<aside> <img src="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/322c3b4a-c1f5-4af7-8087-9cafc7cc69e8/linkedin.png" alt="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/322c3b4a-c1f5-4af7-8087-9cafc7cc69e8/linkedin.png" width="40px" /> LinkedIn
</aside>
<aside> <img src="data:image/jpeg;base64,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" alt="data:image/jpeg;base64,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" width="40px" /> GitHub
</aside>
<aside> <img src="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/845ff268-30e5-4377-93fc-b90fc9a1d0bd/icons8-medium-500.png" alt="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/845ff268-30e5-4377-93fc-b90fc9a1d0bd/icons8-medium-500.png" width="40px" /> Medium
</aside>
<aside> <img src="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/7f4531aa-0ab9-4e17-9acd-06ddd8dc9058/twitter.png" alt="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/7f4531aa-0ab9-4e17-9acd-06ddd8dc9058/twitter.png" width="40px" /> Twitter
</aside>
<aside> <img src="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/adb36636-0942-4917-ad84-0678149fbd86/substack_icon.png" alt="https://s3-us-west-2.amazonaws.com/secure.notion-static.com/adb36636-0942-4917-ad84-0678149fbd86/substack_icon.png" width="40px" /> Substack
</aside>