Congratulations! Very well deserved, that was an awesome article.
July 16, 2025 at 5:04 PM
Congratulations! Very well deserved, that was an awesome article.
You just need some grit™ to resist those phones.
June 29, 2025 at 4:18 PM
You just need some grit™ to resist those phones.
Nu ik weet dat het in de pijplijn zit zal ik ook dagelijks teleurgesteld zijn. Een voorbeeld waar gedeelde smart geen halve smart is.
June 23, 2025 at 10:17 AM
Nu ik weet dat het in de pijplijn zit zal ik ook dagelijks teleurgesteld zijn. Een voorbeeld waar gedeelde smart geen halve smart is.
The past was so violent
June 18, 2025 at 8:35 AM
The past was so violent
This can be rewritten such that N = 5^m-n 2^m-n 2^m-q-(m-n) = 10^m-n 2^n-q
Since m is <= n and q<n, it is indeed true that N is always equal to 10^x 2^y with x>=0 and y >0.
Since m is <= n and q<n, it is indeed true that N is always equal to 10^x 2^y with x>=0 and y >0.
May 26, 2025 at 9:55 AM
This can be rewritten such that N = 5^m-n 2^m-n 2^m-q-(m-n) = 10^m-n 2^n-q
Since m is <= n and q<n, it is indeed true that N is always equal to 10^x 2^y with x>=0 and y >0.
Since m is <= n and q<n, it is indeed true that N is always equal to 10^x 2^y with x>=0 and y >0.
N is an integer and x is an integer, so x must also be of the form 5^p 2^q. Since in step 2 we divided all 5s out of ab5, leaving us with x, x is no longer divisible by 5, so it is just 2^q, with q<m
So N = 5^m-n 2^m-q
So N = 5^m-n 2^m-q
May 26, 2025 at 9:55 AM
N is an integer and x is an integer, so x must also be of the form 5^p 2^q. Since in step 2 we divided all 5s out of ab5, leaving us with x, x is no longer divisible by 5, so it is just 2^q, with q<m
So N = 5^m-n 2^m-q
So N = 5^m-n 2^m-q
Lets say 1/N = a.b5 (loose notation). This is equal to ab5/10^m, where m is the number of digits in the decimal part.
Every integer ending in 5 is divisible by 5 such that: 1/N = (5^n*x)/(2^m*5^m) = (5^n-m * x) / (2^m) = x / (5^m-n * 2^m)
This means that: N = (5^m-n * 2^m) / x
Every integer ending in 5 is divisible by 5 such that: 1/N = (5^n*x)/(2^m*5^m) = (5^n-m * x) / (2^m) = x / (5^m-n * 2^m)
This means that: N = (5^m-n * 2^m) / x
May 26, 2025 at 9:55 AM
Lets say 1/N = a.b5 (loose notation). This is equal to ab5/10^m, where m is the number of digits in the decimal part.
Every integer ending in 5 is divisible by 5 such that: 1/N = (5^n*x)/(2^m*5^m) = (5^n-m * x) / (2^m) = x / (5^m-n * 2^m)
This means that: N = (5^m-n * 2^m) / x
Every integer ending in 5 is divisible by 5 such that: 1/N = (5^n*x)/(2^m*5^m) = (5^n-m * x) / (2^m) = x / (5^m-n * 2^m)
This means that: N = (5^m-n * 2^m) / x
There's too many people who think like this, but I'm not one of them.
May 21, 2025 at 8:24 AM
There's too many people who think like this, but I'm not one of them.
Assuming Real Madrid is positive of course.
April 21, 2025 at 12:12 PM
Assuming Real Madrid is positive of course.
Interesting observation on how LLM's are anti-addictive.
April 7, 2025 at 1:33 PM
Interesting observation on how LLM's are anti-addictive.
I don't agree, I think he perceives a high trade surplus as being optimal.
April 3, 2025 at 10:16 AM
I don't agree, I think he perceives a high trade surplus as being optimal.
Vermogensbeheerders worden vaker aangenomen door extreem rijken. Middenklasse gebruikt meer ETF's. ETF's doen het beter dan vermogensbeheerders. Ergo: vermogensbeheerders zorgen voor herverdeling 🤗
March 30, 2025 at 3:48 PM
Vermogensbeheerders worden vaker aangenomen door extreem rijken. Middenklasse gebruikt meer ETF's. ETF's doen het beter dan vermogensbeheerders. Ergo: vermogensbeheerders zorgen voor herverdeling 🤗
Throw the TV out the window
March 30, 2025 at 3:21 PM
Throw the TV out the window
Ik zal het ook eens aan mijn vrouw vragen :-)
March 28, 2025 at 9:10 AM
Ik zal het ook eens aan mijn vrouw vragen :-)
Oh, ik dacht even dat er binnen de beroepsgroep werd gevraagd of je je eigen job zou aanbevelen. Op deze manier is het nutteloos.
March 28, 2025 at 8:59 AM
Oh, ik dacht even dat er binnen de beroepsgroep werd gevraagd of je je eigen job zou aanbevelen. Op deze manier is het nutteloos.
In uni, I listened to my lecturers at 1.25x speed. When I first spoke in person with one of my professors, he spoke so 'slow', i thought he was drunk!
March 23, 2025 at 8:53 PM
In uni, I listened to my lecturers at 1.25x speed. When I first spoke in person with one of my professors, he spoke so 'slow', i thought he was drunk!
That really is an amazing video. Great storytelling. The moment he reframes the problem as light passing through mirror-verses feels like a justified plot twist.
March 14, 2025 at 8:58 AM
That really is an amazing video. Great storytelling. The moment he reframes the problem as light passing through mirror-verses feels like a justified plot twist.
"No farmers, no food". Klopt natuurlijk als je de alternatieven verbiedt.
March 11, 2025 at 5:59 PM
"No farmers, no food". Klopt natuurlijk als je de alternatieven verbiedt.
As it turns it, it actually is quite an efficient way to accidentally cut your hog off.
March 10, 2025 at 8:12 AM
As it turns it, it actually is quite an efficient way to accidentally cut your hog off.
Ik vond het spelletje "Gek of geniaal?" leuker toen het nog over Eddy Wally ging.
March 1, 2025 at 11:21 AM
Ik vond het spelletje "Gek of geniaal?" leuker toen het nog over Eddy Wally ging.