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text-purple-700 border-purple-200"},"tag_id":{"_id":"68790e0fc62f5349345512e9","name":"Future Ready"},"summary_id":{"_id":"6ad892972855c4ac544e930c","summary":"* Anthropic's IPO targets a $2 trillion valuation with a 31x revenue multiple based on a rapidly growing run-rate nearing $65 billion, reflecting high expectations but also significant risk. * The company has committed $518 billion in compute capacity over a decade, representing substantial fixed costs that require continued revenue growth to sustain profitability. * Investors should treat Anthropic as a high-risk, early-stage startup and consider exposure through broader AI sector investments, especially in chips, data centers, and energy."},"author_id":{"_id":"69cb292845a906c60ae7f140","name":"Sandeep Khomne","profilePicture":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/826a609d-fbe6-4c60-8dcb-e336d4be47cf.webp","title":"Guest Expert"},"is_draft":false,"is_published":true,"notification_sent":true,"faq_id":{"_id":"6ad892972855c4ac544e930e","faq":"1. Why is Anthropic's $2 trillion IPO valued at 31x its revenue?  \n2. How does Anthropic's compute commitment impact its business risk?  \n3. What does Anthropic's recent profitability mean for investors?  \n4. How should Indian investors approach buying Anthropic's IPO or stock?"},"is_deleted":false,"has_unpublished_edits":false,"published_at":"2026-10-21T10:23:19.083Z","scheduled_publish_at":null,"whatsapp_summary":"Anthropic's IPO targets a $2 trillion valuation with a 31x revenue multiple ","socialMedia":{"twitter":"","linkedin":"","instagram":""},"referenceImages":{"infographic_1":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/1d816093-1c2e-4644-b6cd-43015e58fc5b.webp","infographic_2":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/77626736-2dd6-4de1-8e72-59e74e0226b5.webp","infographic_3":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/a1c622c3-efcd-464d-8cf0-6ad1f05acf66.webp","infographic_4":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/1173d693-b2d0-42f0-a387-84436f9bfe81.webp","infographic_5":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/bb3157cb-ae60-454a-8a52-e3fbcfe22de6.webp","infographic_6":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/ceb555ab-8b77-482a-abc2-1b2eb957c3ea.webp","infographic_7":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/f37aa5f0-19dd-4bae-9226-80c49aa47530.webp"},"is_paid":false,"fees":0,"createdAt":"2026-10-21T10:23:19.084Z","updatedAt":"2026-10-21T10:23:19.084Z","__v":0,"likes":1,"socialLikes":{"twitter":0,"linkedin":0,"instagram":0,"total":0},"views":88,"shares":0,"comments":[],"commentStats":{"totalComments":0,"approvedComments":0,"pendingComments":0,"lastCommentAt":null,"totalReplies":0,"approvedReplies":0,"pendingReplies":0,"lastReplyAt":null}}