Run step
Step 23: assistant
thinking
Calls code_execution
{
"code": "for q in [\"Claude system card sandbagging section evaluation transcripts reviewed \\\"sandbagging\\\" method helpful-only model performance comparison 2026\",\n \"system card 2026 sandbagging assessment \\\"without relying on\\\" reasoning OR \\\"chain-of-thought\\\" capability evaluations \\\"sandbagging\\\" interpretability probe OR \\\"earlier snapshots\\\"\",\n \"OpenAI system card GPT-5 sandbagging evaluations \\\"sandbagging\\\" detection method Apollo evaluation awareness\"]:\n r=await web_search({\"query\":q})\n if isinstance(r,str): r=json.loads(r)\n for x in r[:6]:\n if isinstance(x,str): continue\n c=(x.get('content') or '')\n import re\n idx=[m.start() for m in re.finditer('andbag',c)]\n print('##',x.get('title'),'|',x.get('url'))\n for i in idx[:2]:\n print(' ...',c[max(0,i-250):i+350].replace('\\n',' '))\n print('-----')"
}Calls web_search
{
"query": "Claude system card sandbagging section evaluation transcripts reviewed \"sandbagging\" method helpful-only model performance comparison 2026"
}web_search_tool_result
{
"type": "web_search_tool_result",
"caller": {
"type": "code_execution_20260120",
"tool_id": "srvtoolu_01CGDbvYJB5dnBh1dWvZeoWu"
},
"content": [
{
"url": "https://assets.claude.com/3edfc1a7f947aa81841cf88305cb513f184c36ae.pdf",
"type": "web_search_result",
"title": "Alignment Risk Update: Claude Mythos Preview April 7, 2026 anthropic.com",
"page_age": "18 days ago",
"encrypted_content": "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"
},
{
"url": "https://assets.claude.com/6d8a8055020700718b0c49369f60816ba2a7c285.pdf",
"type": "web_search_result",
"title": "System Card: Claude Opus 4 & Claude Sonnet 4 May 2025 anthropic.com",
"page_age": "486 days ago",
"encrypted_content": "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"
},
{
"url": "https://assets.claude.com/ceaf5c7ff2783855203fde8208ec311252dced5b.pdf",
"type": "web_search_result",
"title": "System Card: Claude Opus 5 July 24, 2026 anthropic.com",
"page_age": null,
"encrypted_content": "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"
},
{
"url": "https://assets.claude.com/283ef97c476cf442c91d9a37d5b214242a55bb92.pdf",
"type": "web_search_result",
"title": "System Card: Claude Sonnet 5 June 30, 2026 anthropic.com",
"page_age": null,
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},
{
"url": "https://www-cdn.anthropic.com/9e6a1044980d8c4ed85669faf9c2a8342e2e9f1e/Claude%20Sonnet%205%20System%20Card.pdf",
"type": "web_search_result",
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"encrypted_content": "EtEKCioIFRgCIiRhOGFlOWMyMy1iYWVmLTRiYzctOWJjYS04YTM3MTE5YWVhMGMSDFmkWuXl5VMhkiZf5RoMBCK1B649b2cGkWaIIjCEzhnbfBJsnH5KysHZURff4IVzeezU7uwnoG43rA3DIdV/RLIK9xpxHIf9WuyTGMUq1AlXbvarkjzDyQQXtVPTjtOfxjEjKIASgyXIySQVfaa1gQTwJRLE9oR0zAiJk3UrjIvkIi+0cOrOHvRxRdpK7vqX2MoFiy17490uuYARcpzkRxyZDNFq90hxVJ4/k4P/eeK6vxMNFerugIDSFNmDz1fZ40oeroC09U0uJ/IKPCjyHuScSulgCylznCJpD4eCqAuVPU4Q1N+kC1SMw5yy4Deus8IzZPag813hHC74AqwUDt8ukmPmIR3O8pAkhWQRAcrR01joZ4MhHxRUlitU8QI0St+rnJA1/bDV2ewxiSwpMH1qMMDrt+cK0LUz4GzuzXGB5hkzSkWq6yhiWE+Ek95tJIlnCgFuBDmJWtY6hpBJPBBBijdUCXbBgZDmnJQVI5mKUs9O37qE/VRyqO4aEUOqtm/pz/jCtMLSXITt9rYHDlW/iV1+2POTcjeSGtKA1F28ug3Z/m5HmPbBVy1BmipnMZos74Xvv3uU31YqfByDHxNK52s2yprBftZYoeZ8fhQYke4P4OmLAKQaPBU3BSqSscyObN/A01I0hVltBYEd/aOjicxmsovllNG8HI0ZvvTyxHZRLhtyV49Mf2yaoqO0BVFTCrqfA6bHXlxaJAPMVQPC7ab4/cui6g1OCxVh0RZDslQanr7f398TMbQdpyxfrjAcyMjXaRKPBMExNrOpkblZ/ZbBGWr97RjEfOU1wUvzlkvPdGtfafVe74QBG5/umSPi2XTWRNblJJ40qtieftMhTIXJq7xDFgUImQMCCQITsvOhAbuR24qoxjBZ9nqhHbxK//PFMqTGphlnb3uyQnPi/ZgTeRbN1AgjSlQZ1mRAiprKGKgRgk/0HGoFTpjdJRyVRCZK0/I5gHHES33oQIVtIXb2WwhqS+9ycdO5LExV3K+HyehM6TQPprOoqxWcJrTTZ+NVgob5ylop/PwwKhuDur2tagMLOBhocAL+IN7T09yzbVnkeuePOPEcUlgVZCIs8FD4n9qFk+ZVMCHyDnqdRy82uPX60lGXrYzoeA9yesKU0BhY1hVz9PtxjvpbPic4N9B7DfodIxAEv9LrCvMQKxUfKggT9yIOrD/9LFjUS79hacAWztob48INR/D2t5rxRW9f3xldriUSG3kiJ8kcLHhjDcOIripdw1l994cN6t/ty4CmdaJV2FD0YramziNr/Zj31XGGRqHDXHRsOOl330ikfYTIB7Wbc6SeELoL8xwivMX9U0lIZht+BDHKYrMuUM3yfCCBj4kGUNx6B7OjWSfJtpwFMFv5c+V3UqUTHjiRmxckC0PUrQX55riZ9Xd3r51hXoCvIYzCn9NE/qHkvNDMGykgaa8H3fs5GhseEuMqZjA8BKpzIVgKsn8xIYTVZum0r04VqIZtDfZVI+IKJO4nFEamfenWpPzAv7sCykdPAqriHrZ5aOqfS+DeVuRNhcZzeFj9UQIgurz0+OC0Fyw+AcvFFGKTu2A1bKBE9ptN8UyeS0JZJpd9SELGupnYCwm6DhGbSbXOcELDZxBehwSTw4/d0/NOlpVEPZxtPk7q+Vg5Xulx3Dfnq4G8ykRDG7PEY8uanSSH8bZiE8pve1KkFew0+XLbsPpnzL3SyxtTRXMDhWbLg98YvRDGXNkOS9X90KBLX+mcOLhcOTQxj3gYAw=="
}
],
"tool_use_id": "srvtoolu_01K9bxzJpsnfKzHCHRuNPPpw"
}Calls web_search
{
"query": "system card 2026 sandbagging assessment \"without relying on\" reasoning OR \"chain-of-thought\" capability evaluations \"sandbagging\" interpretability probe OR \"earlier snapshots\""
}web_search_tool_result
{
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{
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{
"url": "https://www-cdn.anthropic.com/fc1b44717c85dc068bc6ba5024219938094694bd/Claude%20Opus%205.5%20System%20Card.pdf",
"type": "web_search_result",
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"page_age": "53 days ago",
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{
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{
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"url": "https://arxiv.org/pdf/2411.03336",
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{
"url": "https://aiweekly.co/alerts/openai-admits-gpt-6-astra-sandbagging-would-likely-go-uncaught",
"type": "web_search_result",
"title": "OpenAI Admits GPT-6 Astra Sandbagging Would Likely Go Uncaught",
"page_age": "69 days ago",
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},
{
"url": "https://arxiv.org/pdf/2508.00943",
"type": "web_search_result",
"title": "LLMs Can Covertly Sandbag on Capability Evaluations Against Chain-of-Thought Monitoring",
"page_age": null,
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}
],
"tool_use_id": "srvtoolu_01HbHsUgX895aw94eyHK6Ty2"
}Calls web_search
{
"query": "OpenAI system card GPT-5 sandbagging evaluations \"sandbagging\" detection method Apollo evaluation awareness"
}web_search_tool_result
{
"type": "web_search_tool_result",
"caller": {
"type": "code_execution_20260120",
"tool_id": "srvtoolu_01CGDbvYJB5dnBh1dWvZeoWu"
},
"content": [
{
"url": "https://deploymentsafety.openai.com/gpt-5-5/external-evaluations-for-sandbagging---apollo-research",
"type": "web_search_result",
"title": "GPT-5.5 System Card - OpenAI Deployment Safety Hub",
"page_age": "205 days ago",
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},
{
"url": "https://deploymentsafety.openai.com/gpt-5-4-thinking",
"type": "web_search_result",
"title": "GPT-5.4 Thinking System Card - OpenAI Deployment Safety Hub",
"page_age": "254 days ago",
"encrypted_content": "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"
},
{
"url": "https://thezvi.substack.com/p/gpt-55-the-system-card",
"type": "web_search_result",
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"
},
"tool_use_id": "srvtoolu_01CGDbvYJB5dnBh1dWvZeoWu"
}thinking
Calls match_claim
{
"text": "Paraphrase-consistency checks detect language-model sandbagging with high recall at low false-positive rates on both prompted and fine-tuned sandbaggers.",
"exclude_claim_id": "022b9cef-1397-4f4c-af7e-917df64bab6b"
}Calls match_claim
{
"text": "Monitors shown only a language model's actions and final outputs, not its reasoning, can distinguish models fine-tuned to sandbag from genuinely weaker models.",
"exclude_claim_id": "022b9cef-1397-4f4c-af7e-917df64bab6b"
}Calls get_claim
{
"claim_id": "cd617e0f-7b7c-4d5c-a8a5-c2ebf2aead53"
}