Earlier quoted context omitted.
They underestimate the likelihood of black swan because it is very hard for adults to concretely imagine things that have not happened before and then even temporarily fully believe ~"dreams will come true." One of my go-tos on this is the Fukushima nuclear accident. IIUC there were plenty of folks in Japan who knew of the high risk. Perhaps many interested in nuclear energy outside of Japan, too. But the average adu…
Yeah, I can't say for sure it's going to happen, but I can clearly see a path where AI ends the middle class in developed countries, which has really only existed in its current form since WWII. Most people can't imagine that.
Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
271–280 of 298 posts
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#272Earlier quoted context omitted.
If they're appropriately priced, you can't win money at all, unless you have insider knowledge.
The purpose of prediction markets is to communicate insider knowledge.
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#273Earlier quoted context omitted.
> 73% of all polymarkets do resolve to No though. I bet the average price for a no bet across these markets is 73 cents.
A persistent bias in prediction markets is pricing very non likely events as slightly more likely than they are. ie; a 1% event priced at 4%, etc, because people like to bet long shots. Whether there is enough of a predictable bias there to snag enough low return high probability bets to beat the vig and not shift the markets I have not looked into in any way,but it is a known bias with them. The real money to be mad…
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#274Isn't this just picking up pennies on an active railroad track? You'll win small bets and then get run over once a long tail event completely wipes you out.
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#275Don’t be gullible enough to fall for this bad math. Say 70% of the time it resolves to ‘no’, you still don’t make money by blindly choosing ‘no’. Guess why? Hint: This strategy is also described with the macabre analogy: picking up pennies in front of a steamroller. Do you want to pick up pennies in front of a steamroller?
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#276Earlier quoted context omitted.
Why would encouraging non-insider training be desirable in the first place, other than to create a more high-status form of gambling, with higher spouse acceptance factor than smoke-filled room poker games? People with no inside knowledge[0] are just trading on vibes, how is that useful for the economy? -- [0] - Or external knowledge, but actual knowledge - thinking of hedge funds stalking CEOs as they fly in private…
Non-insider trading is liquidity. That’s why people pay for retail trading volume (payment for order flow). Not because of nefarious reasons. Just because it represents liquidity. With no liquidity it’s impossible to enter or exit trades efficiently.
The stock market would not be noticeably less liquid if people had to hold stocks for 24 hours, but volume would drop like a rock.
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#277Earlier quoted context omitted.
Am I misunderstanding? I think that’s trivially not true. Consider: Joe Dart elected president Y/N Cory Wong elected president Y/N A no bet on Joe Dart is not a yes bet on Cory Wong.
Did you read the link? A NO bet on Joe Dart is a YES bet on Cory Wong + Others. It is trivial. Saying NO to a candidate means you're saying YES to ALL other candidates with varying probabilities that would sum to the neg risk of that NO bet.
Perhaps this is pedantic, but this equivalence is ignoring fees, spread, and slippage, right?
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#278Earlier quoted context omitted.
I've backtested this kind of strategy, and it had a good return (like 100% APR), but then I realized it was cheating by knowing when things are going to resolve. Often times it's not clear. Your return depends a lot on how quickly you can get your money out. I never got around to trying a strat that doesn't know the resolution time, which actually has to be manual cause it takes some judgement to pick things that you…
I assume all the 'no' bets have to have an explicit end date, otherwise the 'no' bet could never win? The time horizon is never unknown on these bets.
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#279Don’t be gullible enough to fall for this bad math. Say 70% of the time it resolves to ‘no’, you still don’t make money by blindly choosing ‘no’. Guess why? Hint: This strategy is also described with the macabre analogy: picking up pennies in front of a steamroller. Do you want to pick up pennies in front of a steamroller?
The math here isn't what you assume it is. It isn't "most markets resolve to no"; it's "markets consistently value 'yes' too highly", and there is some evidence for the latter.
My point is equally valid for "markets consistently value 'yes' too highly".
The occasional 'no' will wipe you out on average.
Re: Nothing Ever Happens: Polymarket bot that always buys No on non-sports markets
#280Earlier quoted context omitted.
The math here isn't what you assume it is. It isn't "most markets resolve to no"; it's "markets consistently value 'yes' too highly", and there is some evidence for the latter.
Go on, give it a try for a few days. My point is equally valid for "markets consistently value 'yes' too highly". The occasional 'no' will wipe you out on average.
But your statement seems stronger, i.e. that such a strategy is somehow fundamentally and inherently impossible, so I think it's on you to explain why that is supposedly the case.
For example, assuming a hypothetical consistent "yes" bias of 10%, would you still say it's impossible? Why? Basically, are you saying it's impossible because of the actual observed "yes" bias being too weak or for some other reason?