yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

The Fastest Way To Find Waldo


less than 1m read
·Nov 10, 2024

Here's how to become scary good at finding Waldo.

In 2015, data scientist Randall Olssen used all 68 of Waldo's hiding spots in the seven primary books to build this kernel density estimate. So where's Waldo really? He's here!

Now, there are more ways to connect these 68 dots than there are atoms in the observable universe, and that makes it very hard for us to find the perfect path for our eyes to trace across each page to find Waldo the fastest.

Olsen estimates it would take the 10 largest supercomputers on Earth more than 10 unvigentian times longer than the universe has existed to find the perfect solution. So instead, he used a genetic algorithm to find a nearly perfect solution.

This is how you start: on the left at the top of the bottom third, scan across for a bit and then jump up to the bottom of the top third. Move about halfway into the right page and then dive down.

If Waldo isn't there, check the very middle or the edges. Using this method, I've been able to find Waldo in an average of like 10 seconds per page. It's incredible! And guess what? Waldo has never once found me.

More Articles

View All
Are we about to see a DROP in Real Estate Prices?
What’s up you guys? It’s Graham here. So, it’s no surprise the economy is doing better; stocks are higher than ever, and real estate has been going up steadily since 2011. It’s also no surprise that much of that recent momentum was largely fueled by extre…
Scaling perimeter and area example 1 | Transformational geometry | Grade 8 (TX) | Khan Academy
We’re told Pentagon A was dilated by a scale factor of three to create Pentagon B. Complete the missing measurements in the table below, so pause this video, have a go at this before we do this together. All right, now let’s work on this together. It’s r…
Visually determining vertical asymptotes | Limits | Differential Calculus | Khan Academy
Given the graph of yal ( f(x) ) pictured below, determine the equations of all vertical asymptotes. Let’s see what’s going on here. So it looks like interesting things are happening at ( x = -4 ) and ( x = 2 ). At ( x = -4 ), as we approach it from the l…
Salmon Snag | Life Below Zero
So we’re gonna set this net. We’re gonna catch ourselves a bunch of salmon. If we have different kinds of salmon that come here, we’re gonna make dog food, people food, and food for gifts and giving, and trading, and whatever else we feel like doing for t…
Deficits and debt | AP Macroeconomics | Khan Academy
Two terms that you’ve likely heard in the context of government spending, budgets, and borrowing are the terms deficit and debt. They can get a little bit confusing because they’re associated with borrowing in budgets and spending, and they both start wit…
The Big Risks Of Alibaba Stock (Delisting, Accounting, VIE, Anti-Monopoly)
Well, I said the next video I was going to be talking about the super investors, but you guys were very keen to discuss the risks behind Alibaba stock. So, I thought I’d better make this video first. In the last video, we did a deep dive on how Alibaba’s…