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Only 6 days left to grab postgen at a special introductory price! For India: ₹499 / month 🇮🇳 For the rest of the world: $9.99 / month 🌍 (Yes, this limited offer is that good!) postgen helps you create engaging, impactful content on social media

Is any demand for AI based cybersecurity solutions in India .. People are willing to pay for Cybersecurity solutions eg - cost of $ 6 / user / month

Just wrapped up the first month for postgen – here’s the lowdown: 1023 users visited our website 🌐 236 signups 🤩 7 paid customers (Thala for a reason 💛). 🙌 3517 posts generated ✍️ Rolled out some neat updates: 1. ⁠postgen is now available on b

Here's the big news. 🚀 We, at The Clueless Company, present postgen - your AI companion for building a LinkedIn personal brand. 🥳 Imagine... ✅ Never running out of post ideas ✅ Boosting engagement effortlessly ✅ Crafting posts that resonate ...

If your income is 12L, You pay 0 for the first 4L. From 4L - 8L i.e. next 4L, you pay 5% = 20,000. From 8L - 12 i.e. another 4L, you pay 10% = 40,000. Total Tax Payable= 60,000. Standard Deduction -75,000. So NO TAX FOR INCOME UP TO 12L. Get it?

The Rule of 72. It’s a simple formula to estimate how long your money will take to double through compound interest. Divide 72 by your investment's annual return percentage, and you’ll get the approximate number of years it will take. For exam

Show your support to The Clueless Company for Medial's Startup Showcase. 🙏

The Clueless Company would love to get your vote for Medial's Startup Showcase. 😍 Can you please vote for me on this link? Thank you in advance. 🙌

We've just wrapped up the first 24 hours of postgen launch and WOW... Check out these incredible numbers: 🎯 47 sign-ups (Yes, 47 amazing people joined us!) 🎯 121 posts generated (Already buzzing with brilliant content!) 🎯 12 favourite creators a

"The best way to predict the future is to create it." – Peter Drucker Finance Concept: The Rule of 72 is a simple formula used to estimate the time it takes for an investment to double in value, given a fixed annual rate of return. The Formula: