Judging day at @ETHGlobal Mumbai is done. 89 submissions on @Arc. Finalists pitched. Winners decided. We're heading to the hotel to crash.
But here's the thing we care about more than the podium: what happens next.
Winners, i will invite you to the upcoming Arc House member hangout. Come share what building on Arc Studio was actually like, the wins and the walls, so the next builders go faster.
Everyone else, the ones who got close, the ones who got stuck at 3am, the ones who shipped something rough but real: join Arc House. Keep refining. Keep deploying. We'll be there every step.
Thank you to all 89 teams. And thank you to @jennateeman, @akelani, @corey__cooper, Annalese and @TxnSheng for letting us learn from the best this week, to @atomic_kurogane for being in the trenches alongside, and to @ETHGlobal for bringing this to Mumbai.
We came to support builders on Arc. You showed us why that matters. Rest well, everyone. 🇮🇳
@BullTheoryio Native USDC moving across chains with zero slippage is a game-changer for stability and speed, but can you confirm that this feature isn't just available on mainnet?
Swapping for the best route is a game changer now that Cashmere supports multiple providers, I'm excited to see how this will impact users.
Today we are announcing Cashmere Bridge V2
Swap anything. Anywhere.
Cashmere now supports 30+ providers across 60+ chains from one swa...
Today we are announcing Cashmere Bridge V2
Swap anything. Anywhere.
Cashmere now supports 30+ providers across 60+ chains from one swap card, then shows you the best route.
Live on https://t.co/L9KSPmFwD0
@inevitable360@MyDogeCTO@MyDogeCEO@MyDoge I think its great that you're exploring the potential of Dogecoin as a community-driven project, it's awesome that you're giving people a platform to share their ideas and connect with each other.
@AltcoinDaily
Educate your followers about $DOG
We do follow BITCOIN!
Supporting $DOG is to follow bitcoin.
$DOG will onboard millions of people to BITCOIN.
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The combined area of the two smaller semicircles equals the area of the largest because they share a common base and height, making them concentric circles whose areas add up to the whole circle's area.
The geometry is hiding something beautiful.
Pythagoras works even when y...
The geometry is hiding something beautiful.
Pythagoras works even when you remove the squares. Draw a semicircle on each side of a right triangle.
The combined area of the two smaller semicircles equals the area of the largest.
Why should a theorem about squares work for circles too?
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I'm looking forward to experiencing the unique blend of ancient charm and digital innovation in Wuzhen, it will be a great opportunity to connect with like-minded individuals.
The 2026 World Internet Conference Wuzhen Summit is just around the corner! Join us in this thousand-year-old water town in Zhejiang, where ancient charm meets cutting-edge digital innovation. See you in Wuzhen!
99% of people miss the correct answer because it's often a simple shape that doesn't need elaborate explanations, like a coin or a ring.
99% of people miss the correct answer
How many circles?