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Posted by Loeffelmann 1/3/2026

Show HN: Website that plays the lottery every second(lotteryeverysecond.lffl.me)
262 points | 144 commentspage 2
cloudfudge 1/3/2026|
Neat. I like that multiple clients get the same websocket data, as opposed to each just running their own simulation. I will be watching https://lotteryeverysecond.lffl.me/wins with interest. ;)
dmurray 1/3/2026||
> You are more likely to...get dealt a royal flush in poker on your first hand (1 in 649,740)

This is true but a bit misleading: 99% of people actually playing poker in the US today are playing Texas Hold'em or other variants where "your first hand" contains more than 5 cards and is vastly more likely to have a royal flush. I've had several royal flushes but would not want to think I'm only an order of magnitude or two away from having the luck of a Powerball winner.

alfabeta 1/3/2026||
Insightful. Similar to worldometers.info. Reminds me of VSauce’s mind blowing YouTube video visualizing how big 52 factorial is.

A useful statistic to include is the probability of becoming a successful business owner, or better yet, the probability of getting a job that pays an annual salary of 200k, 1mil. etc. Maybe that will inspire people to dream more practically.

Another insightful feature would be to emulate playing at the rate of real life (approx. tickets per second in real life).

recallingmemory 1/3/2026||
So you're telling me there's a chance
Scarblac 1/3/2026||
For me a good way to visualize it is, you get given a key. It works on exactly one of the houses in your entire country, and you get one try (no you cant inspect the lock first and all keys look the same). Good luck trying!
skylanh 1/3/2026||
Two large lotteries in my area: Lotto Max: 1:33,294,800 Lotto 649 1:14,000,000

(excluding the smaller pool draws of 5/6, 4/6, etc)

One ticket as the width of a human hair (60-80 µm).

The winning numbers are a hole the width of a human hair.

The odds of winning 1:14m is hitting another hair head on in a line 14,000,000×0.00007 m=980 meters wide. (~840 meters to ~1,120 meters)

The odds of winning 1:33.3m is hitting another hair head on in a line 33,294,800×0.00007 m=2,330.636 meters wide. (1,998 meters to ~2,664 meters)

(calculations by ChatGPT)

If I buy a ticket, it's so I can daydream for myself.

paprikanotfound 1/3/2026||
I read somewhere the lottery it's just a tax on poor people. Some people are saying it's about the dream of a better life but dreaming is free.
satisfice 1/3/2026||
The odds of winning are so low that I tell people the odds that they will just give me the money even though I bought no ticket can’t be much lower.
DavidPiper 1/3/2026||
The amount of time I spent watching this page is a nice reminder of why I have a rule to never buy lottery tickets.

See also: Simulation Clicker.

I know how my brain works these days.

sunrunner 1/3/2026||
Why not buy lottery tickets? The only thing smaller than the ridiculously small chance of winning is absolute zero, from never playing. Bad odds are still odds :)
dmd 1/3/2026||
If $DEITY wants me to win, the winning lottery ticket will be dropped by someone and it’ll blow into my car and get lodged onto the dashboard.
tracerbulletx 1/3/2026||
If you care that much about statistics you should buy them in the case where the expected value becomes positive every once and a while
stogot 1/3/2026|
Good idea to show the odds. I wouldn’t be able to remember the name to send to someone

Maybe try shouldIplaythelottery.com

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