "response": "Here's a thinking process:\n\n1.  **Understand the User's Question**: The user asks for the count of prime numbers between 100 and 200. I need to determine if \"between\" is inclusive or exclusive. Typically, \"between X and Y\" in math contexts can be ambiguous, but I'll assume it means strictly between (101 to 199) or inclusive (100 to 200). Since 1</think>\n\nThere are 21 prime numbers between 100 and 200.\nHere's the list:\n101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199",
    "prompt_tokens": 26,
    "completion_tokens": 230
}

$ curl -s https://inference.svc.eqiad.wmnet:30443/openai/v1/chat/completions -X POST \
  -H "Host: llm-qwen36-27b.llm.wikimedia.org" \
  -H "Content-Type: application/json" \
  -d '{"model":"llm-qwen36-27b",
       "messages":[{"role":"user","content":"How many prime numbers are between 100 and 200?"}],
       "max_tokens":3000,
       "chat_template_kwargs":{"enable_thinking":true},
       "thinking_token_budget":100}'

{
    "id": "9ecc3ee6f4f8b7f6",
    "object": "chat.completion",
    "created": 1786627350,
    "model": "llm-qwen36-27b",
    "choices": [
        {
            "index": 0,
            "message": {
                "role": "assistant",
                "content": "\n\nThere are **21** prime numbers between 100 and 200.\n\nHere they are listed:\n101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199.\n\n*(Note: This count includes numbers strictly greater than 100 and strictly less than 200. Both 100 and 200 are composite, so the count remains 21 regardless of whether the endpoints are included or excluded.)*",
                "refusal": null,
                "annotations": null,
                "audio": null,
                "function_call": null,
                "tool_calls": [],
                "reasoning": "Here's a thinking process:\n\n1.  **Understand the User's Question**: The user asks for the count of prime numbers between 100 and 200.\n\n2.  **Define Prime Numbers**: A prime number is a natural number greater than 1 that has no positive divisors other than 1 and itself.\n\n3.  **Identify the Range**: The range is \"between 100 and 200\". Typically, this"
            },
            "logprobs": null,
            "finish_reason": "stop",
            "stop_reason": null,
            "token_ids": null,
            "routed_experts": null
        }
    ],
    "service_tier": null,
    "system_fingerprint": null,
    "usage": {
        "prompt_tokens": 26,
        "total_tokens": 313,
        "completion_tokens": 287,
        "prompt_tokens_details": null
    },
    "prompt_logprobs": null,
    "prompt_token_ids": null,
    "prompt_text": null,
    "kv_transfer_params": null
}