β¨ Quarterly Data Available in the Model Builder
<h2>Happy 2026! π₯³</h2> <p><br /> <strong>You can now build and analyze models using Quarterly data in the Model Builder:</strong></p> <p>How to get started:</p> <ul> <li> <p>Go to: <a href="https://discountingcashflows.com/model-builder/">discountingcashflows.com/model-builder/</a></p> </li> <li> <p>Add a <strong>Table</strong> or <strong>Chart</strong> component.</p> </li> <li> <p>In the top-right corner, use the <strong>Annual / Quarterly </strong>dropdown.</p> </li> <li> <p>Select <strong>Quarterly</strong> to compute and visualize quarterly data.</p> </li> </ul> <p><img 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style="height:235px; width:750px" /></p> <p>A more in-depth tutorial is coming soon, and please let us know if you have any questions or need help with this new feature.</p> <p>Thanks for the continued support and we’d love to hear your feedback on this new feature! β€οΈ</p>
